Skia Compute core files
Bug: skia:
Change-Id: I4bba49cf20eff013e581800a3f114c85acd8498c
Reviewed-on: https://skia-review.googlesource.com/135782
Reviewed-by: Mike Klein <mtklein@google.com>
Reviewed-by: Mike Reed <reed@google.com>
Commit-Queue: Mike Klein <mtklein@google.com>
diff --git a/src/compute/color/color.c b/src/compute/color/color.c
new file mode 100644
index 0000000..3e4b1c8
--- /dev/null
+++ b/src/compute/color/color.c
@@ -0,0 +1,130 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <math.h>
+#include "color.h"
+
+//
+// COLOR UTILITIES
+//
+
+//
+// CONVERT FROM 0xAARRGGBB WORD ORDER INTO f32[4]
+//
+
+void
+color_rgb32_to_rgba_f32(float rgba[4], const uint32_t rgb, const float opacity)
+{
+ rgba[2] = (float)(rgb & 0xFF) / 255.0f; // b
+ rgba[1] = (float)(rgb >> 8 & 0xFF) / 255.0f; // g
+ rgba[0] = (float)(rgb >> 16 & 0xFF) / 255.0f; // r
+ rgba[3] = opacity;
+}
+
+void
+color_argb32_to_rgba_f32(float rgba[4], const uint32_t argb)
+{
+ rgba[2] = (float)(argb & 0xFF) / 255.0f; // b
+ rgba[1] = (float)(argb >> 8 & 0xFF) / 255.0f; // g
+ rgba[0] = (float)(argb >> 16 & 0xFF) / 255.0f; // r
+ rgba[3] = (float)(argb >> 24 & 0xFF) / 255.0f; // a
+}
+
+//
+// { r, g, b, a } ==> { r*a, g*a, b*a, a }
+//
+
+void
+color_premultiply_rgba_f32(float rgba[4])
+{
+ if (rgba[3] < 1.0f)
+ {
+ for (uint32_t ii=0; ii<3; ii++)
+ rgba[ii] = rgba[ii] * rgba[3];
+ }
+}
+
+//
+// EXT_framebuffer_sRGB:
+// https://www.opengl.org/registry/specs/EXT/framebuffer_sRGB.txt
+//
+// { cs / 12.92, cs <= 0.04045
+// cl = {
+// { ((cs + 0.055)/1.055)^2.4, cs > 0.04045
+//
+//
+// { 0.0, 0 <= cl
+// { 12.92 * cl, 0 < cl < 0.0031308
+// cs = { 1.055 * cl^0.41666 - 0.055, 0.0031308 <= cl < 1
+// { 1.0, cl >= 1
+//
+
+void
+color_srgb_to_linear_rgb_f32(float rgb[3])
+{
+ for (uint32_t ii=0; ii<3; ii++)
+ {
+ if (rgb[ii] <= 0.04045f)
+ {
+ rgb[ii] = rgb[ii] / 12.92f;
+ }
+ else
+ {
+ rgb[ii] = powf((rgb[ii] + 0.055f) / 1.055f, 2.4f);
+ }
+ }
+}
+
+void
+color_linear_to_srgb_rgb_f32(float rgb[3])
+{
+ for (uint32_t ii=0; ii<3; ii++)
+ {
+ if (rgb[ii] < 0.0031308f)
+ {
+ rgb[ii] = rgb[ii] * 12.92f;
+ }
+ else
+ {
+ rgb[ii] = powf(rgb[ii], 0.41666f) * 1.044f - 0.055f;
+ }
+ }
+}
+
+//
+//
+//
+
+static
+float
+lerpf(float const a, float const b, float const t)
+{
+ return fmaf(t, b, fmaf(-t, a, a));
+}
+
+//
+//
+//
+
+void
+color_linear_lerp_rgba_f32(float rgba_m[4],
+ float const rgba_a[4],
+ float const rgba_b[4],
+ float const t)
+{
+ for (int32_t ii=0; ii<4; ii++)
+ rgba_m[ii] = lerpf(rgba_a[ii],rgba_b[ii],t);
+}
+
+//
+//
+//
diff --git a/src/compute/color/color.h b/src/compute/color/color.h
new file mode 100644
index 0000000..36f1293
--- /dev/null
+++ b/src/compute/color/color.h
@@ -0,0 +1,69 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// COLOR UTILITIES
+//
+
+#pragma once
+
+//
+//
+//
+
+#include <stdint.h>
+
+//
+// CONVERT FROM 0xAARRGGBB WORD ORDER INTO f32[4]
+//
+
+void color_rgb32_to_rgba_f32(float rgba[4], const uint32_t rgb, const float opacity);
+
+void color_argb32_to_rgba_f32(float rgba[4], const uint32_t argb);
+
+//
+// PREMULTIPLY
+//
+// { r, g, b, a } ==> { r*a, g*a, b*a, a }
+//
+
+void color_premultiply_rgba_f32(float rgba[4]);
+
+//
+// SRGB<>LINEAR
+//
+// EXT_framebuffer_sRGB:
+// https://www.opengl.org/registry/specs/EXT/framebuffer_sRGB.txt
+//
+// { cs / 12.92, cs <= 0.04045
+// cl = {
+// { ((cs + 0.055)/1.055)^2.4, cs > 0.04045
+//
+//
+// { 0.0, 0 <= cl
+// { 12.92 * cl, 0 < cl < 0.0031308
+// cs = { 1.055 * cl^0.41666 - 0.055, 0.0031308 <= cl < 1
+// { 1.0, cl >= 1
+//
+
+void color_srgb_to_linear_rgb_f32(float rgb[3]);
+
+void color_linear_to_srgb_rgb_f32(float rgb[3]);
+
+//
+//
+//
+
+void color_linear_lerp_rgba_f32(float rgba_m[4],
+ float const rgba_a[4],
+ float const rgba_b[4],
+ float const t);
+
+//
+//
+//
diff --git a/src/compute/common/cl/assert_cl.c b/src/compute/common/cl/assert_cl.c
new file mode 100644
index 0000000..91e5620
--- /dev/null
+++ b/src/compute/common/cl/assert_cl.c
@@ -0,0 +1,222 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdlib.h>
+#include <stdio.h>
+
+//
+//
+//
+
+#include "assert_cl.h"
+
+//
+//
+//
+
+#define CL_VAL_TO_STRING(err) case err: return #err
+
+//
+//
+//
+
+#define CL_INVALID_GL_SHAREGROUP_REFERENCE_KHR -1000
+
+//
+//
+//
+
+char const *
+cl_get_error_string(cl_int const err)
+{
+ switch (err)
+ {
+ CL_VAL_TO_STRING(CL_SUCCESS);
+ CL_VAL_TO_STRING(CL_DEVICE_NOT_FOUND);
+ CL_VAL_TO_STRING(CL_DEVICE_NOT_AVAILABLE);
+ CL_VAL_TO_STRING(CL_COMPILER_NOT_AVAILABLE);
+ CL_VAL_TO_STRING(CL_MEM_OBJECT_ALLOCATION_FAILURE);
+ CL_VAL_TO_STRING(CL_OUT_OF_RESOURCES);
+ CL_VAL_TO_STRING(CL_OUT_OF_HOST_MEMORY);
+ CL_VAL_TO_STRING(CL_PROFILING_INFO_NOT_AVAILABLE);
+ CL_VAL_TO_STRING(CL_MEM_COPY_OVERLAP);
+ CL_VAL_TO_STRING(CL_IMAGE_FORMAT_MISMATCH);
+ CL_VAL_TO_STRING(CL_IMAGE_FORMAT_NOT_SUPPORTED);
+ CL_VAL_TO_STRING(CL_BUILD_PROGRAM_FAILURE);
+ CL_VAL_TO_STRING(CL_MAP_FAILURE);
+ CL_VAL_TO_STRING(CL_MISALIGNED_SUB_BUFFER_OFFSET);
+ CL_VAL_TO_STRING(CL_EXEC_STATUS_ERROR_FOR_EVENTS_IN_WAIT_LIST);
+ CL_VAL_TO_STRING(CL_COMPILE_PROGRAM_FAILURE);
+ CL_VAL_TO_STRING(CL_LINKER_NOT_AVAILABLE);
+ CL_VAL_TO_STRING(CL_LINK_PROGRAM_FAILURE);
+ CL_VAL_TO_STRING(CL_DEVICE_PARTITION_FAILED);
+ CL_VAL_TO_STRING(CL_KERNEL_ARG_INFO_NOT_AVAILABLE);
+ CL_VAL_TO_STRING(CL_INVALID_VALUE);
+ CL_VAL_TO_STRING(CL_INVALID_DEVICE_TYPE);
+ CL_VAL_TO_STRING(CL_INVALID_PLATFORM);
+ CL_VAL_TO_STRING(CL_INVALID_DEVICE);
+ CL_VAL_TO_STRING(CL_INVALID_CONTEXT);
+ CL_VAL_TO_STRING(CL_INVALID_QUEUE_PROPERTIES);
+ CL_VAL_TO_STRING(CL_INVALID_COMMAND_QUEUE);
+ CL_VAL_TO_STRING(CL_INVALID_HOST_PTR);
+ CL_VAL_TO_STRING(CL_INVALID_MEM_OBJECT);
+ CL_VAL_TO_STRING(CL_INVALID_IMAGE_FORMAT_DESCRIPTOR);
+ CL_VAL_TO_STRING(CL_INVALID_IMAGE_SIZE);
+ CL_VAL_TO_STRING(CL_INVALID_SAMPLER);
+ CL_VAL_TO_STRING(CL_INVALID_BINARY);
+ CL_VAL_TO_STRING(CL_INVALID_BUILD_OPTIONS);
+ CL_VAL_TO_STRING(CL_INVALID_PROGRAM);
+ CL_VAL_TO_STRING(CL_INVALID_PROGRAM_EXECUTABLE);
+ CL_VAL_TO_STRING(CL_INVALID_KERNEL_NAME);
+ CL_VAL_TO_STRING(CL_INVALID_KERNEL_DEFINITION);
+ CL_VAL_TO_STRING(CL_INVALID_KERNEL);
+ CL_VAL_TO_STRING(CL_INVALID_ARG_INDEX);
+ CL_VAL_TO_STRING(CL_INVALID_ARG_VALUE);
+ CL_VAL_TO_STRING(CL_INVALID_ARG_SIZE);
+ CL_VAL_TO_STRING(CL_INVALID_KERNEL_ARGS);
+ CL_VAL_TO_STRING(CL_INVALID_WORK_DIMENSION);
+ CL_VAL_TO_STRING(CL_INVALID_WORK_GROUP_SIZE);
+ CL_VAL_TO_STRING(CL_INVALID_WORK_ITEM_SIZE);
+ CL_VAL_TO_STRING(CL_INVALID_GLOBAL_OFFSET);
+ CL_VAL_TO_STRING(CL_INVALID_EVENT_WAIT_LIST);
+ CL_VAL_TO_STRING(CL_INVALID_EVENT);
+ CL_VAL_TO_STRING(CL_INVALID_OPERATION);
+ CL_VAL_TO_STRING(CL_INVALID_GL_OBJECT);
+ CL_VAL_TO_STRING(CL_INVALID_BUFFER_SIZE);
+ CL_VAL_TO_STRING(CL_INVALID_MIP_LEVEL);
+ CL_VAL_TO_STRING(CL_INVALID_GLOBAL_WORK_SIZE);
+ CL_VAL_TO_STRING(CL_INVALID_PROPERTY);
+ CL_VAL_TO_STRING(CL_INVALID_IMAGE_DESCRIPTOR);
+ CL_VAL_TO_STRING(CL_INVALID_COMPILER_OPTIONS);
+ CL_VAL_TO_STRING(CL_INVALID_LINKER_OPTIONS);
+ CL_VAL_TO_STRING(CL_INVALID_DEVICE_PARTITION_COUNT);
+ // CL_VAL_TO_STRING(CL_INVALID_PIPE_SIZE);
+ // CL_VAL_TO_STRING(CL_INVALID_DEVICE_QUEUE);
+
+ //
+ // Extensions:
+ //
+ // cl_khr_gl_sharing
+ //
+ CL_VAL_TO_STRING(CL_INVALID_GL_SHAREGROUP_REFERENCE_KHR);
+
+ //
+ //
+ //
+ default:
+ return "UNKNOWN ERROR CODE";
+ }
+}
+
+//
+//
+//
+
+cl_int
+assert_cl(cl_int const code, char const * const file, int const line, bool const abort)
+{
+ if (code != CL_SUCCESS)
+ {
+ char const * const cl_err_str = cl_get_error_string(code);
+
+ fprintf(stderr,
+ "\"%s\", line %d: cl_assert (%d) = \"%s\"",
+ file,line,code,cl_err_str);
+
+ if (abort)
+ {
+ // stop profiling and reset device here if necessary
+ exit(code);
+ }
+ }
+
+ return code;
+}
+
+//
+//
+//
+
+void
+cl_get_event_info(cl_event event,
+ cl_int * const status,
+ cl_command_type * const type)
+{
+ if (status != NULL) {
+ cl(GetEventInfo(event,
+ CL_EVENT_COMMAND_EXECUTION_STATUS,
+ sizeof(*status),
+ status,
+ NULL));
+ }
+
+ if (type != NULL) {
+ cl(GetEventInfo(event,
+ CL_EVENT_COMMAND_TYPE,
+ sizeof(*type),
+ type,
+ NULL));
+ }
+}
+
+
+char const *
+cl_get_event_command_status_string(cl_int const status)
+{
+ switch (status)
+ {
+ CL_VAL_TO_STRING(CL_QUEUED);
+ CL_VAL_TO_STRING(CL_SUBMITTED);
+ CL_VAL_TO_STRING(CL_RUNNING);
+ CL_VAL_TO_STRING(CL_COMPLETE);
+
+ default:
+ return "UNKNOWN COMMAND STATUS";
+ }
+}
+
+char const *
+cl_get_event_command_type_string(cl_command_type const type)
+{
+ switch (type)
+ {
+ CL_VAL_TO_STRING(CL_COMMAND_NDRANGE_KERNEL);
+ CL_VAL_TO_STRING(CL_COMMAND_TASK);
+ CL_VAL_TO_STRING(CL_COMMAND_NATIVE_KERNEL);
+ CL_VAL_TO_STRING(CL_COMMAND_READ_BUFFER);
+ CL_VAL_TO_STRING(CL_COMMAND_WRITE_BUFFER);
+ CL_VAL_TO_STRING(CL_COMMAND_COPY_BUFFER);
+ CL_VAL_TO_STRING(CL_COMMAND_READ_IMAGE);
+ CL_VAL_TO_STRING(CL_COMMAND_WRITE_IMAGE);
+ CL_VAL_TO_STRING(CL_COMMAND_COPY_IMAGE);
+ CL_VAL_TO_STRING(CL_COMMAND_COPY_BUFFER_TO_IMAGE);
+ CL_VAL_TO_STRING(CL_COMMAND_COPY_IMAGE_TO_BUFFER);
+ CL_VAL_TO_STRING(CL_COMMAND_MAP_BUFFER);
+ CL_VAL_TO_STRING(CL_COMMAND_MAP_IMAGE);
+ CL_VAL_TO_STRING(CL_COMMAND_UNMAP_MEM_OBJECT);
+ CL_VAL_TO_STRING(CL_COMMAND_MARKER);
+ CL_VAL_TO_STRING(CL_COMMAND_ACQUIRE_GL_OBJECTS);
+ CL_VAL_TO_STRING(CL_COMMAND_RELEASE_GL_OBJECTS);
+ CL_VAL_TO_STRING(CL_COMMAND_READ_BUFFER_RECT);
+ CL_VAL_TO_STRING(CL_COMMAND_WRITE_BUFFER_RECT);
+ CL_VAL_TO_STRING(CL_COMMAND_COPY_BUFFER_RECT);
+ CL_VAL_TO_STRING(CL_COMMAND_USER);
+ CL_VAL_TO_STRING(CL_COMMAND_BARRIER);
+ CL_VAL_TO_STRING(CL_COMMAND_MIGRATE_MEM_OBJECTS);
+ CL_VAL_TO_STRING(CL_COMMAND_FILL_BUFFER);
+ CL_VAL_TO_STRING(CL_COMMAND_FILL_IMAGE);
+ CL_VAL_TO_STRING(CL_COMMAND_GL_FENCE_SYNC_OBJECT_KHR);
+
+ default:
+ return "UNKNOWN EVENT COMMAND TYPE";
+ }
+}
diff --git a/src/compute/common/cl/assert_cl.h b/src/compute/common/cl/assert_cl.h
new file mode 100644
index 0000000..5481f38
--- /dev/null
+++ b/src/compute/common/cl/assert_cl.h
@@ -0,0 +1,56 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <CL/opencl.h>
+#include <stdbool.h>
+
+//
+//
+//
+
+char const *
+cl_get_error_string(cl_int const err);
+
+cl_int
+assert_cl(cl_int const code,
+ char const * const file,
+ int const line,
+ bool const abort);
+
+//
+//
+//
+
+#define cl(...) assert_cl((cl##__VA_ARGS__), __FILE__, __LINE__, true);
+#define cl_ok(err) assert_cl(err, __FILE__, __LINE__, true);
+
+//
+//
+//
+
+void
+cl_get_event_info(cl_event event,
+ cl_int * const status,
+ cl_command_type * const type);
+
+char const *
+cl_get_event_command_status_string(cl_int const status);
+
+char const *
+cl_get_event_command_type_string(cl_command_type const type);
+
+//
+//
+//
+
diff --git a/src/compute/common/cl/find_cl.c b/src/compute/common/cl/find_cl.c
new file mode 100644
index 0000000..613d2b9
--- /dev/null
+++ b/src/compute/common/cl/find_cl.c
@@ -0,0 +1,210 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <string.h>
+#include <stdio.h>
+#include <stdlib.h>
+
+//
+//
+//
+
+#include "find_cl.h"
+#include "assert_cl.h"
+#include "macros.h"
+
+//
+// search platforms and devices for a match
+//
+
+cl_int
+clFindIdsByName(char const * const target_platform_substring,
+ char const * const target_device_substring,
+ cl_platform_id * const platform_id,
+ cl_device_id * const device_id,
+ size_t const matched_device_name_size,
+ char * const matched_device_name,
+ size_t * const matched_device_name_size_ret,
+ bool const is_verbose)
+{
+ bool match_platform=false, match_device=false;
+
+ //
+ // get number of platforms
+ //
+ cl_uint platform_count;
+
+ cl(GetPlatformIDs(0,NULL,&platform_count));
+
+ cl_platform_id * const platform_ids = ALLOCA(sizeof(*platform_ids) * platform_count);
+
+ cl(GetPlatformIDs(platform_count,platform_ids,NULL));
+
+ //
+ // search platforms
+ //
+ for (cl_uint ii=0; ii<platform_count; ii++)
+ {
+ size_t platform_name_size;
+
+ cl(GetPlatformInfo(platform_ids[ii],
+ CL_PLATFORM_NAME,
+ 0,
+ NULL,
+ &platform_name_size));
+
+ char * const platform_name = ALLOCA(platform_name_size);
+
+ cl(GetPlatformInfo(platform_ids[ii],
+ CL_PLATFORM_NAME,
+ platform_name_size,
+ platform_name,
+ NULL));
+
+
+ if (!match_platform && (strstr(platform_name,target_platform_substring) != NULL))
+ {
+ match_platform = true;
+ *platform_id = platform_ids[ii];
+ }
+
+ if (is_verbose) {
+ fprintf(stdout,"%2u: %s\n",ii,platform_name);
+ }
+
+ //
+ // find devices for current platform
+ //
+ cl_uint device_count;
+ cl_int cl_err;
+
+ cl_err = clGetDeviceIDs(platform_ids[ii],
+ CL_DEVICE_TYPE_ALL,
+ 0,
+ NULL,
+ &device_count);
+
+ cl_device_id * const device_ids = ALLOCA(sizeof(*device_ids) * device_count);
+
+ cl_err = clGetDeviceIDs(platform_ids[ii],
+ CL_DEVICE_TYPE_ALL,
+ device_count,
+ device_ids,
+ NULL);
+
+ if (cl_err != CL_DEVICE_NOT_FOUND)
+ cl_ok(cl_err);
+
+ for (cl_uint jj=0; jj<device_count; jj++)
+ {
+ size_t device_name_size;
+ size_t driver_version_size;
+
+ cl(GetDeviceInfo(device_ids[jj],
+ CL_DEVICE_NAME,
+ 0,
+ NULL,
+ &device_name_size));
+
+ cl(GetDeviceInfo(device_ids[jj],
+ CL_DRIVER_VERSION,
+ 0,
+ NULL,
+ &driver_version_size));
+
+ char * const device_name = ALLOCA(device_name_size);
+ char * const driver_version = ALLOCA(driver_version_size);
+
+ cl(GetDeviceInfo(device_ids[jj],
+ CL_DEVICE_NAME,
+ device_name_size,
+ device_name,
+ NULL));
+
+ cl(GetDeviceInfo(device_ids[jj],
+ CL_DRIVER_VERSION,
+ driver_version_size,
+ driver_version,
+ NULL));
+
+ if (!match_device && match_platform && (strstr(device_name,target_device_substring) != NULL))
+ {
+ match_device = true;
+ *device_id = device_ids[jj];
+
+ if (matched_device_name != NULL)
+ {
+ size_t bytes = 0;
+
+ if (matched_device_name_size >= 1)
+ matched_device_name[matched_device_name_size-1] = 0;
+
+ if (matched_device_name_size > 1)
+ {
+ bytes = MIN_MACRO(device_name_size,matched_device_name_size-1);
+
+ memcpy(matched_device_name,device_name,bytes);
+ }
+
+ if (matched_device_name_size_ret != NULL)
+ *matched_device_name_size_ret = bytes;
+ }
+
+ if (is_verbose) {
+ fprintf(stdout," >>>");
+ }
+ }
+ else if (is_verbose)
+ {
+ fprintf(stdout," ");
+ }
+
+ if (is_verbose)
+ {
+ fprintf(stdout,
+ " %1u: %s [ %s ]\n",
+ jj,
+ device_name,
+ driver_version);
+ }
+ }
+ }
+
+ if (is_verbose) {
+ fprintf(stdout,"\n");
+ }
+
+ //
+ // get target platform and device
+ //
+ if (!match_platform)
+ {
+ if (is_verbose)
+ fprintf(stderr,"no match for target platform substring %s\n",target_platform_substring);
+
+ return CL_INVALID_PLATFORM;
+ }
+ if (!match_device)
+ {
+ if (is_verbose)
+ fprintf(stderr,"no match for target device substring %s\n",target_device_substring);
+
+ return CL_DEVICE_NOT_FOUND;
+ }
+
+ return CL_SUCCESS;
+}
+
+//
+//
+//
+
diff --git a/src/compute/common/cl/find_cl.h b/src/compute/common/cl/find_cl.h
new file mode 100644
index 0000000..5143e39
--- /dev/null
+++ b/src/compute/common/cl/find_cl.h
@@ -0,0 +1,35 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <CL/opencl.h>
+#include <stdbool.h>
+
+//
+//
+//
+
+cl_int
+clFindIdsByName(char const * const target_platform_substring,
+ char const * const target_device_substring,
+ cl_platform_id * const platform_id,
+ cl_device_id * const device_id,
+ size_t const matched_device_name_size,
+ char * const matched_device_name,
+ size_t * const matched_device_name_size_ret,
+ bool const is_verbose);
+
+//
+//
+//
+
diff --git a/src/compute/common/macros.h b/src/compute/common/macros.h
new file mode 100644
index 0000000..35f658f
--- /dev/null
+++ b/src/compute/common/macros.h
@@ -0,0 +1,44 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#define ARRAY_LENGTH(x) (sizeof(x)/sizeof(x[0]))
+
+//
+//
+//
+
+#define MAX_MACRO(a,b) (((a) > (b)) ? (a) : (b))
+#define MIN_MACRO(a,b) (((a) < (b)) ? (a) : (b))
+#define GTE_MACRO(a,b) ((a) >= (b))
+#define LT_MACRO(a,b) ((a) < (b))
+
+//
+//
+//
+
+#define BITS_TO_MASK(n) (((uint32_t)1<<(n))-1)
+#define BITS_TO_MASK_64(n) (((uint64_t)1<<(n))-1)
+
+#define BITS_TO_MASK_AT(n,b) (BITS_TO_MASK(n)<<(b))
+#define BITS_TO_MASK_AT_64(n,b) (BITS_TO_MASK_64(n)<<(b))
+
+//
+//
+//
+
+#define ALLOCA(n) _alloca(n)
+
+//
+//
+//
diff --git a/src/compute/common/util.c b/src/compute/common/util.c
new file mode 100644
index 0000000..6971012
--- /dev/null
+++ b/src/compute/common/util.c
@@ -0,0 +1,86 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+#include <intrin.h>
+
+//
+//
+//
+
+#include "util.h"
+
+//
+//
+//
+
+bool
+is_pow2_u32(uint32_t n)
+{
+ return (n & (n-1)) == 0;
+}
+
+//
+//
+//
+
+uint32_t
+pow2_ru_u32(uint32_t n)
+{
+ n--;
+ n |= n >> 1;
+ n |= n >> 2;
+ n |= n >> 4;
+ n |= n >> 8;
+ n |= n >> 16;
+ n++;
+
+ return n;
+}
+
+//
+//
+//
+
+uint32_t
+pow2_rd_u32(uint32_t n)
+{
+ return 1u << msb_idx_u32(n);
+}
+
+//
+// ASSUMES NON-ZERO
+//
+
+uint32_t
+msb_idx_u32(uint32_t n)
+{
+
+#ifdef _MSC_VER
+
+ uint32_t index;
+
+ _BitScanReverse(&index,n);
+
+ return index;
+
+#elif defined(__GNUC__)
+
+#error "BUSTED msb_index()"
+ return 31 - __builtin_clz(mask);
+
+#else
+
+#error "No msb_index()"
+
+#endif
+
+}
+
+//
+//
+//
diff --git a/src/compute/common/util.h b/src/compute/common/util.h
new file mode 100644
index 0000000..7d5a7b4
--- /dev/null
+++ b/src/compute/common/util.h
@@ -0,0 +1,31 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <stdint.h>
+#include <stdbool.h>
+
+//
+//
+//
+
+bool is_pow2_u32(uint32_t n);
+uint32_t pow2_ru_u32(uint32_t n);
+uint32_t pow2_rd_u32(uint32_t n);
+uint32_t msb_idx_u32(uint32_t n); // 0-based bit position
+
+//
+//
+//
+
+
diff --git a/src/compute/hs/cl/bench/main.c b/src/compute/hs/cl/bench/main.c
new file mode 100644
index 0000000..3b9ef6e
--- /dev/null
+++ b/src/compute/hs/cl/bench/main.c
@@ -0,0 +1,678 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdio.h>
+#include <string.h>
+#include <time.h>
+
+//
+// CPU bench
+//
+
+#ifdef _MSC_VER
+#include <windows.h>
+#else
+#include <sys/time.h>
+#endif
+
+//
+// squelch OpenCL 1.2 deprecation warning
+//
+
+#ifndef CL_USE_DEPRECATED_OPENCL_1_2_APIS
+#define CL_USE_DEPRECATED_OPENCL_1_2_APIS
+#endif
+
+#include "macros.h"
+#include "assert_cl.h"
+#include "find_cl.h"
+#include "hs_cl_launcher.h"
+
+//
+// The quality of the RNG doesn't matter. The same number of
+// instructions will be run no matter what the key distribution looks
+// like. So here is something small and fast.
+//
+
+static
+uint32_t
+hs_rand_u32()
+{
+ static uint32_t seed = 0xDEADBEEF;
+
+ // Numerical Recipes
+ seed = seed * 1664525 + 1013904223;
+
+ return seed;
+}
+
+//
+//
+//
+
+static
+void
+hs_fill_rand(uint32_t * vin_h, uint32_t const count, uint32_t const words)
+{
+#if 1
+ for (uint32_t ii=0; ii<count*words; ii++)
+ vin_h[ii] = hs_rand_u32();
+#elif 0 // in-order
+ memset(vin_h,0,count*words*sizeof(uint32_t));
+ for (uint32_t ii=0; ii<count; ii++)
+ vin_h[ii*words] = ii;
+#else // reverse order
+ memset(vin_h,0,count*words*sizeof(uint32_t));
+ for (uint32_t ii=0; ii<count; ii++)
+ vin_h[ii*words] = count - 1 - ii;
+#endif
+}
+
+//
+//
+//
+
+char const * hs_cpu_sort_u32(uint32_t * a, uint32_t const count);
+char const * hs_cpu_sort_u64(uint64_t * a, uint32_t const count);
+
+//
+//
+//
+
+static
+char const *
+hs_cpu_sort(void * sorted_h,
+ uint32_t const count,
+ struct hs_info const * const info,
+ double * const cpu_ns)
+{
+ char const * algo;
+
+ LARGE_INTEGER t0,t1,freq;
+
+ QueryPerformanceCounter(&t0);
+
+ if (info->words == 1)
+ algo = hs_cpu_sort_u32(sorted_h,count);
+ else
+ algo = hs_cpu_sort_u64(sorted_h,count);
+
+ QueryPerformanceCounter(&t1);
+ QueryPerformanceFrequency(&freq);
+
+ // nanoseconds
+ *cpu_ns = (double)((t1.QuadPart - t0.QuadPart) * 1000 * 1000 * 1000) / (double)freq.QuadPart;
+
+ return algo;
+}
+
+static
+bool
+hs_verify_linear(void * sorted_h, void * vout_h, const uint32_t count, struct hs_info const * const info)
+{
+ return memcmp(sorted_h, vout_h, sizeof(uint32_t) * info->words * count) == 0;
+}
+
+static
+void
+hs_transpose_slabs_u32(uint32_t * vout_h, const uint32_t count, struct hs_info const * const info)
+{
+ uint32_t const slab_keys = info->keys * info->lanes;
+ size_t const slab_size = sizeof(uint32_t) * info->words * slab_keys;
+ uint32_t * const slab = _alloca(slab_size);
+ uint32_t slab_count = count / slab_keys;
+
+ while (slab_count-- > 0)
+ {
+ memcpy(slab,vout_h,slab_size);
+
+ for (uint32_t row=0; row<info->keys; row++)
+ for (uint32_t col=0; col<info->lanes; col++)
+ vout_h[col * info->keys + row] = slab[row * info->lanes + col];
+
+ vout_h += slab_keys;
+ }
+}
+
+static
+void
+hs_transpose_slabs_u64(uint64_t * vout_h, const uint32_t count, struct hs_info const * const info)
+{
+ uint32_t const slab_keys = info->keys * info->lanes;
+ size_t const slab_size = sizeof(uint32_t) * info->words * slab_keys;
+ uint64_t * const slab = _alloca(slab_size);
+ uint32_t slab_count = count / slab_keys;
+
+ while (slab_count-- > 0)
+ {
+ memcpy(slab,vout_h,slab_size);
+
+ for (uint32_t row=0; row<info->keys; row++)
+ for (uint32_t col=0; col<info->lanes; col++)
+ vout_h[col * info->keys + row] = slab[row * info->lanes + col];
+
+ vout_h += slab_keys;
+ }
+}
+
+static
+void
+hs_transpose_slabs(void * vout_h, const uint32_t count, struct hs_info const * const info)
+{
+ if (info->words == 1)
+ hs_transpose_slabs_u32(vout_h,count,info);
+ else
+ hs_transpose_slabs_u64(vout_h,count,info);
+}
+
+//
+//
+//
+
+static
+void
+hs_debug_u32(
+ uint32_t const * vout_h,
+ uint32_t const count,
+ struct hs_info const * const info)
+{
+ uint32_t const slab = info->keys * info->lanes;
+ uint32_t const slabs = (count + slab - 1) / slab;
+
+ for (uint32_t ss=0; ss<slabs; ss++) {
+ fprintf(stderr,"%u\n",ss);
+ for (uint32_t cc=0; cc<info->keys; cc++) {
+ for (uint32_t rr=0; rr<info->lanes; rr++)
+ fprintf(stderr,"%8X ",*vout_h++);
+ fprintf(stderr,"\n");
+ }
+ }
+}
+
+static
+void
+hs_debug_u64(uint64_t const * vout_h,
+ uint32_t const count,
+ struct hs_info const * const info)
+{
+ uint32_t const slab = info->keys * info->lanes;
+ uint32_t const slabs = (count + slab - 1) / slab;
+
+ for (uint32_t ss=0; ss<slabs; ss++) {
+ fprintf(stderr,"%u\n",ss);
+ for (uint32_t cc=0; cc<info->keys; cc++) {
+ for (uint32_t rr=0; rr<info->lanes; rr++)
+ fprintf(stderr,"%16llX ",*vout_h++);
+ fprintf(stderr,"\n");
+ }
+ }
+}
+
+//
+// Used for benchmarking on out-of-order queues. Attaching an event
+// to a kernel on an OOQ with profiling enabled will result in a
+// synchronization point and block concurrent execution of kernels.
+//
+// The workaround that enables measuring the entire runtime of the
+// sort is to launch a dummy kernel with an event, a barrier without
+// an event, then the call to hs_sort(), followed by a final dummy
+// kernel with an event.
+//
+// The end time of the first dummy and start time of the second dummy
+// will provide a conservative estimate of the total execution time of
+// the hs_sort() routine.
+//
+// Note that once kernels are enqueued they are scheduled with only
+// microseconds between them so this should only be a small number of
+// microseconds longer than the true hs_sort() execution time.
+//
+
+#define HS_DUMMY_KERNEL_PROGRAM "kernel void hs_dummy_kernel() { ; }"
+
+static cl_kernel hs_dummy_kernel;
+
+static
+void
+hs_dummy_kernel_create(cl_context context, cl_device_id device_id)
+{
+ cl_int err;
+
+ char const * strings[] = { HS_DUMMY_KERNEL_PROGRAM };
+ size_t const strings_sizeof[] = { sizeof(HS_DUMMY_KERNEL_PROGRAM) + 1 };
+
+ cl_program program = clCreateProgramWithSource(context,
+ 1,
+ strings,
+ strings_sizeof,
+ &err); cl_ok(err);
+ cl(BuildProgram(program,
+ 1,
+ &device_id,
+ NULL,
+ NULL,
+ NULL));
+
+ hs_dummy_kernel = clCreateKernel(program,"hs_dummy_kernel",&err); cl_ok(err);
+
+ cl(ReleaseProgram(program));
+}
+
+static
+void
+hs_dummy_kernel_release()
+{
+ cl(ReleaseKernel(hs_dummy_kernel));
+}
+
+static
+void
+hs_dummy_kernel_enqueue(cl_command_queue cq, cl_event * const event)
+{
+ size_t const global_work_size = 1;
+
+ cl(EnqueueNDRangeKernel(cq,
+ hs_dummy_kernel,
+ 1,
+ NULL,
+ &global_work_size,
+ NULL,
+ 0,
+ NULL,
+ event));
+}
+
+//
+//
+//
+
+static
+void
+hs_bench(cl_context context,
+ cl_command_queue cq,
+ char const * const device_name,
+ struct hs_info const * const info,
+ uint32_t const count_lo,
+ uint32_t const count_hi,
+ uint32_t const count_step,
+ uint32_t const loops,
+ uint32_t const warmup,
+ bool const linearize)
+{
+ //
+ // return if nothing to do
+ //
+ if (count_hi <= 1)
+ return;
+
+ //
+ // size the arrays
+ //
+ uint32_t count_hi_padded_in, count_hi_padded_out;
+
+ hs_pad(count_hi,&count_hi_padded_in,&count_hi_padded_out);
+
+ //
+ // SIZE
+ //
+ size_t const key_size = sizeof(uint32_t) * info->words;
+
+ size_t const size_hi = count_hi * key_size;
+ size_t const size_hi_in = count_hi_padded_in * key_size;
+ size_t const size_hi_out = count_hi_padded_out * key_size;
+
+ //
+ // ALLOCATE
+ //
+ cl_int cl_err;
+
+ void * sorted_h = malloc(size_hi_in);
+
+ cl_mem random = clCreateBuffer(context,
+ CL_MEM_READ_ONLY | CL_MEM_ALLOC_HOST_PTR,
+ size_hi_in,
+ NULL,&cl_err); cl_ok(cl_err);
+
+ cl_mem vin = clCreateBuffer(context,
+ CL_MEM_READ_WRITE | CL_MEM_ALLOC_HOST_PTR,
+ size_hi_in,
+ NULL,&cl_err); cl_ok(cl_err);
+
+ cl_mem vout = clCreateBuffer(context,
+ CL_MEM_READ_WRITE | CL_MEM_ALLOC_HOST_PTR,
+ size_hi_out,
+ NULL,&cl_err); cl_ok(cl_err);
+ //
+ // BLOCKING MAP AND INIT KEYS
+ //
+ {
+ void * random_h = clEnqueueMapBuffer(cq,
+ random,
+ CL_TRUE,
+ CL_MAP_WRITE_INVALIDATE_REGION,
+ 0,size_hi_in,
+ 0,NULL,NULL,
+ &cl_err); cl_ok(cl_err);
+
+ // fill with random numbers
+ hs_fill_rand(random_h,count_hi,info->words);
+
+ //
+ // UNMAP
+ //
+ cl(EnqueueUnmapMemObject(cq,random,random_h,0,NULL,NULL));
+ }
+
+ //
+ // BENCHMARK
+ //
+ for (uint32_t count=count_lo; count<=count_hi; count+=count_step)
+ {
+ // compute padding before sorting
+ uint32_t count_padded_in, count_padded_out;
+
+ hs_pad(count,&count_padded_in,&count_padded_out);
+
+ cl_ulong elapsed_ns_min = ULONG_MAX;
+ cl_ulong elapsed_ns_max = 0;
+ cl_ulong elapsed_ns_sum = 0;
+
+#if 1
+ cl(EnqueueCopyBuffer(cq,random,vin,0,0,count * key_size,0,NULL,NULL));
+ cl(Finish(cq));
+#endif
+
+ for (uint32_t ii=0; ii<warmup+loops; ii++)
+ {
+ if (ii == warmup)
+ {
+ elapsed_ns_min = ULONG_MAX;
+ elapsed_ns_max = 0;
+ elapsed_ns_sum = 0;
+ }
+
+ //
+ // initialize vin on every loop -- shouldn't need to do this
+ //
+#if 0
+ cl(EnqueueCopyBuffer(cq,random,vin,0,0,count * key_size,0,NULL,NULL));
+ cl(Finish(cq));
+#endif
+
+ //
+ // sort vin
+ //
+ cl_event start, end;
+
+ hs_dummy_kernel_enqueue(cq,&start);
+
+ cl(EnqueueBarrierWithWaitList(cq,0,NULL,NULL));
+
+ // note hs_sort enqueues a final barrier
+ hs_sort(cq,
+ vin,vout,
+ count,
+ count_padded_in,
+ count_padded_out,
+ linearize);
+
+ hs_dummy_kernel_enqueue(cq,&end);
+
+ cl(Finish(cq));
+
+ //
+ // measure duration
+ //
+ cl_ulong t_start=0, t_end=0;
+
+ // start
+ cl(GetEventProfilingInfo(start,
+ CL_PROFILING_COMMAND_END,
+ sizeof(cl_ulong),
+ &t_start,
+ NULL));
+ cl(ReleaseEvent(start));
+
+ // end
+ cl(GetEventProfilingInfo(end,
+ CL_PROFILING_COMMAND_START,
+ sizeof(cl_ulong),
+ &t_end,
+ NULL));
+ cl(ReleaseEvent(end));
+
+ cl_ulong const t = t_end - t_start;
+
+ elapsed_ns_min = MIN_MACRO(elapsed_ns_min,t);
+ elapsed_ns_max = MAX_MACRO(elapsed_ns_max,t);
+ elapsed_ns_sum += t;
+ }
+
+ //
+ // COPY KEYS BACK FOR VERIFICATION
+ //
+ size_t const size_padded_in = count_padded_in * key_size;
+
+ void * vin_h = clEnqueueMapBuffer(cq,
+ vin,
+ CL_FALSE,
+ CL_MAP_READ,
+ 0,size_padded_in,
+ 0,NULL,NULL,
+ &cl_err); cl_ok(cl_err);
+
+ void * vout_h = clEnqueueMapBuffer(cq,
+ vout,
+ CL_FALSE,
+ CL_MAP_READ,
+ 0,size_padded_in,
+ 0,NULL,NULL,
+ &cl_err); cl_ok(cl_err);
+ cl(Finish(cq));
+
+ //
+ // SORT THE UNTOUCHED RANDOM INPUT
+ //
+ memcpy(sorted_h,vin_h,size_padded_in);
+
+ double cpu_ns;
+
+ char const * const algo = hs_cpu_sort(sorted_h,count_padded_in,info,&cpu_ns);
+
+ //
+ // EXPLICITLY TRANSPOSE THE CPU SORTED SLABS IF NOT LINEARIZING
+ //
+ if (!linearize) {
+ hs_transpose_slabs(vout_h,count_padded_in,info);
+ }
+
+ //
+ // VERIFY
+ //
+ bool const verified = hs_verify_linear(sorted_h,vout_h,count_padded_in,info);
+
+#ifndef NDEBUG
+ if (!verified)
+ {
+ if (info->words == 1)
+ hs_debug_u32(vout_h,count,info);
+ else // ulong
+ hs_debug_u64(vout_h,count,info);
+ }
+#endif
+
+ cl(EnqueueUnmapMemObject(cq,vin, vin_h, 0,NULL,NULL));
+ cl(EnqueueUnmapMemObject(cq,vout,vout_h,0,NULL,NULL));
+
+ cl(Finish(cq));
+
+ //
+ // REPORT
+ //
+ fprintf(stdout,"%s, %s, %s, %s, %8u, %8u, %8u, CPU, %s, %9.2f, %6.2f, GPU, %9u, %7.3f, %7.3f, %7.3f, %6.2f, %6.2f\n",
+ device_name,
+ (info->words == 1) ? "uint" : "ulong",
+ linearize ? "linear" : "slab",
+ verified ? " OK " : "*FAIL*",
+ count,
+ count_padded_in,
+ count_padded_out,
+ // CPU
+ algo,
+ cpu_ns / 1000000.0, // milliseconds
+ 1000.0 * count / cpu_ns, // mkeys / sec
+ // GPU
+ loops,
+ elapsed_ns_sum / 1000000.0 / loops, // avg msecs
+ elapsed_ns_min / 1000000.0, // min msecs
+ elapsed_ns_max / 1000000.0, // max msecs
+ 1000.0 * count * loops / elapsed_ns_sum, // mkeys / sec - avg
+ 1000.0 * count / elapsed_ns_min); // mkeys / sec - max
+
+ // quit early if not verified
+ if (!verified)
+ break;
+ }
+
+ //
+ // dispose
+ //
+ cl(ReleaseMemObject(vout));
+ cl(ReleaseMemObject(vin));
+ cl(ReleaseMemObject(random));
+ free(sorted_h);
+}
+
+//
+//
+//
+
+int
+main(int argc, char** argv)
+{
+ char const * const target_platform_substring = "Intel";
+ char const * const target_device_substring = "Graphics";
+
+ //
+ // find platform and device ids
+ //
+ cl_platform_id platform_id;
+ cl_device_id device_id;
+
+#define HS_DEVICE_NAME_SIZE 64
+
+ char device_name[HS_DEVICE_NAME_SIZE];
+ size_t device_name_size;
+
+ cl(FindIdsByName(target_platform_substring,
+ target_device_substring,
+ &platform_id,
+ &device_id,
+ HS_DEVICE_NAME_SIZE,
+ device_name,
+ &device_name_size,
+ true));
+ //
+ // create context
+ //
+ cl_context_properties context_properties[] =
+ {
+ CL_CONTEXT_PLATFORM, (cl_context_properties)platform_id,
+ 0
+ };
+
+ cl_int cl_err;
+ cl_context context = clCreateContext(context_properties,
+ 1,
+ &device_id,
+ NULL,
+ NULL,
+ &cl_err);
+ cl_ok(cl_err);
+
+ //
+ // create command queue
+ //
+ cl_command_queue_properties const props = CL_QUEUE_OUT_OF_ORDER_EXEC_MODE_ENABLE | CL_QUEUE_PROFILING_ENABLE;
+
+#if 0 // OPENCL 2.0
+ cl_queue_properties queue_properties[] =
+ {
+ CL_QUEUE_PROPERTIES, (cl_queue_properties)props,
+ 0
+ };
+
+ cl_command_queue cq = clCreateCommandQueueWithProperties(context,
+ device_id,
+ queue_properties,
+ &cl_err); cl_ok(cl_err);
+#else // OPENCL 1.2
+ cl_command_queue cq = clCreateCommandQueue(context,
+ device_id,
+ props,
+ &cl_err); cl_ok(cl_err);
+#endif
+
+ //
+ // create kernels
+ //
+ fprintf(stdout,"Creating... ");
+
+ struct hs_info info;
+
+ hs_create(context,device_id,&info);
+
+ fprintf(stdout,"done.\n");
+
+ //
+ // create dummy kernel for profiling
+ //
+ hs_dummy_kernel_create(context,device_id);
+
+ //
+ //
+ //
+#ifdef NDEBUG
+#define HS_BENCH_LOOPS 50
+#define HS_BENCH_WARMUP 10
+#else
+#define HS_BENCH_LOOPS 1
+#define HS_BENCH_WARMUP 0
+#endif
+
+ //
+ // sort sizes and loops
+ //
+ uint32_t const kpb = info.keys * info.lanes;
+
+ uint32_t const count_lo = (argc <= 1) ? kpb : strtoul(argv[1],NULL,0);
+ uint32_t const count_hi = (argc <= 2) ? count_lo : strtoul(argv[2],NULL,0);
+ uint32_t const count_step = (argc <= 3) ? count_lo : strtoul(argv[3],NULL,0);
+ uint32_t const loops = (argc <= 4) ? HS_BENCH_LOOPS : strtoul(argv[4],NULL,0);
+ uint32_t const warmup = (argc <= 5) ? HS_BENCH_WARMUP : strtoul(argv[5],NULL,0);
+ bool const linearize = (argc <= 6) ? true : strtoul(argv[6],NULL,0);
+
+ //
+ // benchmark
+ //
+ hs_bench(context,cq,device_name,&info,count_lo,count_hi,count_step,loops,warmup,linearize);
+
+ //
+ // release everything
+ //
+ hs_dummy_kernel_release();
+ hs_release();
+
+ cl(ReleaseCommandQueue(cq));
+ cl(ReleaseContext(context));
+
+ return 0;
+}
diff --git a/src/compute/hs/cl/bench/sort.cpp b/src/compute/hs/cl/bench/sort.cpp
new file mode 100644
index 0000000..861c498
--- /dev/null
+++ b/src/compute/hs/cl/bench/sort.cpp
@@ -0,0 +1,104 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// Sort 1m 64-bit keys:
+//
+// std::sort(std::execution::par_unseq)() : 23 msecs
+// std::sort() : 88 msecs
+// qsort() : 166 msecs
+//
+
+#define HS_USE_PARALLEL_SORT
+// #define HS_USE_STD_SORT
+// #define HS_USE_QSORT
+
+//
+//
+//
+
+#if defined ( HS_USE_PARALLEL_SORT )
+#include <execution>
+#elif defined ( HS_USE_STD_SORT )
+#include <algorithm>
+#elif defined ( HS_USE_QSORT )
+#include <stdlib.h>
+#include <stdint.h>
+#endif
+
+//
+// qsort comparators
+//
+
+#if defined ( HS_USE_QSORT )
+
+static
+int
+hs_qsort_compare_u32(void const * a, void const * b)
+{
+ if (*(uint32_t*)a == *(uint32_t*)b)
+ return 0;
+ else if (*(uint32_t*)a < *(uint32_t*)b)
+ return -1;
+ else
+ return 1;
+}
+
+static
+int
+hs_qsort_compare_u64(void const * a, void const * b)
+{
+ if (*(uint64_t*)a == *(uint64_t*)b)
+ return 0;
+ else if (*(uint64_t*)a < *(uint64_t*)b)
+ return -1;
+ else
+ return 1;
+}
+
+#endif
+
+//
+//
+//
+
+extern "C"
+char const *
+hs_cpu_sort_u32(uint32_t * a, uint32_t const count)
+{
+#if defined ( HS_USE_PARALLEL_SORT )
+ std::sort(std::execution::par_unseq,a,a+count);
+ return "std::sort(std::execution::par_unseq)()";
+#elif defined ( HS_USE_STD_SORT )
+ std::sort(a,a+count);
+ return "std:sort()";
+#elif defined ( HS_USE_QSORT )
+ qsort(a,count,sizeof(*a),hs_qsort_compare_u32);
+ return "qsort()";
+#endif
+}
+
+extern "C"
+char const *
+hs_cpu_sort_u64(uint64_t * a, uint32_t const count)
+{
+#if defined ( HS_USE_PARALLEL_SORT )
+ std::sort(std::execution::par_unseq,a,a+count);
+ return "std::sort(std::execution::par_unseq)()";
+#elif defined ( HS_USE_STD_SORT )
+ std::sort(a,a+count);
+ return "std::sort()";
+#elif defined ( HS_USE_QSORT )
+ qsort(a,count,sizeof(*a),hs_qsort_compare_u64);
+ return "qsort()";
+#endif
+}
+
+//
+//
+//
diff --git a/src/compute/hs/cl/gen9/make_all.bat b/src/compute/hs/cl/gen9/make_all.bat
new file mode 100644
index 0000000..fac82b4
--- /dev/null
+++ b/src/compute/hs/cl/gen9/make_all.bat
@@ -0,0 +1,16 @@
+@ECHO OFF
+
+SET HS_GEN=..\..\..\..\spinel\bin\x64\Debug\hs_gen
+
+REM --- 32-bit keys ---
+
+REM CMD /C %HS_GEN% -a 2 -t 1 -w 8 -r 24 -s 32768 -S 65536 -b 28 -B 56 -m 1 -M 1 -f 1 -F 1 -c 1 -C 1 -z
+REM CMD /C %HS_GEN% -a 2 -t 1 -w 8 -r 32 -s 21504 -S 65536 -b 16 -B 48 -m 1 -M 1 -f 1 -F 1 -c 1 -C 1 -z
+REM CMD /C %HS_GEN% -a 2 -t 1 -w 8 -r 32 -s 8192 -S 65536 -b 8 -B 56 -m 1 -M 1 -f 0 -F 0 -c 0 -C 0 -z
+
+REM --- 64-bit keys
+
+CMD /C %HS_GEN% -a 2 -t 2 -w 8 -r 16 -s 21504 -S 65536 -b 16 -B 48 -m 1 -M 1 -f 1 -F 1 -c 1 -C 1 -z
+REM CMD /C %HS_GEN% -a 2 -t 2 -w 8 -r 16 -s 32768 -S 65536 -b 28 -B 56 -m 1 -M 1 -f 0 -F 0 -c 0 -C 0 -z
+
+CMD /C make_inl_cl.bat hs_cl.cl
diff --git a/src/compute/hs/cl/gen9/make_inl_cl.bat b/src/compute/hs/cl/gen9/make_inl_cl.bat
new file mode 100644
index 0000000..76cb6e5
--- /dev/null
+++ b/src/compute/hs/cl/gen9/make_inl_cl.bat
@@ -0,0 +1,78 @@
+
+@ECHO OFF
+
+::
+::
+::
+
+SET OPENCL_STD=-cl-std=CL1.2
+SET OPENCL_PRE=__OPENCL_C_VERSION__=120
+
+:: SET OPENCL_STD=-cl-std=CL2.0
+:: SET OPENCL_PRE=__OPENCL_C_VERSION__=200
+
+::
+::
+::
+
+SET IOC=ioc64
+
+::
+::
+::
+
+SET IOC_IR_OPTS_OPT=%OPENCL_STD% -cl-single-precision-constant -cl-denorms-are-zero -cl-mad-enable -cl-no-signed-zeros -cl-fast-relaxed-math -cl-kernel-arg-info
+
+SET IOC_IR_OPTS_DBG=%OPENCL_STD% -cl-kernel-arg-info -g
+
+SET IOC_IR_OPTS=%IOC_IR_OPTS_OPT%
+
+::
+::
+::
+
+SET PRE_DIR=%~p1
+
+CD %PRE_DIR%
+
+SET PRE_CL=%~n1
+SET PRE_CL=%PRE_CL%.pre.cl
+
+SET PRE_SRC_INL=%~n1
+SET PRE_SRC_INL=%PRE_SRC_INL%.pre.src.inl
+
+SET PRE_BIN_IR=%~n1
+SET PRE_BIN_IR=%PRE_BIN_IR%.pre.ir
+
+SET PRE_BIN_INL=%~n1
+SET PRE_BIN_INL=%PRE_BIN_INL%.pre.bin.inl
+
+::
+:: *.pre.cl
+:: *.pre.src.inl
+::
+
+CMD /C clang-format -style=Mozilla -i %1
+CMD /C cl -I . -I "%INTELOCLSDKROOT%\include" -D %OPENCL_PRE% -EP %1 -P -Fi"%PRE_CL%"
+CMD /C clang-format -style=Mozilla -i %PRE_CL%
+CMD /C dos2unix -q %PRE_CL%
+CMD /C xxd -i %PRE_CL% %PRE_SRC_INL%
+
+echo %PRE_CL%
+echo %PRE_SRC_INL%
+
+::
+:: *.pre.cl
+:: *.pre.src.inl
+::
+
+CMD /C touch %PRE_BIN_IR%
+ECHO ON
+@CMD /C %IOC% -cmd=build -bo="%IOC_IR_OPTS%" -device=gpu -input=%PRE_CL% -ir=%PRE_BIN_IR%
+@ECHO OFF
+CMD /C xxd -i %PRE_BIN_IR% %PRE_BIN_INL%
+
+echo %PRE_BIN_IR%
+echo %PRE_BIN_INL%
+
+
diff --git a/src/compute/hs/cl/hs_cl_launcher.c b/src/compute/hs/cl/hs_cl_launcher.c
new file mode 100644
index 0000000..b0b9e40
--- /dev/null
+++ b/src/compute/hs/cl/hs_cl_launcher.c
@@ -0,0 +1,1141 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdlib.h>
+
+//
+//
+//
+
+#include "hs_cl_launcher.h"
+#include "assert_cl.h"
+#include "macros.h"
+#include "util.h"
+
+//
+//
+//
+
+typedef uint32_t uint;
+typedef uint64_t ulong;
+
+//
+//
+//
+
+#include "hs_cl.h"
+
+//
+//
+//
+
+#if 0 // #ifndef NDEBUG
+#define HS_KERNEL_SOURCE
+#else
+#define HS_KERNEL_BINARY
+#endif
+
+//
+// #define HS_KERNEL_SPIRV
+//
+
+//
+//
+//
+
+#ifdef NDEBUG
+
+#define HS_LAUNCH_TRACE(k,g,l)
+
+#else
+
+#include <stdio.h>
+
+#define HS_KERNEL_NAME_MAX 20
+
+static
+void
+hs_launch_trace(cl_kernel kernel,
+ size_t const global_work_size,
+ size_t const local_work_size)
+{
+ if (kernel == NULL)
+ return;
+
+ char name[HS_KERNEL_NAME_MAX];
+
+ cl(GetKernelInfo(kernel,CL_KERNEL_FUNCTION_NAME,HS_KERNEL_NAME_MAX,name,NULL));
+
+ fprintf(stderr,"%-19s ( %6zu, %4zu )\n",name,global_work_size,local_work_size);
+}
+
+#define HS_LAUNCH_TRACE(k,g,l) hs_launch_trace(k,g,l)
+
+#endif
+
+//
+//
+//
+
+#ifdef NDEBUG
+
+#define HS_EVENT_NEXT() NULL
+#define HS_EVENT_PROFILE(cq)
+
+#else
+
+#define HS_EVENTS_MAX 128
+
+static cl_event events[HS_EVENTS_MAX];
+static uint32_t events_count;
+
+static
+cl_event *
+hs_event_next()
+{
+ if (events_count + 1 >= HS_EVENTS_MAX) // no events can be recorded?
+ {
+ return NULL;
+ }
+ else // return next event slot
+ {
+ return events + events_count++;
+ }
+}
+
+static
+void
+hs_event_profile(cl_command_queue cq)
+{
+ cl(Finish(cq));
+
+ cl_command_queue_properties props;
+
+ cl(GetCommandQueueInfo(cq,
+ CL_QUEUE_PROPERTIES,
+ sizeof(props),
+ &props,
+ NULL));
+
+ cl_ulong t_min=UINT64_MAX, t_max=0;
+
+ for (uint32_t ee=0; ee<events_count; ee++)
+ {
+ cl_event event = events[ee];
+
+ //
+ // profiling
+ //
+ cl_ulong t_start=0, t_end=0;
+
+ if (props & CL_QUEUE_PROFILING_ENABLE)
+ {
+ // start
+ cl(GetEventProfilingInfo(event,
+ CL_PROFILING_COMMAND_START,
+ sizeof(cl_ulong),
+ &t_start,
+ NULL));
+ // end
+ cl(GetEventProfilingInfo(event,
+ CL_PROFILING_COMMAND_END,
+ sizeof(cl_ulong),
+ &t_end,
+ NULL));
+
+ t_min = MIN_MACRO(t_min,t_start);
+ t_max = MAX_MACRO(t_max,t_end);
+ }
+
+ //
+ // status
+ //
+ cl_int status;
+ cl_command_type type;
+
+ cl_get_event_info(event,&status,&type);
+
+ fprintf(stdout,"%-3u, %-13s, %-28s, %20llu, %20llu, %20llu, %20llu\n",
+ ee,
+ cl_get_event_command_status_string(status),
+ cl_get_event_command_type_string(type),
+ t_start,t_end,t_end-t_start,t_max-t_min);
+
+ // release
+ cl(ReleaseEvent(event));
+ }
+}
+
+#define HS_EVENT_NEXT() hs_event_next()
+#define HS_EVENT_PROFILE(cq) hs_event_profile(cq);
+
+#endif
+
+//
+//
+//
+
+struct hs_state
+{
+ cl_mem vin;
+ cl_mem vout;
+
+ // bx.ru is number of rounded up warps in vin
+ struct {
+ uint32_t ru;
+ } bx;
+
+ // these values change on each iteration
+ union {
+ struct {
+ uint32_t full;
+ uint32_t frac;
+ } bs; // warps
+ struct {
+ uint32_t full;
+ uint32_t na;
+ } bc; // warps
+ struct {
+ uint32_t full;
+ uint32_t frac;
+ } fm; // rows
+ };
+};
+
+//
+//
+//
+
+#define HS_THREADS_PER_BLOCK (HS_BS_WARPS * HS_LANES_PER_WARP)
+#define HS_KEYS_PER_WARP (HS_KEYS_PER_LANE * HS_LANES_PER_WARP)
+
+#define HS_BS_KEYS_PER_BLOCK (HS_KEYS_PER_WARP * HS_BS_WARPS)
+#define HS_BS_BLOCK_SIZE (HS_BS_KEYS_PER_BLOCK * sizeof(HS_KEY_TYPE))
+
+#define HS_BC_KEYS_PER_BLOCK (HS_KEYS_PER_WARP << HS_BC_WARPS_LOG2_MAX)
+#define HS_BC_BLOCK_SIZE (HS_BC_KEYS_PER_BLOCK * sizeof(HS_KEY_TYPE))
+
+//
+//
+//
+
+#if defined( HS_KERNEL_SOURCE )
+
+#include "hs_cl.pre.src.inl"
+
+#elif defined( HS_KERNEL_BINARY )
+
+#include "hs_cl.pre.bin.inl"
+
+#elif defined( HS_KERNEL_SPIRV )
+
+#include "hs_cl.pre.spv.inl"
+
+#endif
+
+//
+//
+//
+
+struct hs_transpose_kernel
+{
+ cl_kernel kernel;
+ char const * name;
+};
+
+#define HS_TRANSPOSE_KERNEL_DECLARE(n) { .name = #n }
+
+static struct hs_transpose_kernel transpose_kernels[] =
+ {
+ HS_TRANSPOSE_KERNEL_DECLARE(hs_kernel_transpose)
+ };
+
+//
+//
+//
+
+struct hs_bs_kernel
+{
+ cl_kernel kernel;
+ char const * name;
+};
+
+#define HS_BS_KERNEL_DECLARE(n) { .name = #n }
+
+static struct hs_bs_kernel bs_kernels[] =
+ {
+#if 0 <= HS_BS_WARPS_LOG2_RU
+ HS_BS_KERNEL_DECLARE(hs_kernel_bs_0),
+#endif
+#if 1 <= HS_BS_WARPS_LOG2_RU
+ HS_BS_KERNEL_DECLARE(hs_kernel_bs_1),
+#endif
+#if 2 <= HS_BS_WARPS_LOG2_RU
+ HS_BS_KERNEL_DECLARE(hs_kernel_bs_2),
+#endif
+#if 3 <= HS_BS_WARPS_LOG2_RU
+ HS_BS_KERNEL_DECLARE(hs_kernel_bs_3),
+#endif
+#if 4 <= HS_BS_WARPS_LOG2_RU
+ HS_BS_KERNEL_DECLARE(hs_kernel_bs_4),
+#endif
+#if 5 <= HS_BS_WARPS_LOG2_RU
+ HS_BS_KERNEL_DECLARE(hs_kernel_bs_5),
+#endif
+#if 6 <= HS_BS_WARPS_LOG2_RU
+ HS_BS_KERNEL_DECLARE(hs_kernel_bs_6),
+#endif
+#if 7 <= HS_BS_WARPS_LOG2_RU
+ HS_BS_KERNEL_DECLARE(hs_kernel_bs_7),
+#endif
+ };
+
+//
+//
+//
+
+struct hs_bc_kernel
+{
+ cl_kernel kernel;
+ char const * name;
+};
+
+#define HS_BC_KERNEL_DECLARE(n) { .name = #n }
+
+static struct hs_bc_kernel bc_kernels[] =
+ {
+#if (0 >= HS_BC_WARPS_LOG2_MIN) && (0 <= HS_BC_WARPS_LOG2_MAX)
+ HS_BC_KERNEL_DECLARE(hs_kernel_bc_0),
+#endif
+#if (1 >= HS_BC_WARPS_LOG2_MIN) && (1 <= HS_BC_WARPS_LOG2_MAX)
+ HS_BC_KERNEL_DECLARE(hs_kernel_bc_1),
+#endif
+#if (2 >= HS_BC_WARPS_LOG2_MIN) && (2 <= HS_BC_WARPS_LOG2_MAX)
+ HS_BC_KERNEL_DECLARE(hs_kernel_bc_2),
+#endif
+#if (3 >= HS_BC_WARPS_LOG2_MIN) && (3 <= HS_BC_WARPS_LOG2_MAX)
+ HS_BC_KERNEL_DECLARE(hs_kernel_bc_3),
+#endif
+#if (4 >= HS_BC_WARPS_LOG2_MIN) && (4 <= HS_BC_WARPS_LOG2_MAX)
+ HS_BC_KERNEL_DECLARE(hs_kernel_bc_4),
+#endif
+#if (5 >= HS_BC_WARPS_LOG2_MIN) && (5 <= HS_BC_WARPS_LOG2_MAX)
+ HS_BC_KERNEL_DECLARE(hs_kernel_bc_5),
+#endif
+#if (6 >= HS_BC_WARPS_LOG2_MIN) && (6 <= HS_BC_WARPS_LOG2_MAX)
+ HS_BC_KERNEL_DECLARE(hs_kernel_bc_6),
+#endif
+#if (7 >= HS_BC_WARPS_LOG2_MIN) && (7 <= HS_BC_WARPS_LOG2_MAX)
+ HS_BC_KERNEL_DECLARE(hs_kernel_bc_7),
+#endif
+ };
+
+//
+//
+//
+
+struct hs_fm_kernel
+{
+ cl_kernel kernel;
+ char const * name;
+ uint32_t const log2;
+};
+
+#define HS_FM_KERNEL_DECLARE(n,l) { .name = #n, .log2 = l }
+
+static struct hs_fm_kernel fm_kernels[] =
+ {
+#ifdef HS_FM_BLOCKS_LOG2_0
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_0,HS_FM_BLOCKS_LOG2_0),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_1
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_1,HS_FM_BLOCKS_LOG2_1),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_2
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_2,HS_FM_BLOCKS_LOG2_2),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_3
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_3,HS_FM_BLOCKS_LOG2_3),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_4
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_4,HS_FM_BLOCKS_LOG2_4),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_5
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_5,HS_FM_BLOCKS_LOG2_5),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_6
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_6,HS_FM_BLOCKS_LOG2_6),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_7
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_7,HS_FM_BLOCKS_LOG2_7),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_8
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_8,HS_FM_BLOCKS_LOG2_8),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_9
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_9,HS_FM_BLOCKS_LOG2_9),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_10
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_10,HS_FM_BLOCKS_LOG2_10),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_11
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_11,HS_FM_BLOCKS_LOG2_11),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_12
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_12,HS_FM_BLOCKS_LOG2_12),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_13
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_13,HS_FM_BLOCKS_LOG2_13),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_14
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_14,HS_FM_BLOCKS_LOG2_14),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_15
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_15,HS_FM_BLOCKS_LOG2_15),
+#endif
+#ifdef HS_FM_BLOCKS_LOG2_16
+ HS_FM_KERNEL_DECLARE(hs_kernel_fm_16,HS_FM_BLOCKS_LOG2_16),
+#endif
+ };
+
+//
+//
+//
+
+struct hs_hm_kernel
+{
+ cl_kernel kernel;
+ char const * name;
+ uint32_t const log2;
+};
+
+#define HS_HM_KERNEL_DECLARE(n,l) { .name = #n, .log2 = l }
+
+static struct hs_hm_kernel hm_kernels[] =
+ {
+#ifdef HS_HM_BLOCKS_LOG2_0
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_0,HS_HM_BLOCKS_LOG2_0),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_1
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_1,HS_HM_BLOCKS_LOG2_1),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_2
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_2,HS_HM_BLOCKS_LOG2_2),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_3
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_3,HS_HM_BLOCKS_LOG2_3),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_4
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_4,HS_HM_BLOCKS_LOG2_4),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_5
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_5,HS_HM_BLOCKS_LOG2_5),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_6
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_6,HS_HM_BLOCKS_LOG2_6),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_7
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_7,HS_HM_BLOCKS_LOG2_7),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_8
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_8,HS_HM_BLOCKS_LOG2_8),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_9
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_9,HS_HM_BLOCKS_LOG2_9),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_10
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_10,HS_HM_BLOCKS_LOG2_10),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_11
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_11,HS_HM_BLOCKS_LOG2_11),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_12
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_12,HS_HM_BLOCKS_LOG2_12),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_13
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_13,HS_HM_BLOCKS_LOG2_13),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_14
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_14,HS_HM_BLOCKS_LOG2_14),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_15
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_15,HS_HM_BLOCKS_LOG2_15),
+#endif
+#ifdef HS_HM_BLOCKS_LOG2_16
+ HS_HM_KERNEL_DECLARE(hs_kernel_hm_16,HS_HM_BLOCKS_LOG2_16),
+#endif
+ };
+
+//
+//
+//
+
+static
+void
+hs_barrier(cl_command_queue cq)
+{
+ cl(EnqueueBarrierWithWaitList(cq,0,NULL,NULL));
+}
+
+//
+//
+//
+
+static
+void
+hs_launch_transpose(struct hs_state const * const state,
+ cl_command_queue cq,
+ cl_kernel kernel,
+ size_t const global_work_size,
+ size_t const local_work_size)
+{
+ HS_LAUNCH_TRACE(kernel,global_work_size,local_work_size);
+
+ cl(SetKernelArg(kernel,0,sizeof(state->vout),&state->vout));
+
+ cl(EnqueueNDRangeKernel(cq,
+ kernel,
+ 1,
+ NULL,
+ &global_work_size,
+ &local_work_size,
+ 0,
+ NULL,
+ HS_EVENT_NEXT()));
+}
+
+//
+//
+//
+
+static
+void
+hs_launch_bs(struct hs_state const * const state,
+ cl_command_queue cq,
+ cl_kernel kernel_full,
+ cl_kernel kernel_frac,
+ size_t const global_work_size_full,
+ size_t const local_work_size_full,
+ size_t const local_work_size_frac)
+
+{
+ HS_LAUNCH_TRACE(kernel_full,global_work_size_full,local_work_size_full);
+ HS_LAUNCH_TRACE(kernel_frac,local_work_size_frac,local_work_size_frac);
+
+ if (kernel_full != NULL)
+ {
+ cl(SetKernelArg(kernel_full,0,sizeof(state->vin), &state->vin));
+ cl(SetKernelArg(kernel_full,1,sizeof(state->vout),&state->vout));
+
+ cl(EnqueueNDRangeKernel(cq,
+ kernel_full,
+ 1,
+ NULL,
+ &global_work_size_full,
+ &local_work_size_full,
+ 0,
+ NULL,
+ HS_EVENT_NEXT()));
+ }
+
+ if (kernel_frac != NULL)
+ {
+ cl(SetKernelArg(kernel_frac,0,sizeof(state->vin), &state->vin));
+ cl(SetKernelArg(kernel_frac,1,sizeof(state->vout),&state->vout));
+
+ cl(EnqueueNDRangeKernel(cq,
+ kernel_frac,
+ 1,
+ &global_work_size_full,
+ &local_work_size_frac,
+ &local_work_size_frac,
+ 0,
+ NULL,
+ HS_EVENT_NEXT()));
+ }
+}
+
+//
+//
+//
+
+static
+void
+hs_launch_bc(struct hs_state const * const state,
+ cl_command_queue cq,
+ cl_kernel kernel,
+ size_t const global_work_size,
+ size_t const local_work_size)
+{
+ HS_LAUNCH_TRACE(kernel,global_work_size,local_work_size);
+
+ cl(SetKernelArg(kernel,0,sizeof(state->vout),&state->vout));
+
+ cl(EnqueueNDRangeKernel(cq,
+ kernel,
+ 1,
+ NULL,
+ &global_work_size,
+ &local_work_size,
+ 0,
+ NULL,
+ HS_EVENT_NEXT()));
+}
+
+//
+//
+//
+
+static
+void
+hs_launch_fm(struct hs_state const * const state,
+ cl_command_queue cq,
+ cl_kernel kernel,
+ size_t const global_work_size)
+{
+ HS_LAUNCH_TRACE(kernel,global_work_size,0);
+
+ cl(SetKernelArg(kernel,0,sizeof(state->vout), &state->vout));
+ cl(SetKernelArg(kernel,1,sizeof(state->fm.full),&state->fm.full));
+ cl(SetKernelArg(kernel,2,sizeof(state->fm.frac),&state->fm.frac));
+
+ cl(EnqueueNDRangeKernel(cq,
+ kernel,
+ 1,
+ NULL,
+ &global_work_size,
+ NULL,
+ 0,
+ NULL,
+ HS_EVENT_NEXT()));
+}
+
+//
+//
+//
+
+static
+void
+hs_launch_hm(struct hs_state const * const state,
+ cl_command_queue cq,
+ cl_kernel kernel,
+ size_t const global_work_size)
+{
+ HS_LAUNCH_TRACE(kernel,global_work_size,0);
+
+ cl(SetKernelArg(kernel,0,sizeof(state->vout),&state->vout));
+
+ cl(EnqueueNDRangeKernel(cq,
+ kernel,
+ 1,
+ NULL,
+ &global_work_size,
+ NULL,
+ 0,
+ NULL,
+ HS_EVENT_NEXT()));
+}
+
+//
+//
+//
+
+static
+void
+hs_transpose_launcher(struct hs_state * const state,
+ cl_command_queue cq)
+{
+ // transpose each slab
+ size_t const global_work_size = state->bx.ru * HS_LANES_PER_WARP;
+ size_t const local_work_size = HS_LANES_PER_WARP; // FIXME -- might not always want to specify this
+
+ hs_launch_transpose(state,
+ cq,
+ transpose_kernels[0].kernel,
+ global_work_size,
+ local_work_size);
+}
+
+//
+//
+//
+
+static
+void
+hs_bs_launcher(struct hs_state * const state,
+ uint32_t const warps_in,
+ cl_command_queue cq)
+{
+ // warps_in is already rounded up
+ uint32_t const full = (warps_in / HS_BS_WARPS) * HS_BS_WARPS;
+ uint32_t const frac = warps_in - full;
+
+ //
+ // FIXME -- launch on different queues
+ //
+ cl_kernel kernel_full = (full == 0) ? NULL : bs_kernels[HS_BS_WARPS_LOG2_RU].kernel;
+ cl_kernel kernel_frac = (frac == 0) ? NULL : bs_kernels[msb_idx_u32(frac)].kernel;
+
+ hs_launch_bs(state,
+ cq,
+ kernel_full,
+ kernel_frac,
+ full * HS_LANES_PER_WARP,
+ HS_BS_WARPS * HS_LANES_PER_WARP,
+ frac * HS_LANES_PER_WARP);
+}
+
+//
+//
+//
+
+static
+void
+hs_bc_launcher(struct hs_state * const state,
+ uint32_t const down_warps,
+ uint32_t const down_warps_log2,
+ cl_command_queue cq)
+{
+ // block clean the minimal number of down_warps_log2 spans
+ uint32_t const frac_ru = (1u << down_warps_log2) - 1;
+ state->bc.full = (down_warps + frac_ru) & ~frac_ru;
+
+ // launch block slab sorting grid
+ size_t const global_work_size = state->bc.full * HS_LANES_PER_WARP;
+ size_t const local_work_size = HS_LANES_PER_WARP << down_warps_log2;
+
+ //
+ // we better be capable of cleaning at least two warps !!!
+ //
+ hs_launch_bc(state,
+ cq,
+ bc_kernels[down_warps_log2].kernel,
+ global_work_size,
+ local_work_size);
+}
+
+//
+//
+//
+
+static
+uint32_t
+hs_hm_launcher(struct hs_state * const state,
+ uint32_t const down_warps,
+ uint32_t const down_warps_log2_in,
+ cl_command_queue cq)
+{
+ // how many scaled half-merge spans are there?
+ uint32_t const frac_ru = (1 << down_warps_log2_in) - 1;
+ uint32_t const spans_ru = (down_warps + frac_ru) >> down_warps_log2_in;
+
+ // get the kernel record
+ struct hs_hm_kernel const * const hm = hm_kernels + down_warps_log2_in - HS_BC_WARPS_LOG2_MAX - 1;
+
+ // how large is the grid?
+ size_t const global_work_size = HS_LANES_PER_WARP * HS_KEYS_PER_LANE * (spans_ru << hm->log2);
+ size_t const local_work_size = HS_LANES_PER_WARP;
+
+ // launch the hm kernel
+ hs_launch_hm(state,
+ cq,
+ hm->kernel,
+ global_work_size);
+
+ return hm->log2;
+}
+
+//
+// FIXME -- some of this logic can be skipped if BS is a power-of-two
+//
+
+static
+uint32_t
+hs_fm_launcher(struct hs_state * const state,
+ uint32_t const up_scale_log2,
+ uint32_t * const down_warps,
+ cl_command_queue cq)
+{
+ // get the kernel record
+ struct hs_fm_kernel const * const fm = fm_kernels + up_scale_log2 - 1;
+
+ // number of warps in a full-sized scaled flip-merge span
+ uint32_t const full_span_warps = HS_BS_WARPS << up_scale_log2;
+
+ // how many full-sized scaled flip-merge spans are there?
+ state->fm.full = state->bx.ru / full_span_warps;
+ state->fm.frac = 0;
+
+ // initialize down_warps
+ *down_warps = state->fm.full * full_span_warps;
+
+ // how many half-size scaled + fractional scaled spans are there?
+ uint32_t const span_rem = state->bx.ru - state->fm.full * full_span_warps;
+ uint32_t const half_span_warps = full_span_warps >> 1;
+
+ if (span_rem > half_span_warps)
+ {
+ uint32_t const frac_rem = span_rem - half_span_warps;
+ uint32_t const frac_rem_pow2 = pow2_ru_u32(frac_rem);
+
+ if (frac_rem_pow2 >= half_span_warps)
+ {
+ *down_warps += full_span_warps;
+ state->fm.full += 1;
+ }
+ else
+ {
+ uint32_t const frac_interleaved = frac_rem_pow2 >> fm->log2;
+
+ *down_warps += half_span_warps + frac_rem_pow2;
+ state->fm.frac = MAX_MACRO(1,frac_interleaved);
+ }
+ }
+
+ // size the grid
+ uint32_t const spans_frac = MIN_MACRO(state->fm.frac,1);
+ uint32_t const spans_total = state->fm.full + spans_frac;
+ uint32_t const scale = spans_total << fm->log2;
+ size_t const global_work_size = HS_LANES_PER_WARP * HS_KEYS_PER_LANE * scale;
+ size_t const local_work_size = HS_LANES_PER_WARP;
+
+ //
+ // launch the fm kernel
+ //
+ hs_launch_fm(state,
+ cq,
+ fm->kernel,
+ global_work_size);
+
+ return fm->log2;
+}
+
+//
+//
+//
+
+static
+void
+hs_keyset_launcher(cl_mem mem,
+ uint32_t const offset,
+ uint32_t const span,
+ cl_command_queue cq)
+{
+
+
+ //
+ // DOES NOT TEST FOR SPAN = 0
+ //
+ HS_KEY_TYPE const pattern = (HS_KEY_TYPE)-1L;
+
+ cl(EnqueueFillBuffer(cq,
+ mem,
+ &pattern,
+ sizeof(HS_KEY_TYPE),
+ offset * sizeof(HS_KEY_TYPE),
+ span * sizeof(HS_KEY_TYPE),
+ 0,
+ NULL,
+ HS_EVENT_NEXT()));
+}
+
+//
+// all grids will be computed as a function of the minimum number of warps
+//
+
+void
+hs_pad(uint32_t const count,
+ uint32_t * const count_padded_in,
+ uint32_t * const count_padded_out)
+{
+ //
+ // round up the count to warps
+ //
+ uint32_t const warps_ru = (count + HS_KEYS_PER_WARP - 1) / HS_KEYS_PER_WARP;
+ uint32_t const blocks = warps_ru / HS_BS_WARPS;
+ uint32_t const warps_mod = warps_ru % HS_BS_WARPS;
+ uint32_t const warps_mod_ru = MIN_MACRO(pow2_ru_u32(warps_mod),HS_BS_WARPS);
+
+ *count_padded_in = (blocks * HS_BS_WARPS + warps_mod_ru) * HS_KEYS_PER_WARP;
+ *count_padded_out = *count_padded_in;
+
+ //
+ // more than a single block sort?
+ //
+ if (warps_ru > HS_BS_WARPS)
+ {
+ // more than one block
+ uint32_t const blocks_lo = pow2_rd_u32(blocks);
+ uint32_t const warps_lo = blocks_lo * HS_BS_WARPS;
+ uint32_t const warps_rem = warps_ru - warps_lo;
+
+ if (warps_rem > 0)
+ {
+ uint32_t const warps_rem_ru = pow2_ru_u32(warps_rem);
+ uint32_t const warps_hi = MAX_MACRO(warps_rem_ru,blocks_lo << HS_FM_BLOCKS_LOG2_1);
+ uint32_t const warps_padded_out = MIN_MACRO(warps_lo+warps_hi,warps_lo*2); // clamp non-pow2 blocks
+
+ *count_padded_out = warps_padded_out * HS_KEYS_PER_WARP;
+ }
+ }
+}
+
+//
+//
+//
+
+void
+hs_sort(cl_command_queue cq, // out-of-order cq
+ cl_mem vin,
+ cl_mem vout,
+ uint32_t const count,
+ uint32_t const count_padded_in,
+ uint32_t const count_padded_out,
+ bool const linearize)
+{
+#ifndef NDEBUG
+ events_count = 0;
+#endif
+
+ //
+ // FIXME -- get rid of this vestigial structure
+ //
+ struct hs_state state = { .vin = vin, .vout = vout };
+
+ // how many rounded-up key slabs are there?
+ state.bx.ru = (count + HS_KEYS_PER_WARP - 1) / HS_KEYS_PER_WARP;
+
+ //
+ // init padding with max-valued keys
+ //
+ bool const split = state.vout != state.vin; // FIXME -- careful this comparison might not always be correct
+ bool keyset = false;
+
+ if (!split)
+ {
+ uint32_t const vin_span = count_padded_out - count;
+
+ if (vin_span > 0)
+ {
+ hs_keyset_launcher(state.vin,
+ count,vin_span,
+ cq);
+ keyset = true;
+ }
+ }
+ else
+ {
+ uint32_t const vin_span = count_padded_in - count;
+
+ if (vin_span > 0)
+ {
+ hs_keyset_launcher(state.vin,
+ count,vin_span,
+ cq);
+ keyset = true;
+ }
+
+ uint32_t const vout_span = count_padded_out - count_padded_in;
+
+ if (vout_span > 0)
+ {
+ hs_keyset_launcher(state.vout,
+ count_padded_in,vout_span,
+ cq);
+ keyset = true;
+ }
+ }
+
+ if (keyset)
+ {
+ hs_barrier(cq);
+ }
+
+ //
+ // sort blocks
+ //
+ uint32_t const warps_in = count_padded_in / HS_KEYS_PER_WARP;
+
+ hs_bs_launcher(&state,warps_in,cq);
+
+ hs_barrier(cq);
+
+ //
+ // we're done if only a single bs kernel block was required
+ //
+ if (state.bx.ru > HS_BS_WARPS)
+ {
+ //
+ // otherwise... merge sorted spans of warps until done
+ //
+ uint32_t up_scale_log2 = 1;
+
+ while (true)
+ {
+ uint32_t down_warps;
+
+ // flip merge warps -- return span of warps that must be cleaned
+ uint32_t down_warps_log2 = hs_fm_launcher(&state,
+ up_scale_log2,
+ &down_warps,
+ cq);
+
+ hs_barrier(cq);
+
+ // if span is gt largest slab block cleaner then half merge
+ while (down_warps_log2 > HS_BC_WARPS_LOG2_MAX)
+ {
+ down_warps_log2 = hs_hm_launcher(&state,
+ down_warps,
+ down_warps_log2,
+ cq);
+
+ hs_barrier(cq);
+ }
+
+ // launch clean slab grid -- is it the final launch?
+ hs_bc_launcher(&state,
+ down_warps,
+ down_warps_log2,
+ cq);
+
+ hs_barrier(cq);
+
+ // was this the final block clean?
+ if (((uint32_t)HS_BS_WARPS << up_scale_log2) >= state.bx.ru)
+ break;
+
+ // otherwise, merge twice as many slabs
+ up_scale_log2 += 1;
+ }
+ }
+
+ if (linearize)
+ {
+ // launch linearize;
+ hs_transpose_launcher(&state,cq);
+
+ hs_barrier(cq);
+ }
+
+ HS_EVENT_PROFILE(cq);
+}
+
+//
+//
+//
+
+void
+hs_create(cl_context context,
+ cl_device_id device_id,
+ struct hs_info * const info)
+{
+ //
+ // create and build the program from source or a precompiled binary
+ //
+ if (info != NULL)
+ {
+ info->words = HS_KEY_WORDS;
+ info->keys = HS_KEYS_PER_LANE;
+ info->lanes = HS_LANES_PER_WARP;
+ }
+
+#if defined( HS_KERNEL_SOURCE )
+
+ cl_int err;
+
+ size_t const strings_sizeof[] = { sizeof(hs_cl_pre_cl) };
+ char const * strings[] = { (char*)hs_cl_pre_cl };
+
+ cl_program program = clCreateProgramWithSource(context,
+ 1,
+ strings,
+ strings_sizeof,
+ &err);
+ cl_ok(err);
+
+ char const * const options =
+ "-cl-std=CL2.0 -cl-fast-relaxed-math "
+ "-cl-no-signed-zeros -cl-mad-enable "
+ "-cl-denorms-are-zero "
+ "-cl-kernel-arg-info";
+
+ cl(BuildProgram(program,
+ 1,
+ &device_id,
+ options,
+ NULL,
+ NULL));
+
+#elif defined( HS_KERNEL_BINARY )
+
+ cl_int status, err;
+
+ size_t const bins_sizeof[] = { sizeof(hs_cl_pre_ir) };
+ unsigned char const * bins[] = { hs_cl_pre_ir };
+
+ cl_program program = clCreateProgramWithBinary(context,
+ 1,
+ &device_id,
+ bins_sizeof,
+ bins,
+ &status,
+ &err);
+ cl_ok(err);
+
+ cl(BuildProgram(program,
+ 1,
+ &device_id,
+ NULL,
+ NULL,
+ NULL));
+#endif
+
+ //
+ // create all the kernels and release the program
+ //
+#define HS_CREATE_KERNELS(ks) \
+ for (uint32_t ii=0; ii<ARRAY_LENGTH(ks); ii++) { \
+ ks[ii].kernel = clCreateKernel(program,ks[ii].name,&err); \
+ cl_ok(err); \
+ }
+
+ HS_CREATE_KERNELS(bs_kernels);
+ HS_CREATE_KERNELS(bc_kernels);
+ HS_CREATE_KERNELS(fm_kernels);
+ HS_CREATE_KERNELS(hm_kernels);
+ HS_CREATE_KERNELS(transpose_kernels);
+
+ cl(ReleaseProgram(program));
+}
+
+//
+//
+//
+
+void
+hs_release()
+{
+#define HS_RELEASE_KERNELS(ks) \
+ for (uint32_t ii=0; ii<ARRAY_LENGTH(ks); ii++) \
+ cl(ReleaseKernel(ks[ii].kernel))
+
+ HS_RELEASE_KERNELS(bs_kernels);
+ HS_RELEASE_KERNELS(bc_kernels);
+ HS_RELEASE_KERNELS(fm_kernels);
+ HS_RELEASE_KERNELS(hm_kernels);
+ HS_RELEASE_KERNELS(transpose_kernels);
+}
+
+//
+//
+//
diff --git a/src/compute/hs/cl/hs_cl_launcher.h b/src/compute/hs/cl/hs_cl_launcher.h
new file mode 100644
index 0000000..049657c
--- /dev/null
+++ b/src/compute/hs/cl/hs_cl_launcher.h
@@ -0,0 +1,78 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <CL/opencl.h>
+#include <stdint.h>
+#include <stdbool.h>
+
+//
+// Returns some useful info about algorithm's configuration for the
+// target architecture.
+//
+
+struct hs_info
+{
+ uint32_t words; // words-per-key (1 = uint, 2 = ulong)
+ uint32_t keys; // keys-per-lane
+ uint32_t lanes; // lanes-per-warp
+};
+
+//
+//
+//
+
+void
+hs_create(cl_context context,
+ cl_device_id device_id,
+ struct hs_info * const info);
+
+//
+//
+//
+
+void
+hs_release();
+
+//
+// Size the buffers.
+//
+
+void
+hs_pad(uint32_t const count,
+ uint32_t * const count_padded_in,
+ uint32_t * const count_padded_out);
+
+//
+// Sort the keys in the vin buffer and store them in the vout buffer.
+//
+// The vin and vout buffers can be the same buffer.
+//
+// If it is necessary, a barrier should be enqueued before running
+// hs_sort().
+//
+// A final barrier will enqueued before returning.
+//
+
+void
+hs_sort(cl_command_queue cq, // out-of-order cq
+ cl_mem vin,
+ cl_mem vout,
+ uint32_t const count,
+ uint32_t const count_padded_in,
+ uint32_t const count_padded_out,
+ bool const linearize);
+
+//
+//
+//
diff --git a/src/compute/hs/gen/Makefile b/src/compute/hs/gen/Makefile
new file mode 100644
index 0000000..4370f9e
--- /dev/null
+++ b/src/compute/hs/gen/Makefile
@@ -0,0 +1,30 @@
+#
+# Copyright 2016 Google Inc.
+#
+# Use of this source code is governed by a BSD-style license that can
+# be found in the LICENSE file.
+#
+
+#BINS = hotsort_cuda.cubin hotsort_igp.hsw.ir hotsort_igp.bdw.ir
+#SRCS = hotsort_cuda.cu hotsort_igp.hsw.cl hotsort_igp.bdw.cl
+
+GEN_SRCS = hs_igp.cl hs_igp.h
+GEN_BINS = hs_igp.ir
+
+#
+#
+#
+
+all: $(GEN_BINS)
+
+clean:
+ -rm -f $(GEN_SRCS) $(GEN_BINS)
+
+$(GEN_SRCS):
+ ..\bin\x64\Debug\hs_gen -a 2 -s 32768 -w 8 -t 2 -b 28 -r 16 -f 1 -F 2 -c 1 -C 2 -z
+ astyle -ns2 $(addprefix ./, $(GEN_SRCS))
+
+
+hs_igp.ir: hs_igp.cl
+ ioc32 -cmd=build -input=hs_igp.cl -device=gpu
+
diff --git a/src/compute/hs/gen/gen.h b/src/compute/hs/gen/gen.h
new file mode 100644
index 0000000..4043a8d
--- /dev/null
+++ b/src/compute/hs/gen/gen.h
@@ -0,0 +1,312 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <stdio.h>
+#include <stdint.h>
+
+//
+//
+//
+
+#define MERGE_LEVELS_MAX_LOG2 7 // merge up to 128 warps
+#define MERGE_LEVELS_MAX_SIZE (1 << MERGE_LEVELS_MAX_LOG2) // ((1 << MERGE_MAX_LOG2) - 1) // incorrect debug error
+
+//
+//
+//
+
+struct hsg_config
+{
+ struct {
+
+ struct {
+ uint32_t lo;
+ uint32_t hi;
+ } flip;
+
+ struct {
+ uint32_t lo;
+ uint32_t hi;
+ } half;
+
+ uint32_t max_log2;
+
+ } merge;
+
+ struct {
+ uint32_t warps_min;
+ uint32_t warps_max;
+ uint32_t warps_mod;
+
+ uint32_t smem_min;
+ uint32_t smem_quantum;
+
+ uint32_t smem_bs;
+ uint32_t smem_bc;
+ } block;
+
+ struct {
+ uint32_t lanes;
+ uint32_t skpw_bs;
+ } warp;
+
+ struct {
+ uint32_t regs;
+ uint32_t xtra;
+ } thread;
+
+ struct {
+ uint32_t words;
+ } type;
+};
+
+//
+//
+//
+
+struct hsg_level
+{
+ uint32_t count; // networks >= 2
+
+ uint32_t diffs [2];
+ uint32_t diff_masks [2];
+ uint32_t evenodds [2];
+ uint32_t evenodd_masks[2];
+ uint32_t networks [2];
+
+ union {
+ uint64_t b64;
+ uint32_t b32a2[2];
+ } active;
+};
+
+
+struct hsg_merge
+{
+ uint32_t offsets [MERGE_LEVELS_MAX_SIZE];
+ uint32_t networks[MERGE_LEVELS_MAX_SIZE];
+
+ struct hsg_level levels[MERGE_LEVELS_MAX_LOG2];
+
+ uint32_t index;
+
+ uint32_t warps;
+
+ uint32_t rows_bs;
+ uint32_t rows_bc;
+
+ uint32_t skpw_bc;
+};
+
+//
+//
+//
+
+#define HSG_FILE_NAME_SIZE 80
+
+struct hsg_file
+{
+ FILE * file;
+ char const * prefix;
+ char name[HSG_FILE_NAME_SIZE];
+};
+
+//
+//
+//
+
+typedef enum hsg_kernel_type {
+
+ HSG_KERNEL_TYPE_SORT_BLOCK,
+
+ HSG_KERNEL_TYPE_COUNT
+
+} hsg_kernel_type;
+
+//
+//
+//
+
+typedef enum hsg_file_type {
+
+ HSG_FILE_TYPE_HEADER,
+ HSG_FILE_TYPE_SOURCE,
+
+ HSG_FILE_TYPE_COUNT
+
+} hsg_file_type;
+
+//
+//
+//
+
+#define HSG_OP_EXPAND_ALL() \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_EXIT) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_END) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BEGIN) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_ELSE) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_FILE_HEADER) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_FILE_FOOTER) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_DUMMY_KERNEL) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_TRANSPOSE_KERNEL_PROTO) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_TRANSPOSE_KERNEL_PREAMBLE) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_TRANSPOSE_KERNEL_BODY) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BS_KERNEL_PROTO) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BS_KERNEL_PREAMBLE) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BC_KERNEL_PROTO) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BC_KERNEL_PREAMBLE) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_FM_KERNEL_PROTO) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_FM_KERNEL_PREAMBLE) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_HM_KERNEL_PROTO) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_HM_KERNEL_PREAMBLE) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BX_REG_GLOBAL_LOAD) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BX_REG_GLOBAL_STORE) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_FM_REG_GLOBAL_LOAD_LEFT) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_FM_REG_GLOBAL_STORE_LEFT) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_FM_REG_GLOBAL_LOAD_RIGHT) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_FM_REG_GLOBAL_STORE_RIGHT) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_HM_REG_GLOBAL_LOAD) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_HM_REG_GLOBAL_STORE) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_WARP_FLIP) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_WARP_HALF) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_CMP_FLIP) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_CMP_HALF) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_CMP_XCHG) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BS_REG_SHARED_STORE_V) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BS_REG_SHARED_LOAD_V) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BC_REG_SHARED_LOAD_V) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BX_REG_SHARED_STORE_LEFT) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BS_REG_SHARED_STORE_RIGHT) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BS_REG_SHARED_LOAD_LEFT) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BS_REG_SHARED_LOAD_RIGHT) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BC_REG_GLOBAL_LOAD_LEFT) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BLOCK_SYNC) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BS_FRAC_PRED) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BS_MERGE_H_PREAMBLE) \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BC_MERGE_H_PREAMBLE) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BX_MERGE_H_PRED) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_BS_ACTIVE_PRED) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_FM_MERGE_RIGHT_PRED) \
+ \
+ HSG_OP_EXPAND_X(HSG_OP_TYPE_COUNT)
+
+//
+//
+//
+
+#undef HSG_OP_EXPAND_X
+#define HSG_OP_EXPAND_X(t) t ,
+
+typedef enum hsg_op_type {
+
+ HSG_OP_EXPAND_ALL()
+
+} hsg_op_type;
+
+//
+//
+//
+
+struct hsg_op
+{
+ hsg_op_type type;
+
+ union {
+
+ struct {
+ int32_t a;
+ int32_t b;
+ int32_t c;
+ };
+
+ struct {
+ int32_t n;
+ int32_t v;
+ };
+
+ struct {
+ int32_t m;
+ int32_t w;
+ };
+
+ };
+};
+
+//
+//
+//
+
+typedef void (*hsg_target_pfn)(struct hsg_file * const files,
+ struct hsg_merge const * const merge,
+ struct hsg_op const * const ops,
+ uint32_t const depth);
+
+//
+//
+//
+
+extern struct hsg_config hsg_config;
+extern struct hsg_merge hsg_merge[MERGE_LEVELS_MAX_LOG2];
+
+//
+//
+//
+
+extern
+void
+hsg_target_debug (struct hsg_file * const files,
+ struct hsg_merge const * const merge,
+ struct hsg_op const * const ops,
+ uint32_t const depth);
+
+extern
+void
+hsg_target_cuda_sm3x(struct hsg_file * const files,
+ struct hsg_merge const * const merge,
+ struct hsg_op const * const ops,
+ uint32_t const depth);
+
+extern
+void
+hsg_target_igp_genx (struct hsg_file * const files,
+ struct hsg_merge const * const merge,
+ struct hsg_op const * const ops,
+ uint32_t const depth);
+//
+//
+//
diff --git a/src/compute/hs/gen/main.c b/src/compute/hs/gen/main.c
new file mode 100644
index 0000000..a79c34c
--- /dev/null
+++ b/src/compute/hs/gen/main.c
@@ -0,0 +1,1842 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdlib.h>
+#include <stdbool.h>
+#include <string.h>
+#include <getopt.h>
+
+//
+//
+//
+
+#include "networks.h"
+#include "macros.h"
+#include "util.h"
+
+//
+//
+//
+
+#define HSG_INDENT 2
+
+//
+//
+//
+
+#undef HSG_OP_EXPAND_X
+#define HSG_OP_EXPAND_X(t) #t ,
+
+static
+char const * const
+hsg_op_type_string[] =
+ {
+ HSG_OP_EXPAND_ALL()
+ };
+
+//
+//
+//
+
+#define EXIT() (struct hsg_op){ HSG_OP_TYPE_EXIT }
+
+#define END() (struct hsg_op){ HSG_OP_TYPE_END }
+#define BEGIN() (struct hsg_op){ HSG_OP_TYPE_BEGIN }
+#define ELSE() (struct hsg_op){ HSG_OP_TYPE_ELSE }
+
+#define STORE_SLAB_EARLY_EXIT() (struct hsg_op){ HSG_OP_TYPE_STORE_SLAB_EARLY_EXIT }
+
+#define FILE_HEADER() (struct hsg_op){ HSG_OP_TYPE_FILE_HEADER }
+#define FILE_FOOTER() (struct hsg_op){ HSG_OP_TYPE_FILE_FOOTER }
+
+#define TRANSPOSE_KERNEL_PROTO() (struct hsg_op){ HSG_OP_TYPE_TRANSPOSE_KERNEL_PROTO }
+#define TRANSPOSE_KERNEL_PREAMBLE() (struct hsg_op){ HSG_OP_TYPE_TRANSPOSE_KERNEL_PREAMBLE }
+#define TRANSPOSE_KERNEL_BODY() (struct hsg_op){ HSG_OP_TYPE_TRANSPOSE_KERNEL_BODY }
+
+#define BS_KERNEL_PROTO(i) (struct hsg_op){ HSG_OP_TYPE_BS_KERNEL_PROTO, { i } }
+#define BS_KERNEL_PREAMBLE(i) (struct hsg_op){ HSG_OP_TYPE_BS_KERNEL_PREAMBLE, { i } }
+
+#define BC_KERNEL_PROTO(i) (struct hsg_op){ HSG_OP_TYPE_BC_KERNEL_PROTO, { i } }
+#define BC_KERNEL_PREAMBLE(i) (struct hsg_op){ HSG_OP_TYPE_BC_KERNEL_PREAMBLE, { i } }
+
+#define FM_KERNEL_PROTO(l,s) (struct hsg_op){ HSG_OP_TYPE_FM_KERNEL_PROTO, { l, s } }
+#define FM_KERNEL_PREAMBLE(w,s) (struct hsg_op){ HSG_OP_TYPE_FM_KERNEL_PREAMBLE, { w, s } }
+
+#define HM_KERNEL_PROTO(d,w) (struct hsg_op){ HSG_OP_TYPE_HM_KERNEL_PROTO, { d, w } }
+#define HM_KERNEL_PREAMBLE(w,s) (struct hsg_op){ HSG_OP_TYPE_HM_KERNEL_PREAMBLE, { w, s } }
+
+#define BX_REG_GLOBAL_LOAD(n,v) (struct hsg_op){ HSG_OP_TYPE_BX_REG_GLOBAL_LOAD, { n, v } }
+#define BX_REG_GLOBAL_STORE(n) (struct hsg_op){ HSG_OP_TYPE_BX_REG_GLOBAL_STORE, { n } }
+
+#define FM_REG_GLOBAL_LOAD_LEFT(n,i) (struct hsg_op){ HSG_OP_TYPE_FM_REG_GLOBAL_LOAD_LEFT, { n, i } }
+#define FM_REG_GLOBAL_STORE_LEFT(n,i) (struct hsg_op){ HSG_OP_TYPE_FM_REG_GLOBAL_STORE_LEFT, { n, i } }
+#define FM_REG_GLOBAL_LOAD_RIGHT(n,i) (struct hsg_op){ HSG_OP_TYPE_FM_REG_GLOBAL_LOAD_RIGHT, { n, i } }
+#define FM_REG_GLOBAL_STORE_RIGHT(n,i) (struct hsg_op){ HSG_OP_TYPE_FM_REG_GLOBAL_STORE_RIGHT, { n, i } }
+
+#define HM_REG_GLOBAL_LOAD(n,i) (struct hsg_op){ HSG_OP_TYPE_HM_REG_GLOBAL_LOAD, { n, i } }
+#define HM_REG_GLOBAL_STORE(n,i) (struct hsg_op){ HSG_OP_TYPE_HM_REG_GLOBAL_STORE, { n, i } }
+
+#define WARP_FLIP(f) (struct hsg_op){ HSG_OP_TYPE_WARP_FLIP, { f } }
+#define WARP_HALF(h) (struct hsg_op){ HSG_OP_TYPE_WARP_HALF, { h } }
+
+#define CMP_FLIP(a,b,c) (struct hsg_op){ HSG_OP_TYPE_CMP_FLIP, { a, b, c } }
+#define CMP_HALF(a,b) (struct hsg_op){ HSG_OP_TYPE_CMP_HALF, { a, b } }
+
+#define CMP_XCHG(a,b,p) (struct hsg_op){ HSG_OP_TYPE_CMP_XCHG, { a, b, p } }
+
+#define BS_REG_SHARED_STORE_V(m,i,r) (struct hsg_op){ HSG_OP_TYPE_BS_REG_SHARED_STORE_V, { m, i, r } }
+#define BS_REG_SHARED_LOAD_V(m,i,r) (struct hsg_op){ HSG_OP_TYPE_BS_REG_SHARED_LOAD_V, { m, i, r } }
+#define BC_REG_SHARED_LOAD_V(m,i,r) (struct hsg_op){ HSG_OP_TYPE_BC_REG_SHARED_LOAD_V, { m, i, r } }
+
+#define BX_REG_SHARED_STORE_LEFT(r,i,p) (struct hsg_op){ HSG_OP_TYPE_BX_REG_SHARED_STORE_LEFT, { r, i, p } }
+#define BS_REG_SHARED_STORE_RIGHT(r,i,p) (struct hsg_op){ HSG_OP_TYPE_BS_REG_SHARED_STORE_RIGHT, { r, i, p } }
+
+#define BS_REG_SHARED_LOAD_LEFT(r,i,p) (struct hsg_op){ HSG_OP_TYPE_BS_REG_SHARED_LOAD_LEFT, { r, i, p } }
+#define BS_REG_SHARED_LOAD_RIGHT(r,i,p) (struct hsg_op){ HSG_OP_TYPE_BS_REG_SHARED_LOAD_RIGHT, { r, i, p } }
+
+#define BC_REG_GLOBAL_LOAD_LEFT(r,i,p) (struct hsg_op){ HSG_OP_TYPE_BC_REG_GLOBAL_LOAD_LEFT, { r, i, p } }
+
+#define REG_F_PREAMBLE(s) (struct hsg_op){ HSG_OP_TYPE_REG_F_PREAMBLE, { s } }
+#define REG_SHARED_STORE_F(r,i,s) (struct hsg_op){ HSG_OP_TYPE_REG_SHARED_STORE_F, { r, i, s } }
+#define REG_SHARED_LOAD_F(r,i,s) (struct hsg_op){ HSG_OP_TYPE_REG_SHARED_LOAD_F, { r, i, s } }
+#define REG_GLOBAL_STORE_F(r,i,s) (struct hsg_op){ HSG_OP_TYPE_REG_GLOBAL_STORE_F, { r, i, s } }
+
+#define BLOCK_SYNC() (struct hsg_op){ HSG_OP_TYPE_BLOCK_SYNC }
+
+#define BS_FRAC_PRED(m,w) (struct hsg_op){ HSG_OP_TYPE_BS_FRAC_PRED, { m, w } }
+
+#define BS_MERGE_H_PREAMBLE(i) (struct hsg_op){ HSG_OP_TYPE_BS_MERGE_H_PREAMBLE, { i } }
+#define BC_MERGE_H_PREAMBLE(i) (struct hsg_op){ HSG_OP_TYPE_BC_MERGE_H_PREAMBLE, { i } }
+
+#define BX_MERGE_H_PRED(p) (struct hsg_op){ HSG_OP_TYPE_BX_MERGE_H_PRED, { p } }
+
+#define BS_ACTIVE_PRED(m,l) (struct hsg_op){ HSG_OP_TYPE_BS_ACTIVE_PRED, { m, l } }
+
+#define FM_MERGE_RIGHT_PRED(n,s) (struct hsg_op){ HSG_OP_TYPE_FM_MERGE_RIGHT_PRED, { n, s } }
+
+//
+// DEFAULTS
+//
+
+struct hsg_config hsg_config = // FIXME -- how useful is this?
+ {
+ .merge = {
+ .flip = {
+ .lo = 1,
+ .hi = 1
+ },
+ .half = {
+ .lo = 1,
+ .hi = 1
+ },
+
+ .max_log2 = 27 // 2^27th = 128m
+ },
+
+ .block = {
+ .warps_min = 1, // min warps for a block that uses smem barriers
+ .warps_max = UINT32_MAX, // max warps for the entire multiprocessor
+ .warps_mod = 2, // the number of warps necessary to load balance horizontal merging
+
+ .smem_min = 0,
+ .smem_quantum = 1,
+
+ .smem_bs = 49152,
+ .smem_bc = UINT32_MAX // implies field not set
+ },
+
+ .warp = {
+ .lanes = 32,
+ },
+
+ .thread = {
+ .regs = 24,
+ .xtra = 0
+ },
+
+ .type = {
+ .words = 2
+ }
+ };
+
+//
+// ZERO HSG_MERGE STRUCT
+//
+
+struct hsg_merge hsg_merge[MERGE_LEVELS_MAX_LOG2] = { 0 };
+
+//
+//
+//
+
+static const hsg_target_pfn hsg_target_pfns[] =
+ {
+ hsg_target_debug,
+ hsg_target_cuda_sm3x,
+ hsg_target_igp_genx,
+ // hsg_target_adreno_5xx,
+ // hsg_target_amd_gcn,
+ // hsg_target_x86_sse,
+ // hsg_target_x86_avx2,
+ };
+
+static const char * hsg_target_pfn_string[] =
+ {
+ "hs_debug",
+ "hs_cuda",
+ "hs_cl"
+ };
+
+static const char * hsg_file_type_string[][2] =
+ {
+ { ".h", ".txt" },
+ { ".h", ".cu" },
+ { ".h", ".cl" }
+ };
+
+//
+//
+//
+
+#define HSG_TARGET_PFN_COUNT ARRAY_LENGTH(hsg_target_pfns)
+
+//
+//
+//
+
+static hsg_op_type hsg_op_type_counts[HSG_OP_TYPE_COUNT] = { 0 };
+
+//
+//
+//
+
+static
+void
+hsg_op_debug()
+{
+ for (hsg_op_type t=HSG_OP_TYPE_EXIT; t<HSG_OP_TYPE_COUNT; t++)
+ fprintf(stderr,"%-37s : %u\n",hsg_op_type_string[t],hsg_op_type_counts[t]);
+}
+
+//
+//
+//
+
+static
+void
+hsg_config_init_shared()
+{
+ //
+ // The assumption here is that a proper smem_bs value was provided
+ // that represents the maximum fraction of the multiprocessor's
+ // available shared memory that can be accessed by the initial block
+ // sorting kernel.
+ //
+ // With CUDA devices this is 48KB out of 48KB, 64KB or 96KB.
+ //
+ // Intel subslices are a little trickier and the minimum allocation
+ // is 4KB and the maximum is 64KB on pre-Skylake IGPs. Sizes are
+ // allocated in 1KB increments. If a maximum of two block sorters
+ // can occupy a subslice then each should be assigned 32KB of shared
+ // memory.
+ //
+ // News Flash: apparently GEN9+ IGPs can allocate 1KB of SMEM per
+ // workgroup so all the previously written logic to support this
+ // issue is being removed.
+ //
+ uint32_t const bs_keys = hsg_config.block.smem_bs / (hsg_config.type.words * sizeof(uint32_t));
+
+ hsg_config.warp.skpw_bs = bs_keys / hsg_merge[0].warps;
+}
+
+static
+void
+hsg_merge_levels_init_shared(struct hsg_merge * const merge)
+{
+ {
+ //
+ // What is the max amount of shared in each possible bs block config?
+ //
+ // The provided smem_bs size will be allocated for each sorting block.
+ //
+ uint32_t const bs_threads = merge->warps * hsg_config.warp.lanes;
+ uint32_t const bs_keys = hsg_config.block.smem_bs / (hsg_config.type.words * sizeof(uint32_t));
+ uint32_t const bs_kpt = bs_keys / bs_threads;
+ uint32_t const bs_kpt_mod = (bs_kpt / hsg_config.block.warps_mod) * hsg_config.block.warps_mod;
+ uint32_t const bs_rows_even = bs_kpt_mod & ~1; // must be even because flip merge only works on row pairs
+
+ // this is a showstopper
+ if (bs_rows_even < 2)
+ {
+ fprintf(stderr,"Error: need at least 2 rows of shared memory.\n");
+ exit(-1);
+ }
+
+ // clamp to number of registers
+ merge->rows_bs = min(bs_rows_even, hsg_config.thread.regs);
+ }
+
+ //
+ // smem key allocation rule for BC kernels is that a single block
+ // can't allocate more than smem_bs and must allocate at least
+ // smem_min in smem_quantum steps.
+ //
+ // Note that BC blocks will always be less than or equal to BS
+ // blocks.
+ //
+ {
+ //
+ // if merge->warps is not pow2 then we're going to skip creating a bc elsewhere
+ //
+ uint32_t const bc_warps_min = max(merge->warps,hsg_config.block.warps_min);
+ uint32_t const bc_threads = bc_warps_min * hsg_config.warp.lanes;
+ uint32_t const bc_block_rd = (((hsg_config.block.smem_bc * bc_warps_min) / hsg_config.block.warps_max) /
+ hsg_config.block.smem_quantum) * hsg_config.block.smem_quantum;
+ uint32_t const bc_block_max = max(bc_block_rd,hsg_config.block.smem_min);
+ uint32_t const bc_block_smem = min(bc_block_max,hsg_config.block.smem_bs);
+
+ // what is the max amount of shared in each possible bc block config?
+ uint32_t const bc_keys = bc_block_smem / (hsg_config.type.words * sizeof(uint32_t));
+ uint32_t const bc_kpt = bc_keys / bc_threads;
+ uint32_t const bc_kpt_mod = (bc_kpt / hsg_config.block.warps_mod) * hsg_config.block.warps_mod;
+
+ merge->rows_bc = min(bc_kpt_mod, hsg_config.thread.regs);
+ merge->skpw_bc = bc_keys / bc_warps_min;
+ }
+}
+
+//
+//
+//
+
+static
+void
+hsg_merge_levels_init_1(struct hsg_merge * const merge, uint32_t const warps, uint32_t const level, uint32_t const offset)
+{
+ uint32_t const even_odd = warps & 1;
+
+ merge->levels[level].evenodds[even_odd]++;
+ merge->levels[level].networks[even_odd] = warps;
+
+ if (warps == 1)
+ return;
+
+ merge->levels[level].active.b64 |= BITS_TO_MASK_AT_64(warps,offset);
+
+ uint32_t const count = merge->levels[level].count++;
+ uint32_t const index = (1 << level) + count;
+ uint32_t const bit = 1 << count;
+
+ merge->levels[level].evenodd_masks[even_odd] |= bit;
+
+ if (count > 0)
+ {
+ // offset from network to left of this network
+ uint32_t const diff = offset - merge->offsets[index-1];
+
+ uint32_t const diff_0 = merge->levels[level].diffs[0];
+ uint32_t const diff_1 = merge->levels[level].diffs[1];
+
+ uint32_t diff_idx = UINT32_MAX;
+
+ if ((diff_0 == 0) || (diff_0 == diff)) {
+ diff_idx = 0;
+ } else if ((diff_1 == 0) || (diff_1 == diff)) {
+ diff_idx = 1;
+ } else {
+ fprintf(stderr, "*** MORE THAN TWO DIFFS ***\n");
+ exit(-1);
+ }
+
+ merge->levels[level].diffs [diff_idx] = diff;
+ merge->levels[level].diff_masks[diff_idx] |= 1 << (count-1);
+ }
+
+ merge->networks[index] = warps;
+ merge->offsets [index] = offset;
+
+ uint32_t const l = (warps+1)/2; // lower/larger on left
+ uint32_t const r = (warps+0)/2; // higher/smaller on right
+
+ hsg_merge_levels_init_1(merge,l,level+1,offset);
+ hsg_merge_levels_init_1(merge,r,level+1,offset+l);
+}
+
+static
+void
+hsg_merge_levels_debug(struct hsg_merge * const merge)
+{
+ for (uint32_t level=0; level<MERGE_LEVELS_MAX_LOG2; level++)
+ {
+ uint32_t count = merge->levels[level].count;
+
+ if (count == 0)
+ break;
+
+ fprintf(stderr,
+ "%-4u : %016llX \n",
+ count,
+ merge->levels[level].active.b64);
+
+ fprintf(stderr,
+ "%-4u : %08X (%2u)\n"
+ "%-4u : %08X (%2u)\n",
+ merge->levels[level].diffs[0],
+ merge->levels[level].diff_masks[0],
+ __popcnt(merge->levels[level].diff_masks[0]),
+ merge->levels[level].diffs[1],
+ merge->levels[level].diff_masks[1],
+ __popcnt(merge->levels[level].diff_masks[1]));
+
+ fprintf(stderr,
+ "EVEN : %08X (%2u)\n"
+ "ODD : %08X (%2u)\n",
+ merge->levels[level].evenodd_masks[0],
+ __popcnt(merge->levels[level].evenodd_masks[0]),
+ merge->levels[level].evenodd_masks[1],
+ __popcnt(merge->levels[level].evenodd_masks[1]));
+
+ for (uint32_t ii=0; ii<2; ii++)
+ {
+ if (merge->levels[level].networks[ii] > 1)
+ {
+ fprintf(stderr,
+ "%-4s : ( %2u x %2u )\n",
+ (ii == 0) ? "EVEN" : "ODD",
+ merge->levels[level].evenodds[ii],
+ merge->levels[level].networks[ii]);
+ }
+ }
+
+ uint32_t index = 1 << level;
+
+ while (count-- > 0)
+ {
+ fprintf(stderr,
+ "[ %2u %2u ] ",
+ merge->offsets [index],
+ merge->networks[index]);
+
+ index += 1;
+ }
+
+ fprintf(stderr,"\n\n");
+ }
+}
+
+static
+void
+hsg_merge_levels_hint(struct hsg_merge * const merge, bool const autotune)
+{
+ // clamp against merge levels
+ for (uint32_t level=0; level<MERGE_LEVELS_MAX_LOG2; level++)
+ {
+ // max network
+ uint32_t const n_max = max(merge->levels[level].networks[0],
+ merge->levels[level].networks[1]);
+
+ if (n_max <= (merge->rows_bs + hsg_config.thread.xtra))
+ break;
+
+ if (autotune)
+ {
+ hsg_config.thread.xtra = n_max - merge->rows_bs;
+
+ uint32_t const r_total = hsg_config.thread.regs + hsg_config.thread.xtra;
+ uint32_t const r_limit = (hsg_config.type.words == 1) ? 120 : 58;
+
+ if (r_total <= r_limit)
+ {
+ fprintf(stderr,"autotune: %u + %u\n",
+ hsg_config.thread.regs,
+ hsg_config.thread.xtra);
+ break;
+ }
+ else
+ {
+ fprintf(stderr,"skipping autotune: %u + %u > %u\n",
+ hsg_config.thread.regs,
+ hsg_config.thread.xtra,
+ r_limit);
+ exit(-1);
+ }
+ }
+
+ fprintf(stderr,"*** HINT *** Try extra registers: %u\n",
+ n_max - merge->rows_bs);
+
+ exit(-1);
+ }
+}
+
+//
+//
+//
+
+static
+struct hsg_op *
+hsg_op(struct hsg_op * ops, struct hsg_op const opcode)
+{
+ hsg_op_type_counts[opcode.type] += 1;
+
+ *ops = opcode;
+
+ return ops+1;
+}
+
+static
+struct hsg_op *
+hsg_exit(struct hsg_op * ops)
+{
+ return hsg_op(ops,EXIT());
+}
+
+static
+struct hsg_op *
+hsg_end(struct hsg_op * ops)
+{
+ return hsg_op(ops,END());
+}
+
+static
+struct hsg_op *
+hsg_begin(struct hsg_op * ops)
+{
+ return hsg_op(ops,BEGIN());
+}
+
+static
+struct hsg_op *
+hsg_else(struct hsg_op * ops)
+{
+ return hsg_op(ops,ELSE());
+}
+
+static
+struct hsg_op *
+hsg_network_copy(struct hsg_op * ops,
+ struct hsg_network const * const nets,
+ uint32_t const idx,
+ uint32_t const prefix)
+{
+ uint32_t const len = nets[idx].length;
+ struct hsg_op const * const cxa = nets[idx].network;
+
+ for (uint32_t ii=0; ii<len; ii++)
+ {
+ const struct hsg_op * const cx = cxa + ii;
+
+ ops = hsg_op(ops,CMP_XCHG(cx->a,cx->b,prefix));
+ }
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_thread_sort(struct hsg_op * ops)
+{
+ uint32_t const idx = hsg_config.thread.regs / 2 - 1;
+
+ return hsg_network_copy(ops,hsg_networks_sorting,idx,UINT32_MAX);
+}
+
+static
+struct hsg_op *
+hsg_thread_merge_prefix(struct hsg_op * ops, uint32_t const network, uint32_t const prefix)
+{
+ if (network <= 1)
+ return ops;
+
+ return hsg_network_copy(ops,hsg_networks_merging,network-2,prefix);
+}
+
+static
+struct hsg_op *
+hsg_thread_merge(struct hsg_op * ops, uint32_t const network)
+{
+ return hsg_thread_merge_prefix(ops,network,UINT32_MAX);
+}
+
+static
+struct hsg_op *
+hsg_thread_merge_offset_prefix(struct hsg_op * ops, uint32_t const offset, uint32_t const network, uint32_t const prefix)
+{
+ if (network <= 1)
+ return ops;
+
+ uint32_t const idx = network - 2;
+ uint32_t const len = hsg_networks_merging[idx].length;
+ struct hsg_op const * const cxa = hsg_networks_merging[idx].network;
+
+ for (uint32_t ii=0; ii<len; ii++)
+ {
+ struct hsg_op const * const cx = cxa + ii;
+
+ ops = hsg_op(ops,CMP_XCHG(offset + cx->a,offset + cx->b,prefix));
+ }
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_thread_merge_offset(struct hsg_op * ops, uint32_t const offset, uint32_t const network)
+{
+ return hsg_thread_merge_offset_prefix(ops,offset,network,UINT32_MAX);
+}
+
+static
+struct hsg_op *
+hsg_thread_merge_left_right_prefix(struct hsg_op * ops, uint32_t const left, uint32_t const right, uint32_t const prefix)
+{
+ for (uint32_t l=left,r=left+1; r<=left+right; l--,r++)
+ {
+ ops = hsg_op(ops,CMP_XCHG(l,r,prefix));
+ }
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_thread_merge_left_right(struct hsg_op * ops, uint32_t const left, uint32_t const right)
+{
+ return hsg_thread_merge_left_right_prefix(ops,left,right,UINT32_MAX);
+}
+
+static
+struct hsg_op *
+hsg_warp_half_network(struct hsg_op * ops)
+{
+ uint32_t const n = hsg_config.thread.regs;
+
+ for (uint32_t r=1; r<=n; r++)
+ ops = hsg_op(ops,CMP_HALF(r-1,r));
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_warp_half_downto(struct hsg_op * ops, uint32_t h)
+{
+ //
+ // *** from h: downto[f/2,1)
+ // **** lane_half(h)
+ //
+ for (; h > 1; h/=2)
+ {
+ ops = hsg_begin(ops);
+
+ ops = hsg_op(ops,WARP_HALF(h));
+ ops = hsg_warp_half_network(ops);
+
+ ops = hsg_end(ops);
+ }
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_warp_flip_network(struct hsg_op * ops)
+{
+ uint32_t const n = hsg_config.thread.regs;
+
+ for (uint32_t r=1; r<=n/2; r++)
+ ops = hsg_op(ops,CMP_FLIP(r-1,r,n+1-r));
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_warp_flip(struct hsg_op * ops, uint32_t f)
+{
+ ops = hsg_begin(ops);
+
+ ops = hsg_op(ops,WARP_FLIP(f));
+ ops = hsg_warp_flip_network(ops);
+
+ ops = hsg_end(ops);
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_bx_warp_load(struct hsg_op * ops, const int32_t vin_or_vout)
+{
+ uint32_t const n = hsg_config.thread.regs;
+
+ for (uint32_t r=1; r<=n; r++)
+ ops = hsg_op(ops,BX_REG_GLOBAL_LOAD(r,vin_or_vout));
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_bx_warp_store(struct hsg_op * ops)
+{
+ uint32_t const n = hsg_config.thread.regs;
+
+ for (uint32_t r=1; r<=n; r++)
+ ops = hsg_op(ops,BX_REG_GLOBAL_STORE(r));
+
+ return ops;
+}
+
+//
+//
+//
+
+static
+struct hsg_op *
+hsg_warp_transpose(struct hsg_op * ops)
+{
+ // func proto
+ ops = hsg_op(ops,TRANSPOSE_KERNEL_PROTO());
+
+ // begin
+ ops = hsg_begin(ops);
+
+ // preamble
+ ops = hsg_op(ops,TRANSPOSE_KERNEL_PREAMBLE());
+
+ // load
+ ops = hsg_bx_warp_load(ops,1); // 1 = load from vout[]
+
+ // emit transpose blend and remap macros ...
+ ops = hsg_op(ops,TRANSPOSE_KERNEL_BODY());
+
+ // ... done!
+ ops = hsg_end(ops);
+
+ return ops;
+}
+
+//
+//
+//
+
+static
+struct hsg_op *
+hsg_warp_half(struct hsg_op * ops, uint32_t const h)
+{
+ //
+ // *** from h: downto[f/2,1)
+ // **** lane_half(h)
+ // *** thread_merge
+ //
+ ops = hsg_warp_half_downto(ops,h);
+ ops = hsg_thread_merge(ops,hsg_config.thread.regs);
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_warp_merge(struct hsg_op * ops)
+{
+ //
+ // * from f: upto[2,warp.lanes]
+ // ** lane_flip(f)
+ // *** from h: downto[f/2,1)
+ // **** lane_half(h)
+ // *** thread_merge
+ //
+ uint32_t const level = hsg_config.warp.lanes;
+
+ for (uint32_t f=2; f<=level; f*=2)
+ {
+ ops = hsg_warp_flip(ops,f);
+ ops = hsg_warp_half(ops,f/2);
+ }
+
+ return ops;
+}
+
+//
+//
+//
+
+static
+struct hsg_op *
+hsg_bc_half_merge_level(struct hsg_op * ops,
+ struct hsg_merge const * const merge,
+ uint32_t const r_lo,
+ uint32_t const s_count)
+{
+ // guaranteed to be an even network
+ uint32_t const net_even = merge->levels[0].networks[0];
+
+ // min of warps in block and remaining horizontal rows
+ uint32_t const active = min(s_count, net_even);
+
+ // conditional on blockIdx.x
+ if (active < merge->warps)
+ ops = hsg_op(ops,BX_MERGE_H_PRED(active)); // FIXME BX_MERGE
+
+ // body begin
+ ops = hsg_begin(ops);
+
+ // scale for min block
+ uint32_t const scale = net_even >= hsg_config.block.warps_min ? 1 : hsg_config.block.warps_min / net_even;
+
+ // loop if more smem rows than warps
+ for (uint32_t rr=0; rr<s_count; rr+=active)
+ {
+ // body begin
+ ops = hsg_begin(ops);
+
+ // skip down slab
+ uint32_t const gmem_base = r_lo - 1 + rr;
+
+ // load registers horizontally -- striding across slabs
+ for (uint32_t ll=1; ll<=net_even; ll++)
+ ops = hsg_op(ops,BC_REG_GLOBAL_LOAD_LEFT(ll,gmem_base+(ll-1)*hsg_config.thread.regs,0));
+
+ // merge all registers
+ ops = hsg_thread_merge_prefix(ops,net_even,0);
+
+ // if we're looping then there is a base
+ uint32_t const smem_base = rr * net_even * scale;
+
+ // store all registers
+ for (uint32_t ll=1; ll<=net_even; ll++)
+ ops = hsg_op(ops,BX_REG_SHARED_STORE_LEFT(ll,smem_base+ll-1,0));
+
+ // body end
+ ops = hsg_end(ops);
+ }
+
+ // body end
+ ops = hsg_end(ops);
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_bc_half_merge(struct hsg_op * ops, struct hsg_merge const * const merge)
+{
+ //
+ // will only be called with merge->warps >= 2
+ //
+ uint32_t const warps = max(merge->warps,hsg_config.block.warps_min);
+
+ // guaranteed to be an even network
+ uint32_t const net_even = merge->levels[0].networks[0];
+
+ // set up left SMEM pointer
+ ops = hsg_op(ops,BC_MERGE_H_PREAMBLE(merge->index));
+
+ // trim to number of warps in block -- FIXME -- try make this a
+ // multiple of local processor count (Intel = 8, NVIDIA = 4)
+ uint32_t const s_max = merge->rows_bc;
+
+ // for all the registers
+ for (uint32_t r_lo = 1; r_lo <= hsg_config.thread.regs; r_lo += s_max)
+ {
+ // compute store count
+ uint32_t const r_rem = hsg_config.thread.regs + 1 - r_lo;
+ uint32_t const s_count = min(s_max,r_rem);
+
+ // block sync -- can skip if first
+ if (r_lo > 1)
+ ops = hsg_op(ops,BLOCK_SYNC());
+
+ // merge loop
+ ops = hsg_bc_half_merge_level(ops,merge,r_lo,s_count);
+
+ // block sync
+ ops = hsg_op(ops,BLOCK_SYNC());
+
+ // load rows from shared
+ for (uint32_t c=0; c<s_count; c++)
+ ops = hsg_op(ops,BC_REG_SHARED_LOAD_V(warps,r_lo+c,c));
+ }
+
+ return ops;
+}
+
+//
+//
+//
+
+static
+struct hsg_op *
+hsg_bs_flip_merge_level(struct hsg_op * ops,
+ struct hsg_merge const * const merge,
+ uint32_t const level,
+ uint32_t const s_pairs)
+{
+ //
+ // Note there are a number of ways to flip merge these warps. There
+ // is a magic number in the merge structure that indicates which
+ // warp to activate as well as what network size to invoke.
+ //
+ // This more complex scheme was used in the past.
+ //
+ // The newest scheme is far dumber/simpler and simply directs a warp
+ // to gather up the network associated with a row and merge them.
+ //
+ // This scheme may use more registers per thread but not all
+ // compilers are high quality.
+ //
+ // If there are more warps than smem row pairs to merge then we
+ // disable the spare warps.
+ //
+ // If there are more row pairs than warps then each warp works on
+ // an equal number of rows.
+ //
+ // Note that it takes two warps to flip merge two smem rows.
+ //
+ // FIXME -- We may want to apply the warp smem "mod" value here to
+ // attempt to balance the load>merge>store operations across the
+ // multiprocessor cores.
+ //
+ // FIXME -- the old scheme attempted to keep all the warps active
+ // but the iteration logic was more complex. See 2016 checkins.
+ //
+
+ // where are we in computed merge?
+ uint32_t const count = merge->levels[level].count;
+ uint32_t const index = 1 << level;
+
+ uint32_t s_rows = s_pairs * 2;
+ uint32_t base = 0;
+
+ while (s_rows > 0)
+ {
+ uint32_t active = merge->warps;
+
+ // disable warps if necessary
+ if (merge->warps > s_rows) {
+ active = s_rows;
+ ops = hsg_op(ops,BX_MERGE_H_PRED(active));
+ }
+
+ // body begin
+ ops = hsg_begin(ops);
+
+ // how many equal number of rows to merge?
+ uint32_t loops = s_rows / active;
+
+ // decrement
+ s_rows -= loops * active;
+
+ for (uint32_t ss=0; ss<loops; ss++)
+ {
+ // load all registers
+ for (uint32_t ii=0; ii<count; ii++)
+ {
+ // body begin
+ ops = hsg_begin(ops);
+
+ uint32_t const offset = merge->offsets [index+ii];
+ uint32_t const network = merge->networks[index+ii];
+ uint32_t const lo = (network + 1) / 2;
+
+ for (uint32_t ll=1; ll<=lo; ll++)
+ ops = hsg_op(ops,BS_REG_SHARED_LOAD_LEFT(ll,base+offset+ll-1,ii));
+
+ for (uint32_t rr=lo+1; rr<=network; rr++)
+ ops = hsg_op(ops,BS_REG_SHARED_LOAD_RIGHT(rr,base+offset+rr-1,ii));
+
+ // compare left and right
+ ops = hsg_thread_merge_left_right_prefix(ops,lo,network-lo,ii);
+
+ // right merging network
+ ops = hsg_thread_merge_offset_prefix(ops,lo,network-lo,ii);
+
+ // left merging network
+ ops = hsg_thread_merge_prefix(ops,lo,ii);
+
+ for (uint32_t ll=1; ll<=lo; ll++)
+ ops = hsg_op(ops,BX_REG_SHARED_STORE_LEFT(ll,base+offset+ll-1,ii));
+
+ for (uint32_t rr=lo+1; rr<=network; rr++)
+ ops = hsg_op(ops,BS_REG_SHARED_STORE_RIGHT(rr,base+offset+rr-1,ii));
+
+ // body end
+ ops = hsg_end(ops);
+ }
+
+ base += active * merge->warps;
+ }
+
+ // body end
+ ops = hsg_end(ops);
+ }
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_bs_flip_merge(struct hsg_op * ops, struct hsg_merge const * const merge)
+{
+ // set up horizontal smem pointer
+ ops = hsg_op(ops,BS_MERGE_H_PREAMBLE(merge->index));
+
+ // begin merge
+ uint32_t level = MERGE_LEVELS_MAX_LOG2;
+
+ while (level-- > 0)
+ {
+ uint32_t const count = merge->levels[level].count;
+
+ if (count == 0)
+ continue;
+
+ uint32_t const r_mid = hsg_config.thread.regs/2 + 1;
+ uint32_t const s_pairs_max = merge->rows_bs/2; // this is warp mod
+
+ // for all the registers
+ for (uint32_t r_lo=1; r_lo<r_mid; r_lo+=s_pairs_max)
+ {
+ uint32_t r_hi = hsg_config.thread.regs + 1 - r_lo;
+
+ // compute store count
+ uint32_t const s_pairs = min(s_pairs_max,r_mid - r_lo);
+
+ // store rows to shared
+ for (uint32_t c=0; c<s_pairs; c++)
+ {
+ ops = hsg_op(ops,BS_REG_SHARED_STORE_V(merge->index,r_lo+c,c*2+0));
+ ops = hsg_op(ops,BS_REG_SHARED_STORE_V(merge->index,r_hi-c,c*2+1));
+ }
+
+ // block sync
+ ops = hsg_op(ops,BLOCK_SYNC());
+
+ // merge loop
+ ops = hsg_bs_flip_merge_level(ops,merge,level,s_pairs);
+
+ // block sync
+ ops = hsg_op(ops,BLOCK_SYNC());
+
+ // load rows from shared
+ for (uint32_t c=0; c<s_pairs; c++)
+ {
+ ops = hsg_op(ops,BS_REG_SHARED_LOAD_V(merge->index,r_lo+c,c*2+0));
+ ops = hsg_op(ops,BS_REG_SHARED_LOAD_V(merge->index,r_hi-c,c*2+1));
+ }
+ }
+
+ // conditionally clean -- no-op if equal to number of warps/block
+ if (merge->levels[level].active.b64 != BITS_TO_MASK_64(merge->warps))
+ ops = hsg_op(ops,BS_ACTIVE_PRED(merge->index,level));
+
+ // clean warp
+ ops = hsg_begin(ops);
+ ops = hsg_warp_half(ops,hsg_config.warp.lanes);
+ ops = hsg_end(ops);
+ }
+
+ return ops;
+}
+
+/*
+
+//
+// DELETE ME WHEN READY
+//
+
+static
+struct hsg_op *
+hsg_bs_flip_merge_all(struct hsg_op * ops, const struct hsg_merge * const merge)
+{
+ for (uint32_t merge_idx=0; merge_idx<MERGE_LEVELS_MAX_LOG2; merge_idx++)
+ {
+ const struct hsg_merge* const m = merge + merge_idx;
+
+ if (m->warps < 2)
+ break;
+
+ ops = hsg_op(ops,BS_FRAC_PRED(merge_idx,m->warps));
+ ops = hsg_begin(ops);
+ ops = hsg_bs_flip_merge(ops,m);
+ ops = hsg_end(ops);
+ }
+
+ return ops;
+}
+*/
+
+//
+// GENERATE SORT KERNEL
+//
+
+static
+struct hsg_op *
+hsg_bs_sort(struct hsg_op * ops, const struct hsg_merge * const merge)
+{
+ // func proto
+ ops = hsg_op(ops,BS_KERNEL_PROTO(merge->index));
+
+ // begin
+ ops = hsg_begin(ops);
+
+ // shared declare
+ ops = hsg_op(ops,BS_KERNEL_PREAMBLE(merge->index));
+
+ // load
+ ops = hsg_bx_warp_load(ops,0); // 0 = load from vin[]
+
+ // thread sorting network
+ ops = hsg_thread_sort(ops);
+
+ // warp merging network
+ ops = hsg_warp_merge(ops);
+
+ // slab merging network
+ if (merge->warps > 1)
+ ops = hsg_bs_flip_merge(ops,merge);
+
+ // store
+ ops = hsg_bx_warp_store(ops);
+
+ // end
+ ops = hsg_end(ops);
+
+ return ops;
+}
+
+//
+// GENERATE SORT KERNELS
+//
+
+static
+struct hsg_op *
+hsg_bs_sort_all(struct hsg_op * ops)
+{
+ for (uint32_t merge_idx=0; merge_idx<MERGE_LEVELS_MAX_LOG2; merge_idx++)
+ {
+ const struct hsg_merge* const m = hsg_merge + merge_idx;
+
+ if (m->warps == 0)
+ break;
+
+ ops = hsg_bs_sort(ops,m);
+ }
+
+ return ops;
+}
+
+//
+// GENERATE CLEAN KERNEL FOR A POWER-OF-TWO
+//
+
+static
+struct hsg_op *
+hsg_bc_clean(struct hsg_op * ops, const struct hsg_merge * const merge)
+{
+ // func proto
+ ops = hsg_op(ops,BC_KERNEL_PROTO(merge->index));
+
+ // begin
+ ops = hsg_begin(ops);
+
+ // shared declare
+ ops = hsg_op(ops,BC_KERNEL_PREAMBLE(merge->index));
+
+ // if warps == 1 then smem isn't used for merging
+ if (merge->warps == 1)
+ {
+ // load slab directly
+ ops = hsg_bx_warp_load(ops,1); // load from vout[]
+ }
+ else
+ {
+ // block merging network -- strided load of slabs
+ ops = hsg_bc_half_merge(ops,merge);
+ }
+
+ // clean warp
+ ops = hsg_begin(ops);
+ ops = hsg_warp_half(ops,hsg_config.warp.lanes);
+ ops = hsg_end(ops);
+
+ // store
+ ops = hsg_bx_warp_store(ops);
+
+ // end
+ ops = hsg_end(ops);
+
+ return ops;
+}
+
+//
+// GENERATE CLEAN KERNELS
+//
+
+static
+struct hsg_op *
+hsg_bc_clean_all(struct hsg_op * ops)
+{
+ for (uint32_t merge_idx=0; merge_idx<MERGE_LEVELS_MAX_LOG2; merge_idx++)
+ {
+ const struct hsg_merge* const m = hsg_merge + merge_idx;
+
+ if (m->warps == 0)
+ break;
+
+ // only generate pow2 clean kernels less than or equal to max
+ // warps in block with the assumption that we would've generated
+ // a wider sort kernel if we could've so a wider clean kernel
+ // isn't a feasible size
+ if (!is_pow2_u32(m->warps))
+ continue;
+
+ ops = hsg_bc_clean(ops,m);
+ }
+
+ return ops;
+}
+
+//
+// GENERATE FLIP MERGE KERNEL
+//
+
+static
+struct hsg_op *
+hsg_fm_thread_load_left(struct hsg_op * ops, uint32_t const n)
+{
+ uint32_t const mid = n/2;
+
+ for (uint32_t r=1; r<=mid; r++)
+ ops = hsg_op(ops,FM_REG_GLOBAL_LOAD_LEFT(r,r-1));
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_fm_thread_store_left(struct hsg_op * ops, uint32_t const n)
+{
+ uint32_t const mid = n/2;
+
+ for (uint32_t r=mid; r>=1; r--)
+ ops = hsg_op(ops,FM_REG_GLOBAL_STORE_LEFT(r,r-1));
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_fm_thread_load_right(struct hsg_op * ops, uint32_t const n, uint32_t const span_right)
+{
+ uint32_t const mid = n / 2;
+ uint32_t const first = mid + 1;
+ uint32_t const last = mid + span_right;
+
+ for (uint32_t r=first; r<=last; r++)
+ ops = hsg_op(ops,FM_REG_GLOBAL_LOAD_RIGHT(r,r-first));
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_fm_thread_store_right(struct hsg_op * ops, uint32_t const n, uint32_t const span_right)
+{
+ uint32_t const mid = n / 2;
+ uint32_t const first = mid + 1;
+ uint32_t const last = mid + span_right;
+
+ for (uint32_t r=last; r>=first; r--)
+ ops = hsg_op(ops,FM_REG_GLOBAL_STORE_RIGHT(r,r-first));
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_fm_thread_merge_right(struct hsg_op * ops, uint32_t const n, uint32_t const span_right)
+{
+ // conditional
+ ops = hsg_op(ops,FM_MERGE_RIGHT_PRED(n/2,span_right));
+
+ // begin
+ ops = hsg_begin(ops);
+
+ // load
+ ops = hsg_fm_thread_load_right(ops,n,span_right);
+
+ // compare left and right
+ ops = hsg_thread_merge_left_right(ops,n/2,span_right);
+
+ // right merging network
+ ops = hsg_thread_merge_offset(ops,n/2,span_right);
+
+ // store
+ ops = hsg_fm_thread_store_right(ops,n,span_right);
+
+ // end
+ ops = hsg_end(ops);
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_fm_thread_merge_right_all(struct hsg_op * ops, uint32_t const span)
+{
+ ops = hsg_fm_thread_merge_right(ops,span,span/2);
+
+ for (uint32_t span_pow2 = pow2_ru_u32(span) / 4; span_pow2 >= 1; span_pow2 /= 2)
+ {
+ ops = hsg_fm_thread_merge_right(ops,span,span_pow2);
+ }
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_fm_merge(struct hsg_op * ops, uint32_t const level, uint32_t const span, uint32_t const fm_scale)
+{
+ // func proto
+ ops = hsg_op(ops,FM_KERNEL_PROTO(level,fm_scale));
+
+ // begin
+ ops = hsg_begin(ops);
+
+ // shared declare
+ ops = hsg_op(ops,FM_KERNEL_PREAMBLE(span,fm_scale));
+
+ // load
+ ops = hsg_fm_thread_load_left(ops,span);
+
+ // right merging network
+ ops = hsg_fm_thread_merge_right_all(ops,span);
+
+ // left merging network
+ ops = hsg_thread_merge(ops,span/2);
+
+ // store
+ ops = hsg_fm_thread_store_left(ops,span);
+
+ // end
+ ops = hsg_end(ops);
+
+ return ops;
+}
+
+//
+// GENERATE HALF MERGE KERNELS
+//
+
+static
+struct hsg_op *
+hsg_hm_thread_load(struct hsg_op * ops, uint32_t const n)
+{
+ for (uint32_t r=1; r<=n; r++)
+ ops = hsg_op(ops,HM_REG_GLOBAL_LOAD(r,r-1));
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_hm_thread_store(struct hsg_op * ops, uint32_t const n)
+{
+ for (uint32_t r=n; r>=1; r--)
+ ops = hsg_op(ops,HM_REG_GLOBAL_STORE(r,r-1));
+
+ return ops;
+}
+
+static
+struct hsg_op *
+hsg_hm_merge(struct hsg_op * ops, uint32_t const level, uint32_t const span, uint32_t const hm_scale)
+{
+ // func proto
+ ops = hsg_op(ops,HM_KERNEL_PROTO(level,level-msb_idx_u32(span)));
+
+ // begin
+ ops = hsg_begin(ops);
+
+ // declarations
+ ops = hsg_op(ops,HM_KERNEL_PREAMBLE(span,hm_scale));
+
+ // load
+ ops = hsg_hm_thread_load(ops,span);
+
+ // thread merging network
+ ops = hsg_thread_merge(ops,span);
+
+ // store
+ ops = hsg_hm_thread_store(ops,span);
+
+ // end
+ ops = hsg_end(ops);
+
+ return ops;
+}
+
+//
+//
+//
+
+static
+struct hsg_op *
+hsg_fm_merge_level(struct hsg_op * ops, uint32_t const level)
+{
+ uint32_t const bc_max = pow2_rd_u32(hsg_merge[0].warps);
+ uint32_t const bc_max_log2 = msb_idx_u32(bc_max);
+
+ uint32_t const fm_level = (level <= bc_max_log2) ? hsg_config.merge.flip.lo : min(level - bc_max_log2,hsg_config.merge.flip.hi);
+ uint32_t const fm_scale = level - fm_level;
+
+ ops = hsg_fm_merge(ops,
+ level,
+ hsg_merge[0].warps * (1u << fm_level),
+ fm_scale);
+
+ return ops;
+}
+
+//
+//
+//
+
+static
+struct hsg_op *
+hsg_hm_merge_level(struct hsg_op * ops, uint32_t const level)
+{
+ uint32_t const bc_max = pow2_rd_u32(hsg_merge[0].warps);
+ uint32_t const bc_max_log2 = msb_idx_u32(bc_max);
+
+ uint32_t const fm_log2_max = bc_max_log2 + hsg_config.merge.flip.hi;
+
+ if (level > fm_log2_max)
+ {
+ uint32_t const down_warps_log2 = level - fm_log2_max;
+ uint32_t const hm_level = max(hsg_config.merge.half.lo,min(hsg_config.merge.half.hi,down_warps_log2));
+
+ ops = hsg_hm_merge(ops,
+ level - hsg_config.merge.flip.hi,
+ bc_max * (1u << hm_level),
+ down_warps_log2 - hm_level);
+ }
+
+ return ops;
+}
+
+//
+// GENERATE MERGE KERNELS
+//
+
+static
+struct hsg_op *
+hsg_xm_merge_all(struct hsg_op * ops)
+{
+ uint32_t const keys_per_block = hsg_merge[0].warps * hsg_config.warp.lanes * hsg_config.thread.regs;
+ uint32_t const blocks = ((1U << hsg_config.merge.max_log2) + keys_per_block - 1) / keys_per_block;
+ uint32_t const blocks_ru = pow2_ru_u32(blocks);
+ uint32_t const blocks_log2 = msb_idx_u32(blocks_ru);
+
+ for (uint32_t level=1; level<=blocks_log2; level+=1)
+ {
+ //
+ // GENERATE FLIP MERGE KERNELS
+ //
+ ops = hsg_fm_merge_level(ops,level);
+
+ //
+ // GENERATE HALF MERGE KERNELS
+ //
+ ops = hsg_hm_merge_level(ops,level);
+ }
+
+ return ops;
+}
+
+//
+//
+//
+
+void
+hsg_target_indent(struct hsg_file * const files, uint32_t const depth)
+{
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%*s",
+ depth*HSG_INDENT,"");
+}
+
+void
+hsg_target_debug(struct hsg_file * const files,
+ const struct hsg_merge * const merge,
+ const struct hsg_op * const ops,
+ uint32_t const depth)
+{
+
+ hsg_target_indent(files,depth);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s\n",
+ hsg_op_type_string[ops->type]);
+}
+
+//
+//
+//
+
+static
+struct hsg_file*
+hsg_files_open(const char * prefix, const char ** suffix)
+{
+#define STR_BUF_SIZE 80
+
+ struct hsg_file * files = malloc(sizeof(struct hsg_file) * HSG_FILE_TYPE_COUNT);
+
+ for (int32_t ii=0; ii<HSG_FILE_TYPE_COUNT; ii++)
+ {
+ char * name = files[ii].name;
+
+ // save prefix
+ files[ii].prefix = prefix;
+
+ // build filename
+ strcpy_s(name,STR_BUF_SIZE,prefix);
+ strcat_s(name,STR_BUF_SIZE,suffix[ii]);
+
+ // open file
+ fopen_s(&files[ii].file,name,"w+");
+ }
+
+ return files;
+}
+
+static
+void
+hsg_files_close(struct hsg_file * files)
+{
+ for (int32_t ii=0; ii<HSG_FILE_TYPE_COUNT; ii++)
+ fclose(files[ii].file);
+}
+
+//
+//
+//
+
+static
+const struct hsg_op *
+hsg_op_translate_depth(hsg_target_pfn target_pfn,
+ struct hsg_file * const files,
+ const struct hsg_merge * const merge,
+ const struct hsg_op * ops,
+ uint32_t const depth)
+{
+ while (ops->type != HSG_OP_TYPE_EXIT)
+ {
+ switch (ops->type)
+ {
+ case HSG_OP_TYPE_END:
+ target_pfn(files,merge,ops,depth-1);
+ return ops + 1;
+
+ case HSG_OP_TYPE_BEGIN:
+ target_pfn(files,merge,ops,depth);
+ ops = hsg_op_translate_depth(target_pfn,files,merge,ops+1,depth+1);
+ break;
+
+ default:
+ target_pfn(files,merge,ops++,depth);
+ }
+ }
+
+ return ops;
+}
+
+static
+void
+hsg_op_translate(hsg_target_pfn target_pfn,
+ struct hsg_file * const files,
+ const struct hsg_merge * const merge,
+ const struct hsg_op * ops)
+{
+ hsg_op_translate_depth(target_pfn,files,merge,ops,0);
+}
+
+//
+//
+//
+
+int
+main(int argc, char * argv[])
+{
+ //
+ // INIT
+ //
+ for (uint32_t ii=0; ii<=MERGE_LEVELS_MAX_LOG2; ii++)
+ {
+ hsg_merge[ii].index = ii;
+ hsg_merge[ii].warps = 32 / (1u << ii);
+ }
+
+ //
+ // PROCESS OPTIONS
+ //
+ int32_t arch = 0;
+ int32_t opt = 0;
+
+ bool quiet = false;
+ bool autotune = false;
+
+ while ((opt = getopt(argc,argv,"hqa:g:G:s:S:w:b:B:m:M:k:r:x:t:f:F:c:C:z")) != EOF)
+ {
+ switch (opt)
+ {
+ case 'h':
+ fprintf(stderr,"Help goes here...\n");
+ return -1;
+
+ case 'q':
+ quiet = true;
+ break;
+
+ case 'a':
+ arch = atoi(optarg);
+ break;
+
+ case 'g':
+ hsg_config.block.smem_min = atoi(optarg);
+ break;
+
+ case 'G':
+ hsg_config.block.smem_quantum = atoi(optarg);
+ break;
+
+ case 's':
+ hsg_config.block.smem_bs = atoi(optarg);
+
+ // set smem_bc if not already set
+ if (hsg_config.block.smem_bc == UINT32_MAX)
+ hsg_config.block.smem_bc = hsg_config.block.smem_bs;
+ break;
+
+ case 'S':
+ hsg_config.block.smem_bc = atoi(optarg);
+ break;
+
+ case 'w':
+ hsg_config.warp.lanes = atoi(optarg);
+ break;
+
+ case 'b':
+ // maximum warps in a workgroup / cta / thread block
+ {
+ uint32_t const warps = atoi(optarg);
+ uint32_t const warps_ru_pow2 = pow2_ru_u32(warps);
+
+ // set warps_max if not already set
+ if (hsg_config.block.warps_max == UINT32_MAX)
+ hsg_config.block.warps_max = warps_ru_pow2;
+
+ // must always be even
+ if ((warps&1) != 0)
+ {
+ fprintf(stderr,"Error: -b must be even.\n");
+ exit(-1);
+ }
+
+ hsg_merge[0].warps = warps;
+
+ for (uint32_t ii=1; ii<=MERGE_LEVELS_MAX_LOG2; ii++)
+ hsg_merge[ii].warps = warps_ru_pow2 / (1u << ii);
+ }
+ break;
+
+ case 'B':
+ // maximum warps that can fit in a multiprocessor
+ hsg_config.block.warps_max = atoi(optarg);
+ break;
+
+ case 'm':
+ // blocks using smem barriers must at least this many warps
+ hsg_config.block.warps_min = atoi(optarg);
+ break;
+
+ case 'M':
+ // the number of warps necessary to load balance horizontal merging
+ hsg_config.block.warps_mod = atoi(optarg);
+ break;
+
+ case 'k':
+ hsg_config.merge.max_log2 = atoi(optarg);
+ break;
+
+ case 'r':
+ {
+ uint32_t const regs = atoi(optarg);
+
+ if ((regs&1) != 0)
+ {
+ fprintf(stderr,"Error: -r must be even.\n");
+ exit(-1);
+ }
+
+ hsg_config.thread.regs = regs;
+ }
+ break;
+
+ case 'x':
+ hsg_config.thread.xtra = atoi(optarg);
+ break;
+
+ case 't':
+ hsg_config.type.words = atoi(optarg);
+ break;
+
+ case 'f':
+ hsg_config.merge.flip.lo = atoi(optarg);
+ break;
+
+ case 'F':
+ hsg_config.merge.flip.hi = atoi(optarg);
+ break;
+
+ case 'c':
+ hsg_config.merge.half.lo = atoi(optarg);
+ break;
+
+ case 'C':
+ hsg_config.merge.half.hi = atoi(optarg);
+ break;
+
+ case 'z':
+ autotune = true;
+ break;
+ }
+ }
+
+ //
+ // WHICH ARCH TARGET?
+ //
+ hsg_target_pfn hsg_target_pfn = (arch < HSG_TARGET_PFN_COUNT) ? hsg_target_pfns[arch] : hsg_target_debug;
+
+ //
+ // OPEN FILES
+ //
+ struct hsg_file * files = hsg_files_open(hsg_target_pfn_string[arch],hsg_file_type_string[arch]);
+
+ //
+ // INIT F_KEYS
+ //
+ hsg_config_init_shared();
+
+ //
+ // INIT MERGE MAGIC
+ //
+ for (uint32_t ii=0; ii<MERGE_LEVELS_MAX_LOG2; ii++)
+ {
+ struct hsg_merge * const merge = hsg_merge + ii;
+
+ if (merge->warps == 0)
+ break;
+
+ fprintf(stderr,">>> Generating: %1u %5u %5u %3u %3u ...\n",
+ hsg_config.type.words,
+ hsg_config.block.smem_bs,
+ hsg_config.block.smem_bc,
+ hsg_config.thread.regs,
+ merge->warps);
+
+ hsg_merge_levels_init_shared(merge);
+
+ hsg_merge_levels_init_1(merge,merge->warps,0,0);
+
+ hsg_merge_levels_hint(merge,autotune);
+
+ //
+ // THESE ARE FOR DEBUG/INSPECTION
+ //
+
+ if (!quiet)
+ {
+ hsg_merge_levels_debug(merge);
+ }
+ }
+
+ if (!quiet)
+ fprintf(stderr,"\n\n");
+
+ //
+ //
+ //
+ uint32_t const op_count = 1024*1024; // 2^20 ops for now!
+ struct hsg_op * const ops_begin = malloc(op_count * sizeof(*ops_begin));
+ struct hsg_op * ops = ops_begin;
+
+ //
+ // APPEND HEADER
+ //
+ ops = hsg_op(ops,FILE_HEADER());
+
+ //
+ // GENERATE TRANSPOSE KERNEL
+ //
+ ops = hsg_warp_transpose(ops);
+
+ //
+ // GENERATE SORT KERNEL
+ //
+ ops = hsg_bs_sort_all(ops);
+
+ //
+ // GENERATE CLEAN KERNELS
+ //
+ ops = hsg_bc_clean_all(ops);
+
+ //
+ // GENERATE MERGE KERNELS
+ //
+ ops = hsg_xm_merge_all(ops);
+
+ //
+ // APPEND FOOTER
+ //
+ ops = hsg_op(ops,FILE_FOOTER());
+
+ //
+ // ... WE'RE DONE!
+ //
+ ops = hsg_exit(ops);
+
+ //
+ // APPLY TARGET TRANSLATOR TO ACCUMULATED OPS
+ //
+ hsg_op_translate(hsg_target_pfn,files,hsg_merge,ops_begin);
+
+ //
+ //
+ //
+ if (!quiet)
+ hsg_op_debug();
+
+ //
+ //
+ //
+ hsg_files_close(files);
+
+ return 0;
+}
+
+//
+//
+//
diff --git a/src/compute/hs/gen/networks.h b/src/compute/hs/gen/networks.h
new file mode 100644
index 0000000..4a71891
--- /dev/null
+++ b/src/compute/hs/gen/networks.h
@@ -0,0 +1,40 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#pragma once
+
+//
+//
+//
+
+#include "gen.h"
+
+//
+//
+//
+
+struct hsg_network
+{
+ uint32_t const length;
+ struct hsg_op const * network;
+};
+
+//
+//
+//
+
+extern struct hsg_network const hsg_networks_sorting[];
+extern struct hsg_network const hsg_networks_merging[];
+
+//
+//
+//
diff --git a/src/compute/hs/gen/networks_merging.c b/src/compute/hs/gen/networks_merging.c
new file mode 100644
index 0000000..90dca03
--- /dev/null
+++ b/src/compute/hs/gen/networks_merging.c
@@ -0,0 +1,23708 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// This file was generated using the odd-merge rule.
+//
+
+#include "networks.h"
+#include "macros.h"
+
+//
+//
+//
+
+#define M(n) static struct hsg_op const mn##n[]
+#define X(a,b) { HSG_OP_TYPE_CMP_XCHG, { a, b }}
+
+//
+//
+//
+
+#define LM(n) { ARRAY_LENGTH(mn##n), mn##n }
+
+//
+//
+//
+
+M(2) = {
+ X(1,2)
+};
+M(3) = {
+ X(1,2), X(2,3), X(1,2)
+};
+M(4) = {
+ X(1,3), X(2,4), X(1,2), X(3,4)
+};
+M(5) = {
+ X(1,3), X(3,5), X(1,3), X(2,4), X(2,3), X(4,5), X(1,2), X(3,4)
+};
+M(6) = {
+ X(1,3), X(3,5), X(1,3), X(2,4), X(4,6), X(2,4), X(1,2), X(3,4), X(5,6)
+};
+M(7) = {
+ X(1,5), X(3,7), X(1,3), X(5,7), X(2,4), X(4,6), X(2,4), X(2,3), X(4,5),
+ X(6,7), X(1,2), X(3,4), X(5,6)
+};
+M(8) = {
+ X(1,5), X(3,7), X(1,3), X(5,7), X(2,6), X(4,8), X(2,4), X(6,8), X(1,2),
+ X(3,4), X(5,6), X(7,8)
+};
+M(9) = {
+ X(1,5), X(5,9), X(1,5), X(3,7), X(3,5), X(7,9), X(1,3), X(5,7), X(2,6),
+ X(4,8), X(2,4), X(6,8), X(2,3), X(4,5), X(6,7), X(8,9), X(1,2), X(3,4), X(5,6),
+ X(7,8)
+};
+M(10) = {
+ X(1,5), X(5,9), X(1,5), X(3,7), X(3,5), X(7,9), X(1,3), X(5,7), X(2,6),
+ X(6,10), X(2,6), X(4,8), X(4,6), X(8,10), X(2,4), X(6,8), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10)
+};
+M(11) = {
+ X(1,5), X(5,9), X(1,5), X(3,7), X(7,11), X(3,7), X(1,3), X(5,7), X(9,11),
+ X(2,6), X(6,10), X(2,6), X(4,8), X(4,6), X(8,10), X(2,4), X(6,8), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10)
+};
+M(12) = {
+ X(1,5), X(5,9), X(1,5), X(3,7), X(7,11), X(3,7), X(1,3), X(5,7), X(9,11),
+ X(2,6), X(6,10), X(2,6), X(4,8), X(8,12), X(4,8), X(2,4), X(6,8), X(10,12),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12)
+};
+M(13) = {
+ X(1,9), X(5,13), X(1,5), X(9,13), X(3,7), X(7,11), X(3,7), X(3,5), X(7,9),
+ X(11,13), X(1,3), X(5,7), X(9,11), X(2,6), X(6,10), X(2,6), X(4,8), X(8,12),
+ X(4,8), X(2,4), X(6,8), X(10,12), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12)
+};
+M(14) = {
+ X(1,9), X(5,13), X(1,5), X(9,13), X(3,7), X(7,11), X(3,7), X(3,5), X(7,9),
+ X(11,13), X(1,3), X(5,7), X(9,11), X(2,10), X(6,14), X(2,6), X(10,14), X(4,8),
+ X(8,12), X(4,8), X(4,6), X(8,10), X(12,14), X(2,4), X(6,8), X(10,12), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14)
+};
+M(15) = {
+ X(1,9), X(5,13), X(1,5), X(9,13), X(3,11), X(7,15), X(3,7), X(11,15), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(2,10), X(6,14), X(2,6), X(10,14), X(4,8), X(8,12),
+ X(4,8), X(4,6), X(8,10), X(12,14), X(2,4), X(6,8), X(10,12), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14)
+};
+M(16) = {
+ X(1,9), X(5,13), X(1,5), X(9,13), X(3,11), X(7,15), X(3,7), X(11,15), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(2,10), X(6,14), X(2,6), X(10,14), X(4,12),
+ X(8,16), X(4,8), X(12,16), X(2,4), X(6,8), X(10,12), X(14,16), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16)
+};
+M(17) = {
+ X(1,9), X(9,17), X(1,9), X(5,13), X(5,9), X(13,17), X(1,5), X(9,13), X(3,11),
+ X(7,15), X(3,7), X(11,15), X(3,5), X(7,9), X(11,13), X(15,17), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(2,10), X(6,14), X(2,6), X(10,14), X(4,12), X(8,16),
+ X(4,8), X(12,16), X(2,4), X(6,8), X(10,12), X(14,16), X(2,3), X(4,5), X(6,7),
+ X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16)
+};
+M(18) = {
+ X(1,9), X(9,17), X(1,9), X(5,13), X(5,9), X(13,17), X(1,5), X(9,13), X(3,11),
+ X(7,15), X(3,7), X(11,15), X(3,5), X(7,9), X(11,13), X(15,17), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(2,10), X(10,18), X(2,10), X(6,14), X(6,10), X(14,18),
+ X(2,6), X(10,14), X(4,12), X(8,16), X(4,8), X(12,16), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(2,4), X(6,8), X(10,12), X(14,16), X(1,2), X(3,4), X(5,6),
+ X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18)
+};
+M(19) = {
+ X(1,9), X(9,17), X(1,9), X(5,13), X(5,9), X(13,17), X(1,5), X(9,13), X(3,11),
+ X(11,19), X(3,11), X(7,15), X(7,11), X(15,19), X(3,7), X(11,15), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(2,10), X(10,18), X(2,10), X(6,14),
+ X(6,10), X(14,18), X(2,6), X(10,14), X(4,12), X(8,16), X(4,8), X(12,16),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18)
+};
+M(20) = {
+ X(1,9), X(9,17), X(1,9), X(5,13), X(5,9), X(13,17), X(1,5), X(9,13), X(3,11),
+ X(11,19), X(3,11), X(7,15), X(7,11), X(15,19), X(3,7), X(11,15), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(2,10), X(10,18), X(2,10), X(6,14),
+ X(6,10), X(14,18), X(2,6), X(10,14), X(4,12), X(12,20), X(4,12), X(8,16),
+ X(8,12), X(16,20), X(4,8), X(12,16), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20)
+};
+M(21) = {
+ X(1,9), X(9,17), X(1,9), X(5,13), X(13,21), X(5,13), X(1,5), X(9,13),
+ X(17,21), X(3,11), X(11,19), X(3,11), X(7,15), X(7,11), X(15,19), X(3,7),
+ X(11,15), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(2,10), X(10,18), X(2,10), X(6,14), X(6,10),
+ X(14,18), X(2,6), X(10,14), X(4,12), X(12,20), X(4,12), X(8,16), X(8,12),
+ X(16,20), X(4,8), X(12,16), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20)
+};
+M(22) = {
+ X(1,9), X(9,17), X(1,9), X(5,13), X(13,21), X(5,13), X(1,5), X(9,13),
+ X(17,21), X(3,11), X(11,19), X(3,11), X(7,15), X(7,11), X(15,19), X(3,7),
+ X(11,15), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(2,10), X(10,18), X(2,10), X(6,14), X(14,22),
+ X(6,14), X(2,6), X(10,14), X(18,22), X(4,12), X(12,20), X(4,12), X(8,16),
+ X(8,12), X(16,20), X(4,8), X(12,16), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(1,2), X(3,4), X(5,6),
+ X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22)
+};
+M(23) = {
+ X(1,9), X(9,17), X(1,9), X(5,13), X(13,21), X(5,13), X(1,5), X(9,13),
+ X(17,21), X(3,11), X(11,19), X(3,11), X(7,15), X(15,23), X(7,15), X(3,7),
+ X(11,15), X(19,23), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(2,10), X(10,18), X(2,10), X(6,14), X(14,22), X(6,14), X(2,6), X(10,14),
+ X(18,22), X(4,12), X(12,20), X(4,12), X(8,16), X(8,12), X(16,20), X(4,8),
+ X(12,16), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22)
+};
+M(24) = {
+ X(1,9), X(9,17), X(1,9), X(5,13), X(13,21), X(5,13), X(1,5), X(9,13),
+ X(17,21), X(3,11), X(11,19), X(3,11), X(7,15), X(15,23), X(7,15), X(3,7),
+ X(11,15), X(19,23), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(2,10), X(10,18), X(2,10), X(6,14), X(14,22), X(6,14), X(2,6), X(10,14),
+ X(18,22), X(4,12), X(12,20), X(4,12), X(8,16), X(16,24), X(8,16), X(4,8),
+ X(12,16), X(20,24), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24)
+};
+M(25) = {
+ X(1,17), X(9,25), X(1,9), X(17,25), X(5,13), X(13,21), X(5,13), X(5,9),
+ X(13,17), X(21,25), X(1,5), X(9,13), X(17,21), X(3,11), X(11,19), X(3,11),
+ X(7,15), X(15,23), X(7,15), X(3,7), X(11,15), X(19,23), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(2,10), X(10,18), X(2,10), X(6,14), X(14,22), X(6,14),
+ X(2,6), X(10,14), X(18,22), X(4,12), X(12,20), X(4,12), X(8,16), X(16,24),
+ X(8,16), X(4,8), X(12,16), X(20,24), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24)
+};
+M(26) = {
+ X(1,17), X(9,25), X(1,9), X(17,25), X(5,13), X(13,21), X(5,13), X(5,9),
+ X(13,17), X(21,25), X(1,5), X(9,13), X(17,21), X(3,11), X(11,19), X(3,11),
+ X(7,15), X(15,23), X(7,15), X(3,7), X(11,15), X(19,23), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(2,18), X(10,26), X(2,10), X(18,26), X(6,14), X(14,22),
+ X(6,14), X(6,10), X(14,18), X(22,26), X(2,6), X(10,14), X(18,22), X(4,12),
+ X(12,20), X(4,12), X(8,16), X(16,24), X(8,16), X(4,8), X(12,16), X(20,24),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26)
+};
+M(27) = {
+ X(1,17), X(9,25), X(1,9), X(17,25), X(5,13), X(13,21), X(5,13), X(5,9),
+ X(13,17), X(21,25), X(1,5), X(9,13), X(17,21), X(3,19), X(11,27), X(3,11),
+ X(19,27), X(7,15), X(15,23), X(7,15), X(7,11), X(15,19), X(23,27), X(3,7),
+ X(11,15), X(19,23), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(2,18), X(10,26), X(2,10), X(18,26), X(6,14), X(14,22), X(6,14),
+ X(6,10), X(14,18), X(22,26), X(2,6), X(10,14), X(18,22), X(4,12), X(12,20),
+ X(4,12), X(8,16), X(16,24), X(8,16), X(4,8), X(12,16), X(20,24), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26)
+};
+M(28) = {
+ X(1,17), X(9,25), X(1,9), X(17,25), X(5,13), X(13,21), X(5,13), X(5,9),
+ X(13,17), X(21,25), X(1,5), X(9,13), X(17,21), X(3,19), X(11,27), X(3,11),
+ X(19,27), X(7,15), X(15,23), X(7,15), X(7,11), X(15,19), X(23,27), X(3,7),
+ X(11,15), X(19,23), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(2,18), X(10,26), X(2,10), X(18,26), X(6,14), X(14,22), X(6,14),
+ X(6,10), X(14,18), X(22,26), X(2,6), X(10,14), X(18,22), X(4,20), X(12,28),
+ X(4,12), X(20,28), X(8,16), X(16,24), X(8,16), X(8,12), X(16,20), X(24,28),
+ X(4,8), X(12,16), X(20,24), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28)
+};
+M(29) = {
+ X(1,17), X(9,25), X(1,9), X(17,25), X(5,21), X(13,29), X(5,13), X(21,29),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(3,19), X(11,27), X(3,11), X(19,27),
+ X(7,15), X(15,23), X(7,15), X(7,11), X(15,19), X(23,27), X(3,7), X(11,15),
+ X(19,23), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(2,18),
+ X(10,26), X(2,10), X(18,26), X(6,14), X(14,22), X(6,14), X(6,10), X(14,18),
+ X(22,26), X(2,6), X(10,14), X(18,22), X(4,20), X(12,28), X(4,12), X(20,28),
+ X(8,16), X(16,24), X(8,16), X(8,12), X(16,20), X(24,28), X(4,8), X(12,16),
+ X(20,24), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28)
+};
+M(30) = {
+ X(1,17), X(9,25), X(1,9), X(17,25), X(5,21), X(13,29), X(5,13), X(21,29),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(3,19), X(11,27), X(3,11), X(19,27),
+ X(7,15), X(15,23), X(7,15), X(7,11), X(15,19), X(23,27), X(3,7), X(11,15),
+ X(19,23), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(2,18),
+ X(10,26), X(2,10), X(18,26), X(6,22), X(14,30), X(6,14), X(22,30), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(4,20), X(12,28), X(4,12), X(20,28), X(8,16),
+ X(16,24), X(8,16), X(8,12), X(16,20), X(24,28), X(4,8), X(12,16), X(20,24),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30)
+};
+M(31) = {
+ X(1,17), X(9,25), X(1,9), X(17,25), X(5,21), X(13,29), X(5,13), X(21,29),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(3,19), X(11,27), X(3,11), X(19,27),
+ X(7,23), X(15,31), X(7,15), X(23,31), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(2,18), X(10,26), X(2,10), X(18,26), X(6,22), X(14,30), X(6,14), X(22,30),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(4,20), X(12,28), X(4,12), X(20,28),
+ X(8,16), X(16,24), X(8,16), X(8,12), X(16,20), X(24,28), X(4,8), X(12,16),
+ X(20,24), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30)
+};
+M(32) = {
+ X(1,17), X(9,25), X(1,9), X(17,25), X(5,21), X(13,29), X(5,13), X(21,29),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(3,19), X(11,27), X(3,11), X(19,27),
+ X(7,23), X(15,31), X(7,15), X(23,31), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(2,18), X(10,26), X(2,10), X(18,26), X(6,22), X(14,30), X(6,14), X(22,30),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(4,20), X(12,28), X(4,12), X(20,28),
+ X(8,24), X(16,32), X(8,16), X(24,32), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32)
+};
+M(33) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(9,17), X(25,33), X(1,9), X(17,25),
+ X(5,21), X(13,29), X(5,13), X(21,29), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(3,19), X(11,27), X(3,11), X(19,27),
+ X(7,23), X(15,31), X(7,15), X(23,31), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(2,18), X(10,26), X(2,10), X(18,26), X(6,22), X(14,30), X(6,14), X(22,30),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(4,20), X(12,28), X(4,12), X(20,28),
+ X(8,24), X(16,32), X(8,16), X(24,32), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32)
+};
+M(34) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(9,17), X(25,33), X(1,9), X(17,25),
+ X(5,21), X(13,29), X(5,13), X(21,29), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(3,19), X(11,27), X(3,11), X(19,27),
+ X(7,23), X(15,31), X(7,15), X(23,31), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(2,18), X(18,34), X(2,18), X(10,26), X(10,18), X(26,34), X(2,10), X(18,26),
+ X(6,22), X(14,30), X(6,14), X(22,30), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(4,20), X(12,28), X(4,12), X(20,28),
+ X(8,24), X(16,32), X(8,16), X(24,32), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34)
+};
+M(35) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(9,17), X(25,33), X(1,9), X(17,25),
+ X(5,21), X(13,29), X(5,13), X(21,29), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(3,19), X(19,35), X(3,19), X(11,27),
+ X(11,19), X(27,35), X(3,11), X(19,27), X(7,23), X(15,31), X(7,15), X(23,31),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(2,18), X(18,34), X(2,18), X(10,26), X(10,18), X(26,34), X(2,10),
+ X(18,26), X(6,22), X(14,30), X(6,14), X(22,30), X(6,10), X(14,18), X(22,26),
+ X(30,34), X(2,6), X(10,14), X(18,22), X(26,30), X(4,20), X(12,28), X(4,12),
+ X(20,28), X(8,24), X(16,32), X(8,16), X(24,32), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34)
+};
+M(36) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(9,17), X(25,33), X(1,9), X(17,25),
+ X(5,21), X(13,29), X(5,13), X(21,29), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(3,19), X(19,35), X(3,19), X(11,27),
+ X(11,19), X(27,35), X(3,11), X(19,27), X(7,23), X(15,31), X(7,15), X(23,31),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(2,18), X(18,34), X(2,18), X(10,26), X(10,18), X(26,34), X(2,10),
+ X(18,26), X(6,22), X(14,30), X(6,14), X(22,30), X(6,10), X(14,18), X(22,26),
+ X(30,34), X(2,6), X(10,14), X(18,22), X(26,30), X(4,20), X(20,36), X(4,20),
+ X(12,28), X(12,20), X(28,36), X(4,12), X(20,28), X(8,24), X(16,32), X(8,16),
+ X(24,32), X(8,12), X(16,20), X(24,28), X(32,36), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36)
+};
+M(37) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(9,17), X(25,33), X(1,9), X(17,25),
+ X(5,21), X(21,37), X(5,21), X(13,29), X(13,21), X(29,37), X(5,13), X(21,29),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(3,19), X(19,35), X(3,19),
+ X(11,27), X(11,19), X(27,35), X(3,11), X(19,27), X(7,23), X(15,31), X(7,15),
+ X(23,31), X(7,11), X(15,19), X(23,27), X(31,35), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(2,18), X(18,34), X(2,18), X(10,26), X(10,18),
+ X(26,34), X(2,10), X(18,26), X(6,22), X(14,30), X(6,14), X(22,30), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(2,6), X(10,14), X(18,22), X(26,30), X(4,20),
+ X(20,36), X(4,20), X(12,28), X(12,20), X(28,36), X(4,12), X(20,28), X(8,24),
+ X(16,32), X(8,16), X(24,32), X(8,12), X(16,20), X(24,28), X(32,36), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36)
+};
+M(38) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(9,17), X(25,33), X(1,9), X(17,25),
+ X(5,21), X(21,37), X(5,21), X(13,29), X(13,21), X(29,37), X(5,13), X(21,29),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(3,19), X(19,35), X(3,19),
+ X(11,27), X(11,19), X(27,35), X(3,11), X(19,27), X(7,23), X(15,31), X(7,15),
+ X(23,31), X(7,11), X(15,19), X(23,27), X(31,35), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(2,18), X(18,34), X(2,18), X(10,26), X(10,18),
+ X(26,34), X(2,10), X(18,26), X(6,22), X(22,38), X(6,22), X(14,30), X(14,22),
+ X(30,38), X(6,14), X(22,30), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(4,20), X(20,36), X(4,20), X(12,28), X(12,20), X(28,36), X(4,12), X(20,28),
+ X(8,24), X(16,32), X(8,16), X(24,32), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38)
+};
+M(39) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(9,17), X(25,33), X(1,9), X(17,25),
+ X(5,21), X(21,37), X(5,21), X(13,29), X(13,21), X(29,37), X(5,13), X(21,29),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(3,19), X(19,35), X(3,19),
+ X(11,27), X(11,19), X(27,35), X(3,11), X(19,27), X(7,23), X(23,39), X(7,23),
+ X(15,31), X(15,23), X(31,39), X(7,15), X(23,31), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(2,18), X(18,34), X(2,18), X(10,26),
+ X(10,18), X(26,34), X(2,10), X(18,26), X(6,22), X(22,38), X(6,22), X(14,30),
+ X(14,22), X(30,38), X(6,14), X(22,30), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(4,20), X(20,36), X(4,20), X(12,28), X(12,20), X(28,36), X(4,12),
+ X(20,28), X(8,24), X(16,32), X(8,16), X(24,32), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(4,8), X(12,16), X(20,24), X(28,32), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38)
+};
+M(40) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(9,17), X(25,33), X(1,9), X(17,25),
+ X(5,21), X(21,37), X(5,21), X(13,29), X(13,21), X(29,37), X(5,13), X(21,29),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(3,19), X(19,35), X(3,19),
+ X(11,27), X(11,19), X(27,35), X(3,11), X(19,27), X(7,23), X(23,39), X(7,23),
+ X(15,31), X(15,23), X(31,39), X(7,15), X(23,31), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(2,18), X(18,34), X(2,18), X(10,26),
+ X(10,18), X(26,34), X(2,10), X(18,26), X(6,22), X(22,38), X(6,22), X(14,30),
+ X(14,22), X(30,38), X(6,14), X(22,30), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(4,20), X(20,36), X(4,20), X(12,28), X(12,20), X(28,36), X(4,12),
+ X(20,28), X(8,24), X(24,40), X(8,24), X(16,32), X(16,24), X(32,40), X(8,16),
+ X(24,32), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40)
+};
+M(41) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(25,41), X(9,25), X(1,9), X(17,25),
+ X(33,41), X(5,21), X(21,37), X(5,21), X(13,29), X(13,21), X(29,37), X(5,13),
+ X(21,29), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(3,19), X(19,35), X(3,19), X(11,27), X(11,19),
+ X(27,35), X(3,11), X(19,27), X(7,23), X(23,39), X(7,23), X(15,31), X(15,23),
+ X(31,39), X(7,15), X(23,31), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(35,37), X(39,41), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(2,18), X(18,34), X(2,18), X(10,26),
+ X(10,18), X(26,34), X(2,10), X(18,26), X(6,22), X(22,38), X(6,22), X(14,30),
+ X(14,22), X(30,38), X(6,14), X(22,30), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(4,20), X(20,36), X(4,20), X(12,28), X(12,20), X(28,36), X(4,12),
+ X(20,28), X(8,24), X(24,40), X(8,24), X(16,32), X(16,24), X(32,40), X(8,16),
+ X(24,32), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40)
+};
+M(42) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(25,41), X(9,25), X(1,9), X(17,25),
+ X(33,41), X(5,21), X(21,37), X(5,21), X(13,29), X(13,21), X(29,37), X(5,13),
+ X(21,29), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(3,19), X(19,35), X(3,19), X(11,27), X(11,19),
+ X(27,35), X(3,11), X(19,27), X(7,23), X(23,39), X(7,23), X(15,31), X(15,23),
+ X(31,39), X(7,15), X(23,31), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(35,37), X(39,41), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(2,18), X(18,34), X(2,18), X(10,26),
+ X(26,42), X(10,26), X(2,10), X(18,26), X(34,42), X(6,22), X(22,38), X(6,22),
+ X(14,30), X(14,22), X(30,38), X(6,14), X(22,30), X(6,10), X(14,18), X(22,26),
+ X(30,34), X(38,42), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(4,20),
+ X(20,36), X(4,20), X(12,28), X(12,20), X(28,36), X(4,12), X(20,28), X(8,24),
+ X(24,40), X(8,24), X(16,32), X(16,24), X(32,40), X(8,16), X(24,32), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42)
+};
+M(43) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(25,41), X(9,25), X(1,9), X(17,25),
+ X(33,41), X(5,21), X(21,37), X(5,21), X(13,29), X(13,21), X(29,37), X(5,13),
+ X(21,29), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(3,19), X(19,35), X(3,19), X(11,27), X(27,43),
+ X(11,27), X(3,11), X(19,27), X(35,43), X(7,23), X(23,39), X(7,23), X(15,31),
+ X(15,23), X(31,39), X(7,15), X(23,31), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(2,18), X(18,34), X(2,18), X(10,26), X(26,42), X(10,26), X(2,10),
+ X(18,26), X(34,42), X(6,22), X(22,38), X(6,22), X(14,30), X(14,22), X(30,38),
+ X(6,14), X(22,30), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(4,20), X(20,36), X(4,20), X(12,28),
+ X(12,20), X(28,36), X(4,12), X(20,28), X(8,24), X(24,40), X(8,24), X(16,32),
+ X(16,24), X(32,40), X(8,16), X(24,32), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(2,3), X(4,5), X(6,7),
+ X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23),
+ X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39),
+ X(40,41), X(42,43), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42)
+};
+M(44) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(25,41), X(9,25), X(1,9), X(17,25),
+ X(33,41), X(5,21), X(21,37), X(5,21), X(13,29), X(13,21), X(29,37), X(5,13),
+ X(21,29), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(3,19), X(19,35), X(3,19), X(11,27), X(27,43),
+ X(11,27), X(3,11), X(19,27), X(35,43), X(7,23), X(23,39), X(7,23), X(15,31),
+ X(15,23), X(31,39), X(7,15), X(23,31), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(2,18), X(18,34), X(2,18), X(10,26), X(26,42), X(10,26), X(2,10),
+ X(18,26), X(34,42), X(6,22), X(22,38), X(6,22), X(14,30), X(14,22), X(30,38),
+ X(6,14), X(22,30), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(4,20), X(20,36), X(4,20), X(12,28),
+ X(28,44), X(12,28), X(4,12), X(20,28), X(36,44), X(8,24), X(24,40), X(8,24),
+ X(16,32), X(16,24), X(32,40), X(8,16), X(24,32), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44)
+};
+M(45) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(25,41), X(9,25), X(1,9), X(17,25),
+ X(33,41), X(5,21), X(21,37), X(5,21), X(13,29), X(29,45), X(13,29), X(5,13),
+ X(21,29), X(37,45), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(3,19), X(19,35), X(3,19), X(11,27), X(27,43), X(11,27), X(3,11), X(19,27),
+ X(35,43), X(7,23), X(23,39), X(7,23), X(15,31), X(15,23), X(31,39), X(7,15),
+ X(23,31), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21),
+ X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(2,18), X(18,34), X(2,18), X(10,26), X(26,42), X(10,26), X(2,10),
+ X(18,26), X(34,42), X(6,22), X(22,38), X(6,22), X(14,30), X(14,22), X(30,38),
+ X(6,14), X(22,30), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(4,20), X(20,36), X(4,20), X(12,28),
+ X(28,44), X(12,28), X(4,12), X(20,28), X(36,44), X(8,24), X(24,40), X(8,24),
+ X(16,32), X(16,24), X(32,40), X(8,16), X(24,32), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44)
+};
+M(46) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(25,41), X(9,25), X(1,9), X(17,25),
+ X(33,41), X(5,21), X(21,37), X(5,21), X(13,29), X(29,45), X(13,29), X(5,13),
+ X(21,29), X(37,45), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(3,19), X(19,35), X(3,19), X(11,27), X(27,43), X(11,27), X(3,11), X(19,27),
+ X(35,43), X(7,23), X(23,39), X(7,23), X(15,31), X(15,23), X(31,39), X(7,15),
+ X(23,31), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21),
+ X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(2,18), X(18,34), X(2,18), X(10,26), X(26,42), X(10,26), X(2,10),
+ X(18,26), X(34,42), X(6,22), X(22,38), X(6,22), X(14,30), X(30,46), X(14,30),
+ X(6,14), X(22,30), X(38,46), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(4,20), X(20,36), X(4,20), X(12,28), X(28,44), X(12,28), X(4,12),
+ X(20,28), X(36,44), X(8,24), X(24,40), X(8,24), X(16,32), X(16,24), X(32,40),
+ X(8,16), X(24,32), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46)
+};
+M(47) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(25,41), X(9,25), X(1,9), X(17,25),
+ X(33,41), X(5,21), X(21,37), X(5,21), X(13,29), X(29,45), X(13,29), X(5,13),
+ X(21,29), X(37,45), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(3,19), X(19,35), X(3,19), X(11,27), X(27,43), X(11,27), X(3,11), X(19,27),
+ X(35,43), X(7,23), X(23,39), X(7,23), X(15,31), X(31,47), X(15,31), X(7,15),
+ X(23,31), X(39,47), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(2,18), X(18,34), X(2,18), X(10,26),
+ X(26,42), X(10,26), X(2,10), X(18,26), X(34,42), X(6,22), X(22,38), X(6,22),
+ X(14,30), X(30,46), X(14,30), X(6,14), X(22,30), X(38,46), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(4,20), X(20,36), X(4,20), X(12,28),
+ X(28,44), X(12,28), X(4,12), X(20,28), X(36,44), X(8,24), X(24,40), X(8,24),
+ X(16,32), X(16,24), X(32,40), X(8,16), X(24,32), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(2,3), X(4,5), X(6,7),
+ X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23),
+ X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39),
+ X(40,41), X(42,43), X(44,45), X(46,47), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46)
+};
+M(48) = {
+ X(1,17), X(17,33), X(1,17), X(9,25), X(25,41), X(9,25), X(1,9), X(17,25),
+ X(33,41), X(5,21), X(21,37), X(5,21), X(13,29), X(29,45), X(13,29), X(5,13),
+ X(21,29), X(37,45), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(3,19), X(19,35), X(3,19), X(11,27), X(27,43), X(11,27), X(3,11), X(19,27),
+ X(35,43), X(7,23), X(23,39), X(7,23), X(15,31), X(31,47), X(15,31), X(7,15),
+ X(23,31), X(39,47), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(2,18), X(18,34), X(2,18), X(10,26),
+ X(26,42), X(10,26), X(2,10), X(18,26), X(34,42), X(6,22), X(22,38), X(6,22),
+ X(14,30), X(30,46), X(14,30), X(6,14), X(22,30), X(38,46), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(4,20), X(20,36), X(4,20), X(12,28),
+ X(28,44), X(12,28), X(4,12), X(20,28), X(36,44), X(8,24), X(24,40), X(8,24),
+ X(16,32), X(32,48), X(16,32), X(8,16), X(24,32), X(40,48), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48)
+};
+M(49) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,25), X(25,41), X(9,25), X(9,17),
+ X(25,33), X(41,49), X(1,9), X(17,25), X(33,41), X(5,21), X(21,37), X(5,21),
+ X(13,29), X(29,45), X(13,29), X(5,13), X(21,29), X(37,45), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(3,19), X(19,35), X(3,19), X(11,27), X(27,43), X(11,27),
+ X(3,11), X(19,27), X(35,43), X(7,23), X(23,39), X(7,23), X(15,31), X(31,47),
+ X(15,31), X(7,15), X(23,31), X(39,47), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(2,18), X(18,34), X(2,18), X(10,26), X(26,42), X(10,26),
+ X(2,10), X(18,26), X(34,42), X(6,22), X(22,38), X(6,22), X(14,30), X(30,46),
+ X(14,30), X(6,14), X(22,30), X(38,46), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(4,20), X(20,36), X(4,20), X(12,28), X(28,44), X(12,28),
+ X(4,12), X(20,28), X(36,44), X(8,24), X(24,40), X(8,24), X(16,32), X(32,48),
+ X(16,32), X(8,16), X(24,32), X(40,48), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48)
+};
+M(50) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,25), X(25,41), X(9,25), X(9,17),
+ X(25,33), X(41,49), X(1,9), X(17,25), X(33,41), X(5,21), X(21,37), X(5,21),
+ X(13,29), X(29,45), X(13,29), X(5,13), X(21,29), X(37,45), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(3,19), X(19,35), X(3,19), X(11,27), X(27,43), X(11,27),
+ X(3,11), X(19,27), X(35,43), X(7,23), X(23,39), X(7,23), X(15,31), X(31,47),
+ X(15,31), X(7,15), X(23,31), X(39,47), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(2,34), X(18,50), X(2,18), X(34,50), X(10,26), X(26,42),
+ X(10,26), X(10,18), X(26,34), X(42,50), X(2,10), X(18,26), X(34,42), X(6,22),
+ X(22,38), X(6,22), X(14,30), X(30,46), X(14,30), X(6,14), X(22,30), X(38,46),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(4,20), X(20,36), X(4,20), X(12,28),
+ X(28,44), X(12,28), X(4,12), X(20,28), X(36,44), X(8,24), X(24,40), X(8,24),
+ X(16,32), X(32,48), X(16,32), X(8,16), X(24,32), X(40,48), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50)
+};
+M(51) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,25), X(25,41), X(9,25), X(9,17),
+ X(25,33), X(41,49), X(1,9), X(17,25), X(33,41), X(5,21), X(21,37), X(5,21),
+ X(13,29), X(29,45), X(13,29), X(5,13), X(21,29), X(37,45), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(3,35), X(19,51), X(3,19), X(35,51), X(11,27), X(27,43),
+ X(11,27), X(11,19), X(27,35), X(43,51), X(3,11), X(19,27), X(35,43), X(7,23),
+ X(23,39), X(7,23), X(15,31), X(31,47), X(15,31), X(7,15), X(23,31), X(39,47),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(2,34), X(18,50), X(2,18), X(34,50), X(10,26), X(26,42), X(10,26),
+ X(10,18), X(26,34), X(42,50), X(2,10), X(18,26), X(34,42), X(6,22), X(22,38),
+ X(6,22), X(14,30), X(30,46), X(14,30), X(6,14), X(22,30), X(38,46), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(4,20), X(20,36), X(4,20), X(12,28), X(28,44),
+ X(12,28), X(4,12), X(20,28), X(36,44), X(8,24), X(24,40), X(8,24), X(16,32),
+ X(32,48), X(16,32), X(8,16), X(24,32), X(40,48), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50)
+};
+M(52) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,25), X(25,41), X(9,25), X(9,17),
+ X(25,33), X(41,49), X(1,9), X(17,25), X(33,41), X(5,21), X(21,37), X(5,21),
+ X(13,29), X(29,45), X(13,29), X(5,13), X(21,29), X(37,45), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(3,35), X(19,51), X(3,19), X(35,51), X(11,27), X(27,43),
+ X(11,27), X(11,19), X(27,35), X(43,51), X(3,11), X(19,27), X(35,43), X(7,23),
+ X(23,39), X(7,23), X(15,31), X(31,47), X(15,31), X(7,15), X(23,31), X(39,47),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(2,34), X(18,50), X(2,18), X(34,50), X(10,26), X(26,42), X(10,26),
+ X(10,18), X(26,34), X(42,50), X(2,10), X(18,26), X(34,42), X(6,22), X(22,38),
+ X(6,22), X(14,30), X(30,46), X(14,30), X(6,14), X(22,30), X(38,46), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(4,36), X(20,52), X(4,20), X(36,52), X(12,28),
+ X(28,44), X(12,28), X(12,20), X(28,36), X(44,52), X(4,12), X(20,28), X(36,44),
+ X(8,24), X(24,40), X(8,24), X(16,32), X(32,48), X(16,32), X(8,16), X(24,32),
+ X(40,48), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52)
+};
+M(53) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,25), X(25,41), X(9,25), X(9,17),
+ X(25,33), X(41,49), X(1,9), X(17,25), X(33,41), X(5,37), X(21,53), X(5,21),
+ X(37,53), X(13,29), X(29,45), X(13,29), X(13,21), X(29,37), X(45,53), X(5,13),
+ X(21,29), X(37,45), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(3,35), X(19,51), X(3,19), X(35,51), X(11,27), X(27,43), X(11,27),
+ X(11,19), X(27,35), X(43,51), X(3,11), X(19,27), X(35,43), X(7,23), X(23,39),
+ X(7,23), X(15,31), X(31,47), X(15,31), X(7,15), X(23,31), X(39,47), X(7,11),
+ X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21),
+ X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(2,34), X(18,50), X(2,18),
+ X(34,50), X(10,26), X(26,42), X(10,26), X(10,18), X(26,34), X(42,50), X(2,10),
+ X(18,26), X(34,42), X(6,22), X(22,38), X(6,22), X(14,30), X(30,46), X(14,30),
+ X(6,14), X(22,30), X(38,46), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(4,36),
+ X(20,52), X(4,20), X(36,52), X(12,28), X(28,44), X(12,28), X(12,20), X(28,36),
+ X(44,52), X(4,12), X(20,28), X(36,44), X(8,24), X(24,40), X(8,24), X(16,32),
+ X(32,48), X(16,32), X(8,16), X(24,32), X(40,48), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52)
+};
+M(54) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,25), X(25,41), X(9,25), X(9,17),
+ X(25,33), X(41,49), X(1,9), X(17,25), X(33,41), X(5,37), X(21,53), X(5,21),
+ X(37,53), X(13,29), X(29,45), X(13,29), X(13,21), X(29,37), X(45,53), X(5,13),
+ X(21,29), X(37,45), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(3,35), X(19,51), X(3,19), X(35,51), X(11,27), X(27,43), X(11,27),
+ X(11,19), X(27,35), X(43,51), X(3,11), X(19,27), X(35,43), X(7,23), X(23,39),
+ X(7,23), X(15,31), X(31,47), X(15,31), X(7,15), X(23,31), X(39,47), X(7,11),
+ X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21),
+ X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(2,34), X(18,50), X(2,18),
+ X(34,50), X(10,26), X(26,42), X(10,26), X(10,18), X(26,34), X(42,50), X(2,10),
+ X(18,26), X(34,42), X(6,38), X(22,54), X(6,22), X(38,54), X(14,30), X(30,46),
+ X(14,30), X(14,22), X(30,38), X(46,54), X(6,14), X(22,30), X(38,46), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(4,36), X(20,52),
+ X(4,20), X(36,52), X(12,28), X(28,44), X(12,28), X(12,20), X(28,36), X(44,52),
+ X(4,12), X(20,28), X(36,44), X(8,24), X(24,40), X(8,24), X(16,32), X(32,48),
+ X(16,32), X(8,16), X(24,32), X(40,48), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34),
+ X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54)
+};
+M(55) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,25), X(25,41), X(9,25), X(9,17),
+ X(25,33), X(41,49), X(1,9), X(17,25), X(33,41), X(5,37), X(21,53), X(5,21),
+ X(37,53), X(13,29), X(29,45), X(13,29), X(13,21), X(29,37), X(45,53), X(5,13),
+ X(21,29), X(37,45), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(3,35), X(19,51), X(3,19), X(35,51), X(11,27), X(27,43), X(11,27),
+ X(11,19), X(27,35), X(43,51), X(3,11), X(19,27), X(35,43), X(7,39), X(23,55),
+ X(7,23), X(39,55), X(15,31), X(31,47), X(15,31), X(15,23), X(31,39), X(47,55),
+ X(7,15), X(23,31), X(39,47), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(2,34), X(18,50), X(2,18), X(34,50), X(10,26), X(26,42), X(10,26), X(10,18),
+ X(26,34), X(42,50), X(2,10), X(18,26), X(34,42), X(6,38), X(22,54), X(6,22),
+ X(38,54), X(14,30), X(30,46), X(14,30), X(14,22), X(30,38), X(46,54), X(6,14),
+ X(22,30), X(38,46), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46),
+ X(50,54), X(4,36), X(20,52), X(4,20), X(36,52), X(12,28), X(28,44), X(12,28),
+ X(12,20), X(28,36), X(44,52), X(4,12), X(20,28), X(36,44), X(8,24), X(24,40),
+ X(8,24), X(16,32), X(32,48), X(16,32), X(8,16), X(24,32), X(40,48), X(8,12),
+ X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(2,3), X(4,5), X(6,7),
+ X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23),
+ X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39),
+ X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54)
+};
+M(56) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,25), X(25,41), X(9,25), X(9,17),
+ X(25,33), X(41,49), X(1,9), X(17,25), X(33,41), X(5,37), X(21,53), X(5,21),
+ X(37,53), X(13,29), X(29,45), X(13,29), X(13,21), X(29,37), X(45,53), X(5,13),
+ X(21,29), X(37,45), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(3,35), X(19,51), X(3,19), X(35,51), X(11,27), X(27,43), X(11,27),
+ X(11,19), X(27,35), X(43,51), X(3,11), X(19,27), X(35,43), X(7,39), X(23,55),
+ X(7,23), X(39,55), X(15,31), X(31,47), X(15,31), X(15,23), X(31,39), X(47,55),
+ X(7,15), X(23,31), X(39,47), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(2,34), X(18,50), X(2,18), X(34,50), X(10,26), X(26,42), X(10,26), X(10,18),
+ X(26,34), X(42,50), X(2,10), X(18,26), X(34,42), X(6,38), X(22,54), X(6,22),
+ X(38,54), X(14,30), X(30,46), X(14,30), X(14,22), X(30,38), X(46,54), X(6,14),
+ X(22,30), X(38,46), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46),
+ X(50,54), X(4,36), X(20,52), X(4,20), X(36,52), X(12,28), X(28,44), X(12,28),
+ X(12,20), X(28,36), X(44,52), X(4,12), X(20,28), X(36,44), X(8,40), X(24,56),
+ X(8,24), X(40,56), X(16,32), X(32,48), X(16,32), X(16,24), X(32,40), X(48,56),
+ X(8,16), X(24,32), X(40,48), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56)
+};
+M(57) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,41), X(25,57), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,29), X(29,45), X(13,29), X(13,21), X(29,37), X(45,53), X(5,13), X(21,29),
+ X(37,45), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(3,35),
+ X(19,51), X(3,19), X(35,51), X(11,27), X(27,43), X(11,27), X(11,19), X(27,35),
+ X(43,51), X(3,11), X(19,27), X(35,43), X(7,39), X(23,55), X(7,23), X(39,55),
+ X(15,31), X(31,47), X(15,31), X(15,23), X(31,39), X(47,55), X(7,15), X(23,31),
+ X(39,47), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(2,34), X(18,50), X(2,18), X(34,50),
+ X(10,26), X(26,42), X(10,26), X(10,18), X(26,34), X(42,50), X(2,10), X(18,26),
+ X(34,42), X(6,38), X(22,54), X(6,22), X(38,54), X(14,30), X(30,46), X(14,30),
+ X(14,22), X(30,38), X(46,54), X(6,14), X(22,30), X(38,46), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(4,36), X(20,52), X(4,20),
+ X(36,52), X(12,28), X(28,44), X(12,28), X(12,20), X(28,36), X(44,52), X(4,12),
+ X(20,28), X(36,44), X(8,40), X(24,56), X(8,24), X(40,56), X(16,32), X(32,48),
+ X(16,32), X(16,24), X(32,40), X(48,56), X(8,16), X(24,32), X(40,48), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56)
+};
+M(58) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,41), X(25,57), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,29), X(29,45), X(13,29), X(13,21), X(29,37), X(45,53), X(5,13), X(21,29),
+ X(37,45), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(3,35),
+ X(19,51), X(3,19), X(35,51), X(11,27), X(27,43), X(11,27), X(11,19), X(27,35),
+ X(43,51), X(3,11), X(19,27), X(35,43), X(7,39), X(23,55), X(7,23), X(39,55),
+ X(15,31), X(31,47), X(15,31), X(15,23), X(31,39), X(47,55), X(7,15), X(23,31),
+ X(39,47), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(2,34), X(18,50), X(2,18), X(34,50),
+ X(10,42), X(26,58), X(10,26), X(42,58), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(6,38), X(22,54), X(6,22), X(38,54), X(14,30), X(30,46), X(14,30), X(14,22),
+ X(30,38), X(46,54), X(6,14), X(22,30), X(38,46), X(6,10), X(14,18), X(22,26),
+ X(30,34), X(38,42), X(46,50), X(54,58), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(4,36), X(20,52), X(4,20), X(36,52), X(12,28),
+ X(28,44), X(12,28), X(12,20), X(28,36), X(44,52), X(4,12), X(20,28), X(36,44),
+ X(8,40), X(24,56), X(8,24), X(40,56), X(16,32), X(32,48), X(16,32), X(16,24),
+ X(32,40), X(48,56), X(8,16), X(24,32), X(40,48), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58)
+};
+M(59) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,41), X(25,57), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,29), X(29,45), X(13,29), X(13,21), X(29,37), X(45,53), X(5,13), X(21,29),
+ X(37,45), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(3,35),
+ X(19,51), X(3,19), X(35,51), X(11,43), X(27,59), X(11,27), X(43,59), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23), X(39,55), X(15,31),
+ X(31,47), X(15,31), X(15,23), X(31,39), X(47,55), X(7,15), X(23,31), X(39,47),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(2,34), X(18,50), X(2,18),
+ X(34,50), X(10,42), X(26,58), X(10,26), X(42,58), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(6,38), X(22,54), X(6,22), X(38,54), X(14,30), X(30,46), X(14,30),
+ X(14,22), X(30,38), X(46,54), X(6,14), X(22,30), X(38,46), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(4,36), X(20,52), X(4,20), X(36,52),
+ X(12,28), X(28,44), X(12,28), X(12,20), X(28,36), X(44,52), X(4,12), X(20,28),
+ X(36,44), X(8,40), X(24,56), X(8,24), X(40,56), X(16,32), X(32,48), X(16,32),
+ X(16,24), X(32,40), X(48,56), X(8,16), X(24,32), X(40,48), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52),
+ X(54,56), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58)
+};
+M(60) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,41), X(25,57), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,29), X(29,45), X(13,29), X(13,21), X(29,37), X(45,53), X(5,13), X(21,29),
+ X(37,45), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(3,35),
+ X(19,51), X(3,19), X(35,51), X(11,43), X(27,59), X(11,27), X(43,59), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23), X(39,55), X(15,31),
+ X(31,47), X(15,31), X(15,23), X(31,39), X(47,55), X(7,15), X(23,31), X(39,47),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(2,34), X(18,50), X(2,18),
+ X(34,50), X(10,42), X(26,58), X(10,26), X(42,58), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(6,38), X(22,54), X(6,22), X(38,54), X(14,30), X(30,46), X(14,30),
+ X(14,22), X(30,38), X(46,54), X(6,14), X(22,30), X(38,46), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(4,36), X(20,52), X(4,20), X(36,52),
+ X(12,44), X(28,60), X(12,28), X(44,60), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(8,40), X(24,56), X(8,24), X(40,56), X(16,32), X(32,48), X(16,32), X(16,24),
+ X(32,40), X(48,56), X(8,16), X(24,32), X(40,48), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52),
+ X(54,56), X(58,60), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60)
+};
+M(61) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,41), X(25,57), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,45), X(29,61), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(3,35), X(19,51), X(3,19), X(35,51), X(11,43), X(27,59), X(11,27), X(43,59),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23), X(39,55),
+ X(15,31), X(31,47), X(15,31), X(15,23), X(31,39), X(47,55), X(7,15), X(23,31),
+ X(39,47), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(2,34), X(18,50), X(2,18),
+ X(34,50), X(10,42), X(26,58), X(10,26), X(42,58), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(6,38), X(22,54), X(6,22), X(38,54), X(14,30), X(30,46), X(14,30),
+ X(14,22), X(30,38), X(46,54), X(6,14), X(22,30), X(38,46), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(4,36), X(20,52), X(4,20), X(36,52),
+ X(12,44), X(28,60), X(12,28), X(44,60), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(8,40), X(24,56), X(8,24), X(40,56), X(16,32), X(32,48), X(16,32), X(16,24),
+ X(32,40), X(48,56), X(8,16), X(24,32), X(40,48), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52),
+ X(54,56), X(58,60), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60)
+};
+M(62) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,41), X(25,57), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,45), X(29,61), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(3,35), X(19,51), X(3,19), X(35,51), X(11,43), X(27,59), X(11,27), X(43,59),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23), X(39,55),
+ X(15,31), X(31,47), X(15,31), X(15,23), X(31,39), X(47,55), X(7,15), X(23,31),
+ X(39,47), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(2,34), X(18,50), X(2,18),
+ X(34,50), X(10,42), X(26,58), X(10,26), X(42,58), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(6,38), X(22,54), X(6,22), X(38,54), X(14,46), X(30,62), X(14,30),
+ X(46,62), X(6,14), X(22,30), X(38,46), X(54,62), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(4,36), X(20,52), X(4,20),
+ X(36,52), X(12,44), X(28,60), X(12,28), X(44,60), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(8,40), X(24,56), X(8,24), X(40,56), X(16,32), X(32,48), X(16,32),
+ X(16,24), X(32,40), X(48,56), X(8,16), X(24,32), X(40,48), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52),
+ X(54,56), X(58,60), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62)
+};
+M(63) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,41), X(25,57), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,45), X(29,61), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(3,35), X(19,51), X(3,19), X(35,51), X(11,43), X(27,59), X(11,27), X(43,59),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23), X(39,55),
+ X(15,47), X(31,63), X(15,31), X(47,63), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(2,34), X(18,50), X(2,18), X(34,50), X(10,42), X(26,58), X(10,26), X(42,58),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(6,38), X(22,54), X(6,22), X(38,54),
+ X(14,46), X(30,62), X(14,30), X(46,62), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(4,36), X(20,52), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28), X(44,60),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(8,40), X(24,56), X(8,24), X(40,56),
+ X(16,32), X(32,48), X(16,32), X(16,24), X(32,40), X(48,56), X(8,16), X(24,32),
+ X(40,48), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(2,3), X(4,5), X(6,7),
+ X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23),
+ X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39),
+ X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55),
+ X(56,57), X(58,59), X(60,61), X(62,63), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62)
+};
+M(64) = {
+ X(1,33), X(17,49), X(1,17), X(33,49), X(9,41), X(25,57), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,45), X(29,61), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(3,35), X(19,51), X(3,19), X(35,51), X(11,43), X(27,59), X(11,27), X(43,59),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23), X(39,55),
+ X(15,47), X(31,63), X(15,31), X(47,63), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(2,34), X(18,50), X(2,18), X(34,50), X(10,42), X(26,58), X(10,26), X(42,58),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(6,38), X(22,54), X(6,22), X(38,54),
+ X(14,46), X(30,62), X(14,30), X(46,62), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(4,36), X(20,52), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28), X(44,60),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(8,40), X(24,56), X(8,24), X(40,56),
+ X(16,48), X(32,64), X(16,32), X(48,64), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64)
+};
+M(65) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(25,57), X(9,25), X(41,57), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,45), X(29,61), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(3,35), X(19,51), X(3,19), X(35,51), X(11,43), X(27,59), X(11,27), X(43,59),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23), X(39,55),
+ X(15,47), X(31,63), X(15,31), X(47,63), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(2,34), X(18,50), X(2,18), X(34,50), X(10,42), X(26,58), X(10,26), X(42,58),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(6,38), X(22,54), X(6,22), X(38,54),
+ X(14,46), X(30,62), X(14,30), X(46,62), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(4,36), X(20,52), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28), X(44,60),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(8,40), X(24,56), X(8,24), X(40,56),
+ X(16,48), X(32,64), X(16,32), X(48,64), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49),
+ X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64)
+};
+M(66) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(25,57), X(9,25), X(41,57), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,45), X(29,61), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(3,35), X(19,51), X(3,19), X(35,51), X(11,43), X(27,59), X(11,27), X(43,59),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23), X(39,55),
+ X(15,47), X(31,63), X(15,31), X(47,63), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(2,34), X(34,66), X(2,34), X(18,50), X(18,34), X(50,66), X(2,18), X(34,50),
+ X(10,42), X(26,58), X(10,26), X(42,58), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(6,38), X(22,54), X(6,22), X(38,54),
+ X(14,46), X(30,62), X(14,30), X(46,62), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(4,36), X(20,52), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28), X(44,60),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(8,40), X(24,56), X(8,24), X(40,56),
+ X(16,48), X(32,64), X(16,32), X(48,64), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34),
+ X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66)
+};
+M(67) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(25,57), X(9,25), X(41,57), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,45), X(29,61), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(3,35), X(35,67), X(3,35), X(19,51), X(19,35), X(51,67), X(3,19), X(35,51),
+ X(11,43), X(27,59), X(11,27), X(43,59), X(11,19), X(27,35), X(43,51), X(59,67),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23), X(39,55),
+ X(15,47), X(31,63), X(15,31), X(47,63), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(2,34), X(34,66), X(2,34), X(18,50), X(18,34), X(50,66), X(2,18),
+ X(34,50), X(10,42), X(26,58), X(10,26), X(42,58), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(2,10), X(18,26), X(34,42), X(50,58), X(6,38), X(22,54), X(6,22),
+ X(38,54), X(14,46), X(30,62), X(14,30), X(46,62), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58),
+ X(62,66), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(4,36), X(20,52), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28),
+ X(44,60), X(4,12), X(20,28), X(36,44), X(52,60), X(8,40), X(24,56), X(8,24),
+ X(40,56), X(16,48), X(32,64), X(16,32), X(48,64), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62),
+ X(64,66), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66)
+};
+M(68) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(25,57), X(9,25), X(41,57), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(21,53), X(5,21), X(37,53),
+ X(13,45), X(29,61), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(3,35), X(35,67), X(3,35), X(19,51), X(19,35), X(51,67), X(3,19), X(35,51),
+ X(11,43), X(27,59), X(11,27), X(43,59), X(11,19), X(27,35), X(43,51), X(59,67),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23), X(39,55),
+ X(15,47), X(31,63), X(15,31), X(47,63), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(2,34), X(34,66), X(2,34), X(18,50), X(18,34), X(50,66), X(2,18),
+ X(34,50), X(10,42), X(26,58), X(10,26), X(42,58), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(2,10), X(18,26), X(34,42), X(50,58), X(6,38), X(22,54), X(6,22),
+ X(38,54), X(14,46), X(30,62), X(14,30), X(46,62), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58),
+ X(62,66), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(4,36), X(36,68), X(4,36), X(20,52), X(20,36), X(52,68), X(4,20),
+ X(36,52), X(12,44), X(28,60), X(12,28), X(44,60), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(4,12), X(20,28), X(36,44), X(52,60), X(8,40), X(24,56), X(8,24),
+ X(40,56), X(16,48), X(32,64), X(16,32), X(48,64), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60),
+ X(64,68), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68)
+};
+M(69) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(25,57), X(9,25), X(41,57), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(37,69), X(5,37), X(21,53),
+ X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(29,61), X(13,29), X(45,61),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(65,69), X(3,35), X(35,67), X(3,35), X(19,51), X(19,35), X(51,67), X(3,19),
+ X(35,51), X(11,43), X(27,59), X(11,27), X(43,59), X(11,19), X(27,35), X(43,51),
+ X(59,67), X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23),
+ X(39,55), X(15,47), X(31,63), X(15,31), X(47,63), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59),
+ X(63,67), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(2,34), X(34,66), X(2,34), X(18,50), X(18,34),
+ X(50,66), X(2,18), X(34,50), X(10,42), X(26,58), X(10,26), X(42,58), X(10,18),
+ X(26,34), X(42,50), X(58,66), X(2,10), X(18,26), X(34,42), X(50,58), X(6,38),
+ X(22,54), X(6,22), X(38,54), X(14,46), X(30,62), X(14,30), X(46,62), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(4,36), X(36,68), X(4,36), X(20,52), X(20,36),
+ X(52,68), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28), X(44,60), X(12,20),
+ X(28,36), X(44,52), X(60,68), X(4,12), X(20,28), X(36,44), X(52,60), X(8,40),
+ X(24,56), X(8,24), X(40,56), X(16,48), X(32,64), X(16,32), X(48,64), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44),
+ X(48,52), X(56,60), X(64,68), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52),
+ X(54,56), X(58,60), X(62,64), X(66,68), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68)
+};
+M(70) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(25,57), X(9,25), X(41,57), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(37,69), X(5,37), X(21,53),
+ X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(29,61), X(13,29), X(45,61),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(65,69), X(3,35), X(35,67), X(3,35), X(19,51), X(19,35), X(51,67), X(3,19),
+ X(35,51), X(11,43), X(27,59), X(11,27), X(43,59), X(11,19), X(27,35), X(43,51),
+ X(59,67), X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(23,55), X(7,23),
+ X(39,55), X(15,47), X(31,63), X(15,31), X(47,63), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59),
+ X(63,67), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(2,34), X(34,66), X(2,34), X(18,50), X(18,34),
+ X(50,66), X(2,18), X(34,50), X(10,42), X(26,58), X(10,26), X(42,58), X(10,18),
+ X(26,34), X(42,50), X(58,66), X(2,10), X(18,26), X(34,42), X(50,58), X(6,38),
+ X(38,70), X(6,38), X(22,54), X(22,38), X(54,70), X(6,22), X(38,54), X(14,46),
+ X(30,62), X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(4,36), X(36,68), X(4,36), X(20,52),
+ X(20,36), X(52,68), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28), X(44,60),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(8,40), X(24,56), X(8,24), X(40,56), X(16,48), X(32,64), X(16,32), X(48,64),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70)
+};
+M(71) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(25,57), X(9,25), X(41,57), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(37,69), X(5,37), X(21,53),
+ X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(29,61), X(13,29), X(45,61),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(65,69), X(3,35), X(35,67), X(3,35), X(19,51), X(19,35), X(51,67), X(3,19),
+ X(35,51), X(11,43), X(27,59), X(11,27), X(43,59), X(11,19), X(27,35), X(43,51),
+ X(59,67), X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(39,71), X(7,39),
+ X(23,55), X(23,39), X(55,71), X(7,23), X(39,55), X(15,47), X(31,63), X(15,31),
+ X(47,63), X(15,23), X(31,39), X(47,55), X(63,71), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(2,34), X(34,66), X(2,34), X(18,50),
+ X(18,34), X(50,66), X(2,18), X(34,50), X(10,42), X(26,58), X(10,26), X(42,58),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(6,38), X(38,70), X(6,38), X(22,54), X(22,38), X(54,70), X(6,22), X(38,54),
+ X(14,46), X(30,62), X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(4,36), X(36,68), X(4,36),
+ X(20,52), X(20,36), X(52,68), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28),
+ X(44,60), X(12,20), X(28,36), X(44,52), X(60,68), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(8,40), X(24,56), X(8,24), X(40,56), X(16,48), X(32,64), X(16,32),
+ X(48,64), X(8,16), X(24,32), X(40,48), X(56,64), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70)
+};
+M(72) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(25,57), X(9,25), X(41,57), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(5,37), X(37,69), X(5,37), X(21,53),
+ X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(29,61), X(13,29), X(45,61),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(65,69), X(3,35), X(35,67), X(3,35), X(19,51), X(19,35), X(51,67), X(3,19),
+ X(35,51), X(11,43), X(27,59), X(11,27), X(43,59), X(11,19), X(27,35), X(43,51),
+ X(59,67), X(3,11), X(19,27), X(35,43), X(51,59), X(7,39), X(39,71), X(7,39),
+ X(23,55), X(23,39), X(55,71), X(7,23), X(39,55), X(15,47), X(31,63), X(15,31),
+ X(47,63), X(15,23), X(31,39), X(47,55), X(63,71), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(2,34), X(34,66), X(2,34), X(18,50),
+ X(18,34), X(50,66), X(2,18), X(34,50), X(10,42), X(26,58), X(10,26), X(42,58),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(6,38), X(38,70), X(6,38), X(22,54), X(22,38), X(54,70), X(6,22), X(38,54),
+ X(14,46), X(30,62), X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(4,36), X(36,68), X(4,36),
+ X(20,52), X(20,36), X(52,68), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28),
+ X(44,60), X(12,20), X(28,36), X(44,52), X(60,68), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(8,40), X(40,72), X(8,40), X(24,56), X(24,40), X(56,72), X(8,24),
+ X(40,56), X(16,48), X(32,64), X(16,32), X(48,64), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(8,16), X(24,32), X(40,48), X(56,64), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72)
+};
+M(73) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37),
+ X(21,53), X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(29,61), X(13,29),
+ X(45,61), X(13,21), X(29,37), X(45,53), X(61,69), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57),
+ X(61,65), X(69,73), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(3,35), X(35,67), X(3,35), X(19,51), X(19,35),
+ X(51,67), X(3,19), X(35,51), X(11,43), X(27,59), X(11,27), X(43,59), X(11,19),
+ X(27,35), X(43,51), X(59,67), X(3,11), X(19,27), X(35,43), X(51,59), X(7,39),
+ X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23), X(39,55), X(15,47),
+ X(31,63), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55), X(63,71), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(3,5), X(7,9), X(11,13), X(15,17),
+ X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49),
+ X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(2,34), X(34,66), X(2,34), X(18,50), X(18,34), X(50,66), X(2,18), X(34,50),
+ X(10,42), X(26,58), X(10,26), X(42,58), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(6,38), X(38,70), X(6,38), X(22,54),
+ X(22,38), X(54,70), X(6,22), X(38,54), X(14,46), X(30,62), X(14,30), X(46,62),
+ X(14,22), X(30,38), X(46,54), X(62,70), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(4,36), X(36,68), X(4,36), X(20,52), X(20,36), X(52,68), X(4,20),
+ X(36,52), X(12,44), X(28,60), X(12,28), X(44,60), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(4,12), X(20,28), X(36,44), X(52,60), X(8,40), X(40,72), X(8,40),
+ X(24,56), X(24,40), X(56,72), X(8,24), X(40,56), X(16,48), X(32,64), X(16,32),
+ X(48,64), X(16,24), X(32,40), X(48,56), X(64,72), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72)
+};
+M(74) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37),
+ X(21,53), X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(29,61), X(13,29),
+ X(45,61), X(13,21), X(29,37), X(45,53), X(61,69), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57),
+ X(61,65), X(69,73), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(3,35), X(35,67), X(3,35), X(19,51), X(19,35),
+ X(51,67), X(3,19), X(35,51), X(11,43), X(27,59), X(11,27), X(43,59), X(11,19),
+ X(27,35), X(43,51), X(59,67), X(3,11), X(19,27), X(35,43), X(51,59), X(7,39),
+ X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23), X(39,55), X(15,47),
+ X(31,63), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55), X(63,71), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(3,5), X(7,9), X(11,13), X(15,17),
+ X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49),
+ X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(2,34), X(34,66), X(2,34), X(18,50), X(18,34), X(50,66), X(2,18), X(34,50),
+ X(10,42), X(42,74), X(10,42), X(26,58), X(26,42), X(58,74), X(10,26), X(42,58),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(6,38), X(38,70), X(6,38),
+ X(22,54), X(22,38), X(54,70), X(6,22), X(38,54), X(14,46), X(30,62), X(14,30),
+ X(46,62), X(14,22), X(30,38), X(46,54), X(62,70), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58),
+ X(62,66), X(70,74), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46),
+ X(50,54), X(58,62), X(66,70), X(4,36), X(36,68), X(4,36), X(20,52), X(20,36),
+ X(52,68), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28), X(44,60), X(12,20),
+ X(28,36), X(44,52), X(60,68), X(4,12), X(20,28), X(36,44), X(52,60), X(8,40),
+ X(40,72), X(8,40), X(24,56), X(24,40), X(56,72), X(8,24), X(40,56), X(16,48),
+ X(32,64), X(16,32), X(48,64), X(16,24), X(32,40), X(48,56), X(64,72), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74)
+};
+M(75) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37),
+ X(21,53), X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(29,61), X(13,29),
+ X(45,61), X(13,21), X(29,37), X(45,53), X(61,69), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57),
+ X(61,65), X(69,73), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(3,35), X(35,67), X(3,35), X(19,51), X(19,35),
+ X(51,67), X(3,19), X(35,51), X(11,43), X(43,75), X(11,43), X(27,59), X(27,43),
+ X(59,75), X(11,27), X(43,59), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(7,39), X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23), X(39,55),
+ X(15,47), X(31,63), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(2,34), X(34,66), X(2,34), X(18,50), X(18,34), X(50,66), X(2,18),
+ X(34,50), X(10,42), X(42,74), X(10,42), X(26,58), X(26,42), X(58,74), X(10,26),
+ X(42,58), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(6,38), X(38,70),
+ X(6,38), X(22,54), X(22,38), X(54,70), X(6,22), X(38,54), X(14,46), X(30,62),
+ X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50),
+ X(54,58), X(62,66), X(70,74), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(4,36), X(36,68), X(4,36), X(20,52),
+ X(20,36), X(52,68), X(4,20), X(36,52), X(12,44), X(28,60), X(12,28), X(44,60),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(8,40), X(40,72), X(8,40), X(24,56), X(24,40), X(56,72), X(8,24), X(40,56),
+ X(16,48), X(32,64), X(16,32), X(48,64), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74)
+};
+M(76) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37),
+ X(21,53), X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(29,61), X(13,29),
+ X(45,61), X(13,21), X(29,37), X(45,53), X(61,69), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57),
+ X(61,65), X(69,73), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(3,35), X(35,67), X(3,35), X(19,51), X(19,35),
+ X(51,67), X(3,19), X(35,51), X(11,43), X(43,75), X(11,43), X(27,59), X(27,43),
+ X(59,75), X(11,27), X(43,59), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(7,39), X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23), X(39,55),
+ X(15,47), X(31,63), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(2,34), X(34,66), X(2,34), X(18,50), X(18,34), X(50,66), X(2,18),
+ X(34,50), X(10,42), X(42,74), X(10,42), X(26,58), X(26,42), X(58,74), X(10,26),
+ X(42,58), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(6,38), X(38,70),
+ X(6,38), X(22,54), X(22,38), X(54,70), X(6,22), X(38,54), X(14,46), X(30,62),
+ X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50),
+ X(54,58), X(62,66), X(70,74), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(4,36), X(36,68), X(4,36), X(20,52),
+ X(20,36), X(52,68), X(4,20), X(36,52), X(12,44), X(44,76), X(12,44), X(28,60),
+ X(28,44), X(60,76), X(12,28), X(44,60), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(8,40), X(40,72), X(8,40), X(24,56), X(24,40), X(56,72), X(8,24),
+ X(40,56), X(16,48), X(32,64), X(16,32), X(48,64), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(8,16), X(24,32), X(40,48), X(56,64), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76)
+};
+M(77) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37),
+ X(21,53), X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(45,77), X(13,45),
+ X(29,61), X(29,45), X(61,77), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(19,35), X(51,67), X(3,19), X(35,51), X(11,43), X(43,75), X(11,43), X(27,59),
+ X(27,43), X(59,75), X(11,27), X(43,59), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(7,39), X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23),
+ X(39,55), X(15,47), X(31,63), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(7,15), X(23,31), X(39,47), X(55,63), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(2,34), X(34,66), X(2,34),
+ X(18,50), X(18,34), X(50,66), X(2,18), X(34,50), X(10,42), X(42,74), X(10,42),
+ X(26,58), X(26,42), X(58,74), X(10,26), X(42,58), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(6,38), X(38,70), X(6,38), X(22,54), X(22,38), X(54,70),
+ X(6,22), X(38,54), X(14,46), X(30,62), X(14,30), X(46,62), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(6,14), X(22,30), X(38,46), X(54,62), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(4,36), X(36,68), X(4,36), X(20,52), X(20,36), X(52,68), X(4,20), X(36,52),
+ X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76), X(12,28), X(44,60),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(8,40), X(40,72), X(8,40),
+ X(24,56), X(24,40), X(56,72), X(8,24), X(40,56), X(16,48), X(32,64), X(16,32),
+ X(48,64), X(16,24), X(32,40), X(48,56), X(64,72), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60),
+ X(64,68), X(72,76), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(52,56), X(60,64), X(68,72), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52),
+ X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76)
+};
+M(78) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37),
+ X(21,53), X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(45,77), X(13,45),
+ X(29,61), X(29,45), X(61,77), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(19,35), X(51,67), X(3,19), X(35,51), X(11,43), X(43,75), X(11,43), X(27,59),
+ X(27,43), X(59,75), X(11,27), X(43,59), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(7,39), X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23),
+ X(39,55), X(15,47), X(31,63), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(7,15), X(23,31), X(39,47), X(55,63), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(2,34), X(34,66), X(2,34),
+ X(18,50), X(18,34), X(50,66), X(2,18), X(34,50), X(10,42), X(42,74), X(10,42),
+ X(26,58), X(26,42), X(58,74), X(10,26), X(42,58), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(6,38), X(38,70), X(6,38), X(22,54), X(22,38), X(54,70),
+ X(6,22), X(38,54), X(14,46), X(46,78), X(14,46), X(30,62), X(30,46), X(62,78),
+ X(14,30), X(46,62), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(4,36), X(36,68), X(4,36), X(20,52), X(20,36), X(52,68), X(4,20),
+ X(36,52), X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76), X(12,28),
+ X(44,60), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(8,40), X(40,72),
+ X(8,40), X(24,56), X(24,40), X(56,72), X(8,24), X(40,56), X(16,48), X(32,64),
+ X(16,32), X(48,64), X(16,24), X(32,40), X(48,56), X(64,72), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78)
+};
+M(79) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37),
+ X(21,53), X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(45,77), X(13,45),
+ X(29,61), X(29,45), X(61,77), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(19,35), X(51,67), X(3,19), X(35,51), X(11,43), X(43,75), X(11,43), X(27,59),
+ X(27,43), X(59,75), X(11,27), X(43,59), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(7,39), X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23),
+ X(39,55), X(15,47), X(47,79), X(15,47), X(31,63), X(31,47), X(63,79), X(15,31),
+ X(47,63), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(2,34), X(34,66), X(2,34), X(18,50),
+ X(18,34), X(50,66), X(2,18), X(34,50), X(10,42), X(42,74), X(10,42), X(26,58),
+ X(26,42), X(58,74), X(10,26), X(42,58), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(6,38), X(38,70), X(6,38), X(22,54), X(22,38), X(54,70), X(6,22),
+ X(38,54), X(14,46), X(46,78), X(14,46), X(30,62), X(30,46), X(62,78), X(14,30),
+ X(46,62), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(4,36), X(36,68), X(4,36), X(20,52), X(20,36), X(52,68), X(4,20), X(36,52),
+ X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76), X(12,28), X(44,60),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(8,40), X(40,72), X(8,40),
+ X(24,56), X(24,40), X(56,72), X(8,24), X(40,56), X(16,48), X(32,64), X(16,32),
+ X(48,64), X(16,24), X(32,40), X(48,56), X(64,72), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60),
+ X(64,68), X(72,76), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(52,56), X(60,64), X(68,72), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78)
+};
+M(80) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(17,33), X(49,65), X(1,17), X(33,49),
+ X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25), X(41,57),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37),
+ X(21,53), X(21,37), X(53,69), X(5,21), X(37,53), X(13,45), X(45,77), X(13,45),
+ X(29,61), X(29,45), X(61,77), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(19,35), X(51,67), X(3,19), X(35,51), X(11,43), X(43,75), X(11,43), X(27,59),
+ X(27,43), X(59,75), X(11,27), X(43,59), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(7,39), X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23),
+ X(39,55), X(15,47), X(47,79), X(15,47), X(31,63), X(31,47), X(63,79), X(15,31),
+ X(47,63), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(2,34), X(34,66), X(2,34), X(18,50),
+ X(18,34), X(50,66), X(2,18), X(34,50), X(10,42), X(42,74), X(10,42), X(26,58),
+ X(26,42), X(58,74), X(10,26), X(42,58), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(6,38), X(38,70), X(6,38), X(22,54), X(22,38), X(54,70), X(6,22),
+ X(38,54), X(14,46), X(46,78), X(14,46), X(30,62), X(30,46), X(62,78), X(14,30),
+ X(46,62), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(4,36), X(36,68), X(4,36), X(20,52), X(20,36), X(52,68), X(4,20), X(36,52),
+ X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76), X(12,28), X(44,60),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(8,40), X(40,72), X(8,40),
+ X(24,56), X(24,40), X(56,72), X(8,24), X(40,56), X(16,48), X(48,80), X(16,48),
+ X(32,64), X(32,48), X(64,80), X(16,32), X(48,64), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(52,56), X(60,64), X(68,72), X(76,80), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80)
+};
+M(81) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25),
+ X(41,57), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37), X(21,53), X(21,37),
+ X(53,69), X(5,21), X(37,53), X(13,45), X(45,77), X(13,45), X(29,61), X(29,45),
+ X(61,77), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(69,73), X(77,81), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(19,35), X(51,67), X(3,19), X(35,51), X(11,43), X(43,75), X(11,43), X(27,59),
+ X(27,43), X(59,75), X(11,27), X(43,59), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(7,39), X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23),
+ X(39,55), X(15,47), X(47,79), X(15,47), X(31,63), X(31,47), X(63,79), X(15,31),
+ X(47,63), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65),
+ X(67,69), X(71,73), X(75,77), X(79,81), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(2,34), X(34,66), X(2,34), X(18,50), X(18,34), X(50,66), X(2,18), X(34,50),
+ X(10,42), X(42,74), X(10,42), X(26,58), X(26,42), X(58,74), X(10,26), X(42,58),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(6,38), X(38,70), X(6,38),
+ X(22,54), X(22,38), X(54,70), X(6,22), X(38,54), X(14,46), X(46,78), X(14,46),
+ X(30,62), X(30,46), X(62,78), X(14,30), X(46,62), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46),
+ X(50,54), X(58,62), X(66,70), X(74,78), X(4,36), X(36,68), X(4,36), X(20,52),
+ X(20,36), X(52,68), X(4,20), X(36,52), X(12,44), X(44,76), X(12,44), X(28,60),
+ X(28,44), X(60,76), X(12,28), X(44,60), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(8,40), X(40,72), X(8,40), X(24,56), X(24,40), X(56,72), X(8,24),
+ X(40,56), X(16,48), X(48,80), X(16,48), X(32,64), X(32,48), X(64,80), X(16,32),
+ X(48,64), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(66,68), X(70,72), X(74,76), X(78,80), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80)
+};
+M(82) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25),
+ X(41,57), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37), X(21,53), X(21,37),
+ X(53,69), X(5,21), X(37,53), X(13,45), X(45,77), X(13,45), X(29,61), X(29,45),
+ X(61,77), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(69,73), X(77,81), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(19,35), X(51,67), X(3,19), X(35,51), X(11,43), X(43,75), X(11,43), X(27,59),
+ X(27,43), X(59,75), X(11,27), X(43,59), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(7,39), X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23),
+ X(39,55), X(15,47), X(47,79), X(15,47), X(31,63), X(31,47), X(63,79), X(15,31),
+ X(47,63), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65),
+ X(67,69), X(71,73), X(75,77), X(79,81), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(2,34), X(34,66), X(2,34), X(18,50), X(50,82), X(18,50), X(2,18), X(34,50),
+ X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(26,42), X(58,74), X(10,26),
+ X(42,58), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(6,38), X(38,70), X(6,38), X(22,54), X(22,38),
+ X(54,70), X(6,22), X(38,54), X(14,46), X(46,78), X(14,46), X(30,62), X(30,46),
+ X(62,78), X(14,30), X(46,62), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46),
+ X(50,54), X(58,62), X(66,70), X(74,78), X(4,36), X(36,68), X(4,36), X(20,52),
+ X(20,36), X(52,68), X(4,20), X(36,52), X(12,44), X(44,76), X(12,44), X(28,60),
+ X(28,44), X(60,76), X(12,28), X(44,60), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(8,40), X(40,72), X(8,40), X(24,56), X(24,40), X(56,72), X(8,24),
+ X(40,56), X(16,48), X(48,80), X(16,48), X(32,64), X(32,48), X(64,80), X(16,32),
+ X(48,64), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34),
+ X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66),
+ X(68,70), X(72,74), X(76,78), X(80,82), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80),
+ X(81,82)
+};
+M(83) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25),
+ X(41,57), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37), X(21,53), X(21,37),
+ X(53,69), X(5,21), X(37,53), X(13,45), X(45,77), X(13,45), X(29,61), X(29,45),
+ X(61,77), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(69,73), X(77,81), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(51,83), X(19,51), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75), X(11,43),
+ X(27,59), X(27,43), X(59,75), X(11,27), X(43,59), X(11,19), X(27,35), X(43,51),
+ X(59,67), X(75,83), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(7,39),
+ X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23), X(39,55), X(15,47),
+ X(47,79), X(15,47), X(31,63), X(31,47), X(63,79), X(15,31), X(47,63), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(2,34), X(34,66), X(2,34),
+ X(18,50), X(50,82), X(18,50), X(2,18), X(34,50), X(66,82), X(10,42), X(42,74),
+ X(10,42), X(26,58), X(26,42), X(58,74), X(10,26), X(42,58), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(6,38), X(38,70), X(6,38), X(22,54), X(22,38), X(54,70), X(6,22), X(38,54),
+ X(14,46), X(46,78), X(14,46), X(30,62), X(30,46), X(62,78), X(14,30), X(46,62),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(6,10), X(14,18), X(22,26),
+ X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(4,36), X(36,68), X(4,36), X(20,52), X(20,36), X(52,68), X(4,20),
+ X(36,52), X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76), X(12,28),
+ X(44,60), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(8,40), X(40,72),
+ X(8,40), X(24,56), X(24,40), X(56,72), X(8,24), X(40,56), X(16,48), X(48,80),
+ X(16,48), X(32,64), X(32,48), X(64,80), X(16,32), X(48,64), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78),
+ X(80,82), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(2,3), X(4,5), X(6,7),
+ X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23),
+ X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39),
+ X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55),
+ X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71),
+ X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82)
+};
+M(84) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25),
+ X(41,57), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37), X(21,53), X(21,37),
+ X(53,69), X(5,21), X(37,53), X(13,45), X(45,77), X(13,45), X(29,61), X(29,45),
+ X(61,77), X(13,29), X(45,61), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(69,73), X(77,81), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(51,83), X(19,51), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75), X(11,43),
+ X(27,59), X(27,43), X(59,75), X(11,27), X(43,59), X(11,19), X(27,35), X(43,51),
+ X(59,67), X(75,83), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(7,39),
+ X(39,71), X(7,39), X(23,55), X(23,39), X(55,71), X(7,23), X(39,55), X(15,47),
+ X(47,79), X(15,47), X(31,63), X(31,47), X(63,79), X(15,31), X(47,63), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(2,34), X(34,66), X(2,34),
+ X(18,50), X(50,82), X(18,50), X(2,18), X(34,50), X(66,82), X(10,42), X(42,74),
+ X(10,42), X(26,58), X(26,42), X(58,74), X(10,26), X(42,58), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(6,38), X(38,70), X(6,38), X(22,54), X(22,38), X(54,70), X(6,22), X(38,54),
+ X(14,46), X(46,78), X(14,46), X(30,62), X(30,46), X(62,78), X(14,30), X(46,62),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(6,10), X(14,18), X(22,26),
+ X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(4,36), X(36,68), X(4,36), X(20,52), X(52,84), X(20,52), X(4,20),
+ X(36,52), X(68,84), X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76),
+ X(12,28), X(44,60), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(8,40), X(40,72), X(8,40), X(24,56),
+ X(24,40), X(56,72), X(8,24), X(40,56), X(16,48), X(48,80), X(16,48), X(32,64),
+ X(32,48), X(64,80), X(16,32), X(48,64), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60),
+ X(64,68), X(72,76), X(80,84), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84)
+};
+M(85) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25),
+ X(41,57), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37), X(21,53), X(53,85),
+ X(21,53), X(5,21), X(37,53), X(69,85), X(13,45), X(45,77), X(13,45), X(29,61),
+ X(29,45), X(61,77), X(13,29), X(45,61), X(13,21), X(29,37), X(45,53), X(61,69),
+ X(77,85), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(3,35), X(35,67), X(3,35), X(19,51), X(51,83), X(19,51), X(3,19),
+ X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59), X(27,43), X(59,75),
+ X(11,27), X(43,59), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(23,39), X(55,71), X(7,23), X(39,55), X(15,47), X(47,79), X(15,47), X(31,63),
+ X(31,47), X(63,79), X(15,31), X(47,63), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59),
+ X(63,67), X(71,75), X(79,83), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(2,34),
+ X(34,66), X(2,34), X(18,50), X(50,82), X(18,50), X(2,18), X(34,50), X(66,82),
+ X(10,42), X(42,74), X(10,42), X(26,58), X(26,42), X(58,74), X(10,26), X(42,58),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(6,38), X(38,70), X(6,38), X(22,54), X(22,38), X(54,70),
+ X(6,22), X(38,54), X(14,46), X(46,78), X(14,46), X(30,62), X(30,46), X(62,78),
+ X(14,30), X(46,62), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74),
+ X(78,82), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(4,36), X(36,68), X(4,36), X(20,52), X(52,84),
+ X(20,52), X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44), X(28,60),
+ X(28,44), X(60,76), X(12,28), X(44,60), X(12,20), X(28,36), X(44,52), X(60,68),
+ X(76,84), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(8,40), X(40,72),
+ X(8,40), X(24,56), X(24,40), X(56,72), X(8,24), X(40,56), X(16,48), X(48,80),
+ X(16,48), X(32,64), X(32,48), X(64,80), X(16,32), X(48,64), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44),
+ X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84)
+};
+M(86) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25),
+ X(41,57), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37), X(21,53), X(53,85),
+ X(21,53), X(5,21), X(37,53), X(69,85), X(13,45), X(45,77), X(13,45), X(29,61),
+ X(29,45), X(61,77), X(13,29), X(45,61), X(13,21), X(29,37), X(45,53), X(61,69),
+ X(77,85), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(3,35), X(35,67), X(3,35), X(19,51), X(51,83), X(19,51), X(3,19),
+ X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59), X(27,43), X(59,75),
+ X(11,27), X(43,59), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(23,39), X(55,71), X(7,23), X(39,55), X(15,47), X(47,79), X(15,47), X(31,63),
+ X(31,47), X(63,79), X(15,31), X(47,63), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59),
+ X(63,67), X(71,75), X(79,83), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(2,34),
+ X(34,66), X(2,34), X(18,50), X(50,82), X(18,50), X(2,18), X(34,50), X(66,82),
+ X(10,42), X(42,74), X(10,42), X(26,58), X(26,42), X(58,74), X(10,26), X(42,58),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(6,38), X(38,70), X(6,38), X(22,54), X(54,86), X(22,54),
+ X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62), X(30,46),
+ X(62,78), X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(4,36), X(36,68), X(4,36), X(20,52), X(52,84), X(20,52), X(4,20), X(36,52),
+ X(68,84), X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76), X(12,28),
+ X(44,60), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(8,40), X(40,72), X(8,40), X(24,56), X(24,40),
+ X(56,72), X(8,24), X(40,56), X(16,48), X(48,80), X(16,48), X(32,64), X(32,48),
+ X(64,80), X(16,32), X(48,64), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(52,56), X(60,64), X(68,72), X(76,80), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86)
+};
+M(87) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25),
+ X(41,57), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37), X(21,53), X(53,85),
+ X(21,53), X(5,21), X(37,53), X(69,85), X(13,45), X(45,77), X(13,45), X(29,61),
+ X(29,45), X(61,77), X(13,29), X(45,61), X(13,21), X(29,37), X(45,53), X(61,69),
+ X(77,85), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(3,35), X(35,67), X(3,35), X(19,51), X(51,83), X(19,51), X(3,19),
+ X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59), X(27,43), X(59,75),
+ X(11,27), X(43,59), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(55,87), X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(31,47), X(63,79), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(2,34), X(34,66), X(2,34), X(18,50), X(50,82), X(18,50), X(2,18), X(34,50),
+ X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(26,42), X(58,74), X(10,26),
+ X(42,58), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(6,38), X(38,70), X(6,38), X(22,54), X(54,86),
+ X(22,54), X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62),
+ X(30,46), X(62,78), X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(4,36), X(36,68), X(4,36), X(20,52), X(52,84), X(20,52), X(4,20),
+ X(36,52), X(68,84), X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76),
+ X(12,28), X(44,60), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(8,40), X(40,72), X(8,40), X(24,56),
+ X(24,40), X(56,72), X(8,24), X(40,56), X(16,48), X(48,80), X(16,48), X(32,64),
+ X(32,48), X(64,80), X(16,32), X(48,64), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60),
+ X(64,68), X(72,76), X(80,84), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78),
+ X(80,82), X(84,86), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86)
+};
+M(88) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(25,41), X(57,73), X(9,25),
+ X(41,57), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(5,37), X(37,69), X(5,37), X(21,53), X(53,85),
+ X(21,53), X(5,21), X(37,53), X(69,85), X(13,45), X(45,77), X(13,45), X(29,61),
+ X(29,45), X(61,77), X(13,29), X(45,61), X(13,21), X(29,37), X(45,53), X(61,69),
+ X(77,85), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(3,35), X(35,67), X(3,35), X(19,51), X(51,83), X(19,51), X(3,19),
+ X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59), X(27,43), X(59,75),
+ X(11,27), X(43,59), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(55,87), X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(31,47), X(63,79), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(2,34), X(34,66), X(2,34), X(18,50), X(50,82), X(18,50), X(2,18), X(34,50),
+ X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(26,42), X(58,74), X(10,26),
+ X(42,58), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(6,38), X(38,70), X(6,38), X(22,54), X(54,86),
+ X(22,54), X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62),
+ X(30,46), X(62,78), X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(4,36), X(36,68), X(4,36), X(20,52), X(52,84), X(20,52), X(4,20),
+ X(36,52), X(68,84), X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76),
+ X(12,28), X(44,60), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(8,40), X(40,72), X(8,40), X(24,56),
+ X(56,88), X(24,56), X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48),
+ X(32,64), X(32,48), X(64,80), X(16,32), X(48,64), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80),
+ X(81,82), X(83,84), X(85,86), X(87,88)
+};
+M(89) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(57,89), X(25,57), X(9,25),
+ X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53), X(5,21), X(37,53),
+ X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(29,45), X(61,77), X(13,29),
+ X(45,61), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(3,35), X(35,67), X(3,35), X(19,51), X(51,83), X(19,51), X(3,19),
+ X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59), X(27,43), X(59,75),
+ X(11,27), X(43,59), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(55,87), X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(31,47), X(63,79), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(2,34), X(34,66),
+ X(2,34), X(18,50), X(50,82), X(18,50), X(2,18), X(34,50), X(66,82), X(10,42),
+ X(42,74), X(10,42), X(26,58), X(26,42), X(58,74), X(10,26), X(42,58), X(10,18),
+ X(26,34), X(42,50), X(58,66), X(74,82), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(6,38), X(38,70), X(6,38), X(22,54), X(54,86), X(22,54), X(6,22),
+ X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62), X(30,46), X(62,78),
+ X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(4,36),
+ X(36,68), X(4,36), X(20,52), X(52,84), X(20,52), X(4,20), X(36,52), X(68,84),
+ X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76), X(12,28), X(44,60),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(8,40), X(40,72), X(8,40), X(24,56), X(56,88), X(24,56),
+ X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64), X(32,48),
+ X(64,80), X(16,32), X(48,64), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88)
+};
+M(90) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(57,89), X(25,57), X(9,25),
+ X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53), X(5,21), X(37,53),
+ X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(29,45), X(61,77), X(13,29),
+ X(45,61), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(3,35), X(35,67), X(3,35), X(19,51), X(51,83), X(19,51), X(3,19),
+ X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59), X(27,43), X(59,75),
+ X(11,27), X(43,59), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(55,87), X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(31,47), X(63,79), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(2,34), X(34,66),
+ X(2,34), X(18,50), X(50,82), X(18,50), X(2,18), X(34,50), X(66,82), X(10,42),
+ X(42,74), X(10,42), X(26,58), X(58,90), X(26,58), X(10,26), X(42,58), X(74,90),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(6,38), X(38,70),
+ X(6,38), X(22,54), X(54,86), X(22,54), X(6,22), X(38,54), X(70,86), X(14,46),
+ X(46,78), X(14,46), X(30,62), X(30,46), X(62,78), X(14,30), X(46,62), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58),
+ X(62,66), X(70,74), X(78,82), X(86,90), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(4,36),
+ X(36,68), X(4,36), X(20,52), X(52,84), X(20,52), X(4,20), X(36,52), X(68,84),
+ X(12,44), X(44,76), X(12,44), X(28,60), X(28,44), X(60,76), X(12,28), X(44,60),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(8,40), X(40,72), X(8,40), X(24,56), X(56,88), X(24,56),
+ X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64), X(32,48),
+ X(64,80), X(16,32), X(48,64), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34),
+ X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66),
+ X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90)
+};
+M(91) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(57,89), X(25,57), X(9,25),
+ X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53), X(5,21), X(37,53),
+ X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(29,45), X(61,77), X(13,29),
+ X(45,61), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(3,35), X(35,67), X(3,35), X(19,51), X(51,83), X(19,51), X(3,19),
+ X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59), X(59,91), X(27,59),
+ X(11,27), X(43,59), X(75,91), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(7,39), X(39,71), X(7,39), X(23,55), X(55,87), X(23,55), X(7,23),
+ X(39,55), X(71,87), X(15,47), X(47,79), X(15,47), X(31,63), X(31,47), X(63,79),
+ X(15,31), X(47,63), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(2,34), X(34,66), X(2,34), X(18,50), X(50,82), X(18,50), X(2,18),
+ X(34,50), X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58),
+ X(10,26), X(42,58), X(74,90), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(6,38), X(38,70), X(6,38), X(22,54), X(54,86), X(22,54), X(6,22),
+ X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62), X(30,46), X(62,78),
+ X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(4,36), X(36,68), X(4,36), X(20,52), X(52,84), X(20,52),
+ X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44), X(28,60), X(28,44),
+ X(60,76), X(12,28), X(44,60), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(8,40), X(40,72), X(8,40),
+ X(24,56), X(56,88), X(24,56), X(8,24), X(40,56), X(72,88), X(16,48), X(48,80),
+ X(16,48), X(32,64), X(32,48), X(64,80), X(16,32), X(48,64), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(68,72), X(76,80), X(84,88), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90)
+};
+M(92) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(57,89), X(25,57), X(9,25),
+ X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53), X(5,21), X(37,53),
+ X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(29,45), X(61,77), X(13,29),
+ X(45,61), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(3,35), X(35,67), X(3,35), X(19,51), X(51,83), X(19,51), X(3,19),
+ X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59), X(59,91), X(27,59),
+ X(11,27), X(43,59), X(75,91), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(7,39), X(39,71), X(7,39), X(23,55), X(55,87), X(23,55), X(7,23),
+ X(39,55), X(71,87), X(15,47), X(47,79), X(15,47), X(31,63), X(31,47), X(63,79),
+ X(15,31), X(47,63), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(2,34), X(34,66), X(2,34), X(18,50), X(50,82), X(18,50), X(2,18),
+ X(34,50), X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58),
+ X(10,26), X(42,58), X(74,90), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(6,38), X(38,70), X(6,38), X(22,54), X(54,86), X(22,54), X(6,22),
+ X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62), X(30,46), X(62,78),
+ X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(4,36), X(36,68), X(4,36), X(20,52), X(52,84), X(20,52),
+ X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44), X(28,60), X(60,92),
+ X(28,60), X(12,28), X(44,60), X(76,92), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(8,40), X(40,72), X(8,40), X(24,56), X(56,88), X(24,56),
+ X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64), X(32,48),
+ X(64,80), X(16,32), X(48,64), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(68,72), X(76,80), X(84,88), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52),
+ X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84),
+ X(86,88), X(90,92), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92)
+};
+M(93) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(57,89), X(25,57), X(9,25),
+ X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53), X(5,21), X(37,53),
+ X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29),
+ X(45,61), X(77,93), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(65,69), X(73,77), X(81,85), X(89,93), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(51,83), X(19,51), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75), X(11,43),
+ X(27,59), X(59,91), X(27,59), X(11,27), X(43,59), X(75,91), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(55,87), X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(31,47), X(63,79), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(7,11),
+ X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75),
+ X(79,83), X(87,91), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47),
+ X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(2,34), X(34,66), X(2,34), X(18,50), X(50,82),
+ X(18,50), X(2,18), X(34,50), X(66,82), X(10,42), X(42,74), X(10,42), X(26,58),
+ X(58,90), X(26,58), X(10,26), X(42,58), X(74,90), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(6,38), X(38,70), X(6,38), X(22,54), X(54,86),
+ X(22,54), X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62),
+ X(30,46), X(62,78), X(14,30), X(46,62), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(4,36), X(36,68), X(4,36), X(20,52),
+ X(52,84), X(20,52), X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44),
+ X(28,60), X(60,92), X(28,60), X(12,28), X(44,60), X(76,92), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(8,40), X(40,72), X(8,40), X(24,56),
+ X(56,88), X(24,56), X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48),
+ X(32,64), X(32,48), X(64,80), X(16,32), X(48,64), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(8,12),
+ X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76),
+ X(80,84), X(88,92), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92)
+};
+M(94) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(57,89), X(25,57), X(9,25),
+ X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53), X(5,21), X(37,53),
+ X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29),
+ X(45,61), X(77,93), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(65,69), X(73,77), X(81,85), X(89,93), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(51,83), X(19,51), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75), X(11,43),
+ X(27,59), X(59,91), X(27,59), X(11,27), X(43,59), X(75,91), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(55,87), X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(31,47), X(63,79), X(15,31), X(47,63), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(7,11),
+ X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75),
+ X(79,83), X(87,91), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47),
+ X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(2,34), X(34,66), X(2,34), X(18,50), X(50,82),
+ X(18,50), X(2,18), X(34,50), X(66,82), X(10,42), X(42,74), X(10,42), X(26,58),
+ X(58,90), X(26,58), X(10,26), X(42,58), X(74,90), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(6,38), X(38,70), X(6,38), X(22,54), X(54,86),
+ X(22,54), X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62),
+ X(62,94), X(30,62), X(14,30), X(46,62), X(78,94), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(4,36),
+ X(36,68), X(4,36), X(20,52), X(52,84), X(20,52), X(4,20), X(36,52), X(68,84),
+ X(12,44), X(44,76), X(12,44), X(28,60), X(60,92), X(28,60), X(12,28), X(44,60),
+ X(76,92), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(8,40),
+ X(40,72), X(8,40), X(24,56), X(56,88), X(24,56), X(8,24), X(40,56), X(72,88),
+ X(16,48), X(48,80), X(16,48), X(32,64), X(32,48), X(64,80), X(16,32), X(48,64),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34),
+ X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66),
+ X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94)
+};
+M(95) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(57,89), X(25,57), X(9,25),
+ X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53), X(5,21), X(37,53),
+ X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29),
+ X(45,61), X(77,93), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(65,69), X(73,77), X(81,85), X(89,93), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(51,83), X(19,51), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75), X(11,43),
+ X(27,59), X(59,91), X(27,59), X(11,27), X(43,59), X(75,91), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(55,87), X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(63,95), X(31,63), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95),
+ X(2,34), X(34,66), X(2,34), X(18,50), X(50,82), X(18,50), X(2,18), X(34,50),
+ X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58), X(10,26),
+ X(42,58), X(74,90), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(6,38), X(38,70), X(6,38), X(22,54), X(54,86), X(22,54), X(6,22), X(38,54),
+ X(70,86), X(14,46), X(46,78), X(14,46), X(30,62), X(62,94), X(30,62), X(14,30),
+ X(46,62), X(78,94), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(4,36), X(36,68), X(4,36), X(20,52),
+ X(52,84), X(20,52), X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44),
+ X(28,60), X(60,92), X(28,60), X(12,28), X(44,60), X(76,92), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(8,40), X(40,72), X(8,40), X(24,56),
+ X(56,88), X(24,56), X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48),
+ X(32,64), X(32,48), X(64,80), X(16,32), X(48,64), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(8,12),
+ X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76),
+ X(80,84), X(88,92), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78),
+ X(80,82), X(84,86), X(88,90), X(92,94), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94)
+};
+M(96) = {
+ X(1,33), X(33,65), X(1,33), X(17,49), X(49,81), X(17,49), X(1,17), X(33,49),
+ X(65,81), X(9,41), X(41,73), X(9,41), X(25,57), X(57,89), X(25,57), X(9,25),
+ X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53), X(5,21), X(37,53),
+ X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29),
+ X(45,61), X(77,93), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61),
+ X(65,69), X(73,77), X(81,85), X(89,93), X(3,35), X(35,67), X(3,35), X(19,51),
+ X(51,83), X(19,51), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75), X(11,43),
+ X(27,59), X(59,91), X(27,59), X(11,27), X(43,59), X(75,91), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(55,87), X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(63,95), X(31,63), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95),
+ X(2,34), X(34,66), X(2,34), X(18,50), X(50,82), X(18,50), X(2,18), X(34,50),
+ X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58), X(10,26),
+ X(42,58), X(74,90), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(6,38), X(38,70), X(6,38), X(22,54), X(54,86), X(22,54), X(6,22), X(38,54),
+ X(70,86), X(14,46), X(46,78), X(14,46), X(30,62), X(62,94), X(30,62), X(14,30),
+ X(46,62), X(78,94), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(4,36), X(36,68), X(4,36), X(20,52),
+ X(52,84), X(20,52), X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44),
+ X(28,60), X(60,92), X(28,60), X(12,28), X(44,60), X(76,92), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(8,40), X(40,72), X(8,40), X(24,56),
+ X(56,88), X(24,56), X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48),
+ X(32,64), X(64,96), X(32,64), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80),
+ X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96)
+};
+M(97) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,41), X(41,73), X(9,41),
+ X(25,57), X(57,89), X(25,57), X(9,25), X(41,57), X(73,89), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53),
+ X(5,21), X(37,53), X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(61,93),
+ X(29,61), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49),
+ X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(3,35), X(35,67), X(3,35), X(19,51), X(51,83), X(19,51),
+ X(3,19), X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59), X(59,91),
+ X(27,59), X(11,27), X(43,59), X(75,91), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(7,39), X(39,71), X(7,39), X(23,55), X(55,87), X(23,55),
+ X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47), X(31,63), X(63,95),
+ X(31,63), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47),
+ X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(2,34), X(34,66),
+ X(2,34), X(18,50), X(50,82), X(18,50), X(2,18), X(34,50), X(66,82), X(10,42),
+ X(42,74), X(10,42), X(26,58), X(58,90), X(26,58), X(10,26), X(42,58), X(74,90),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(6,38), X(38,70),
+ X(6,38), X(22,54), X(54,86), X(22,54), X(6,22), X(38,54), X(70,86), X(14,46),
+ X(46,78), X(14,46), X(30,62), X(62,94), X(30,62), X(14,30), X(46,62), X(78,94),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(4,36), X(36,68), X(4,36), X(20,52), X(52,84), X(20,52),
+ X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44), X(28,60), X(60,92),
+ X(28,60), X(12,28), X(44,60), X(76,92), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(8,40), X(40,72), X(8,40), X(24,56), X(56,88), X(24,56),
+ X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64), X(64,96),
+ X(32,64), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96)
+};
+M(98) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,41), X(41,73), X(9,41),
+ X(25,57), X(57,89), X(25,57), X(9,25), X(41,57), X(73,89), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53),
+ X(5,21), X(37,53), X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(61,93),
+ X(29,61), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49),
+ X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(3,35), X(35,67), X(3,35), X(19,51), X(51,83), X(19,51),
+ X(3,19), X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59), X(59,91),
+ X(27,59), X(11,27), X(43,59), X(75,91), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(7,39), X(39,71), X(7,39), X(23,55), X(55,87), X(23,55),
+ X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47), X(31,63), X(63,95),
+ X(31,63), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47),
+ X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(2,66), X(34,98),
+ X(2,34), X(66,98), X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98),
+ X(2,18), X(34,50), X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90),
+ X(26,58), X(10,26), X(42,58), X(74,90), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(6,38), X(38,70), X(6,38), X(22,54), X(54,86), X(22,54), X(6,22), X(38,54),
+ X(70,86), X(14,46), X(46,78), X(14,46), X(30,62), X(62,94), X(30,62), X(14,30),
+ X(46,62), X(78,94), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(4,36), X(36,68), X(4,36), X(20,52), X(52,84), X(20,52), X(4,20), X(36,52),
+ X(68,84), X(12,44), X(44,76), X(12,44), X(28,60), X(60,92), X(28,60), X(12,28),
+ X(44,60), X(76,92), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(8,40), X(40,72), X(8,40), X(24,56), X(56,88), X(24,56), X(8,24), X(40,56),
+ X(72,88), X(16,48), X(48,80), X(16,48), X(32,64), X(64,96), X(32,64), X(16,32),
+ X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(68,72), X(76,80), X(84,88), X(92,96), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98)
+};
+M(99) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,41), X(41,73), X(9,41),
+ X(25,57), X(57,89), X(25,57), X(9,25), X(41,57), X(73,89), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53),
+ X(5,21), X(37,53), X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(61,93),
+ X(29,61), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49),
+ X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(3,67), X(35,99), X(3,35), X(67,99), X(19,51), X(51,83),
+ X(19,51), X(19,35), X(51,67), X(83,99), X(3,19), X(35,51), X(67,83), X(11,43),
+ X(43,75), X(11,43), X(27,59), X(59,91), X(27,59), X(11,27), X(43,59), X(75,91),
+ X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(55,87), X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(63,95), X(31,63), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(67,71), X(75,79), X(83,87), X(91,95), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(2,66), X(34,98), X(2,34),
+ X(66,98), X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18),
+ X(34,50), X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58),
+ X(10,26), X(42,58), X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82),
+ X(90,98), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(6,38),
+ X(38,70), X(6,38), X(22,54), X(54,86), X(22,54), X(6,22), X(38,54), X(70,86),
+ X(14,46), X(46,78), X(14,46), X(30,62), X(62,94), X(30,62), X(14,30), X(46,62),
+ X(78,94), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74),
+ X(78,82), X(86,90), X(94,98), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(4,36),
+ X(36,68), X(4,36), X(20,52), X(52,84), X(20,52), X(4,20), X(36,52), X(68,84),
+ X(12,44), X(44,76), X(12,44), X(28,60), X(60,92), X(28,60), X(12,28), X(44,60),
+ X(76,92), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(8,40),
+ X(40,72), X(8,40), X(24,56), X(56,88), X(24,56), X(8,24), X(40,56), X(72,88),
+ X(16,48), X(48,80), X(16,48), X(32,64), X(64,96), X(32,64), X(16,32), X(48,64),
+ X(80,96), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52),
+ X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84),
+ X(86,88), X(90,92), X(94,96), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98)
+};
+M(100) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,41), X(41,73), X(9,41),
+ X(25,57), X(57,89), X(25,57), X(9,25), X(41,57), X(73,89), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(5,37), X(37,69), X(5,37), X(21,53), X(53,85), X(21,53),
+ X(5,21), X(37,53), X(69,85), X(13,45), X(45,77), X(13,45), X(29,61), X(61,93),
+ X(29,61), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49),
+ X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(3,67), X(35,99), X(3,35), X(67,99), X(19,51), X(51,83),
+ X(19,51), X(19,35), X(51,67), X(83,99), X(3,19), X(35,51), X(67,83), X(11,43),
+ X(43,75), X(11,43), X(27,59), X(59,91), X(27,59), X(11,27), X(43,59), X(75,91),
+ X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(7,39), X(39,71), X(7,39), X(23,55),
+ X(55,87), X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(63,95), X(31,63), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(67,71), X(75,79), X(83,87), X(91,95), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(2,66), X(34,98), X(2,34),
+ X(66,98), X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18),
+ X(34,50), X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58),
+ X(10,26), X(42,58), X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82),
+ X(90,98), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(6,38),
+ X(38,70), X(6,38), X(22,54), X(54,86), X(22,54), X(6,22), X(38,54), X(70,86),
+ X(14,46), X(46,78), X(14,46), X(30,62), X(62,94), X(30,62), X(14,30), X(46,62),
+ X(78,94), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74),
+ X(78,82), X(86,90), X(94,98), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(4,68),
+ X(36,100), X(4,36), X(68,100), X(20,52), X(52,84), X(20,52), X(20,36),
+ X(52,68), X(84,100), X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44),
+ X(28,60), X(60,92), X(28,60), X(12,28), X(44,60), X(76,92), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(8,40), X(40,72), X(8,40), X(24,56), X(56,88), X(24,56),
+ X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64), X(64,96),
+ X(32,64), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100)
+};
+M(101) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,41), X(41,73), X(9,41),
+ X(25,57), X(57,89), X(25,57), X(9,25), X(41,57), X(73,89), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53), X(53,85),
+ X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85), X(13,45),
+ X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29), X(45,61), X(77,93),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(3,67), X(35,99), X(3,35), X(67,99), X(19,51), X(51,83), X(19,51),
+ X(19,35), X(51,67), X(83,99), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75),
+ X(11,43), X(27,59), X(59,91), X(27,59), X(11,27), X(43,59), X(75,91), X(11,19),
+ X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(7,39), X(39,71), X(7,39), X(23,55), X(55,87),
+ X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47), X(31,63),
+ X(63,95), X(31,63), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43),
+ X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21),
+ X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53),
+ X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85),
+ X(87,89), X(91,93), X(95,97), X(99,101), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(2,66), X(34,98), X(2,34),
+ X(66,98), X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18),
+ X(34,50), X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58),
+ X(10,26), X(42,58), X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82),
+ X(90,98), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(6,38),
+ X(38,70), X(6,38), X(22,54), X(54,86), X(22,54), X(6,22), X(38,54), X(70,86),
+ X(14,46), X(46,78), X(14,46), X(30,62), X(62,94), X(30,62), X(14,30), X(46,62),
+ X(78,94), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74),
+ X(78,82), X(86,90), X(94,98), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(4,68),
+ X(36,100), X(4,36), X(68,100), X(20,52), X(52,84), X(20,52), X(20,36),
+ X(52,68), X(84,100), X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44),
+ X(28,60), X(60,92), X(28,60), X(12,28), X(44,60), X(76,92), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(8,40), X(40,72), X(8,40), X(24,56), X(56,88), X(24,56),
+ X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64), X(64,96),
+ X(32,64), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(1,2), X(3,4), X(5,6),
+ X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22),
+ X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38),
+ X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54),
+ X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70),
+ X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86),
+ X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100)
+};
+M(102) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,41), X(41,73), X(9,41),
+ X(25,57), X(57,89), X(25,57), X(9,25), X(41,57), X(73,89), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53), X(53,85),
+ X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85), X(13,45),
+ X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29), X(45,61), X(77,93),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(3,67), X(35,99), X(3,35), X(67,99), X(19,51), X(51,83), X(19,51),
+ X(19,35), X(51,67), X(83,99), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75),
+ X(11,43), X(27,59), X(59,91), X(27,59), X(11,27), X(43,59), X(75,91), X(11,19),
+ X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(7,39), X(39,71), X(7,39), X(23,55), X(55,87),
+ X(23,55), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47), X(31,63),
+ X(63,95), X(31,63), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43),
+ X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21),
+ X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53),
+ X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85),
+ X(87,89), X(91,93), X(95,97), X(99,101), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(2,66), X(34,98), X(2,34),
+ X(66,98), X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18),
+ X(34,50), X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58),
+ X(10,26), X(42,58), X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82),
+ X(90,98), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(6,70),
+ X(38,102), X(6,38), X(70,102), X(22,54), X(54,86), X(22,54), X(22,38),
+ X(54,70), X(86,102), X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46),
+ X(30,62), X(62,94), X(30,62), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46),
+ X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(4,68),
+ X(36,100), X(4,36), X(68,100), X(20,52), X(52,84), X(20,52), X(20,36),
+ X(52,68), X(84,100), X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44),
+ X(28,60), X(60,92), X(28,60), X(12,28), X(44,60), X(76,92), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(8,40), X(40,72), X(8,40), X(24,56), X(56,88), X(24,56),
+ X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64), X(64,96),
+ X(32,64), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26),
+ X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58),
+ X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90),
+ X(92,94), X(96,98), X(100,102), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52),
+ X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84),
+ X(86,88), X(90,92), X(94,96), X(98,100), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102)
+};
+M(103) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,41), X(41,73), X(9,41),
+ X(25,57), X(57,89), X(25,57), X(9,25), X(41,57), X(73,89), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53), X(53,85),
+ X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85), X(13,45),
+ X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29), X(45,61), X(77,93),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(3,67), X(35,99), X(3,35), X(67,99), X(19,51), X(51,83), X(19,51),
+ X(19,35), X(51,67), X(83,99), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75),
+ X(11,43), X(27,59), X(59,91), X(27,59), X(11,27), X(43,59), X(75,91), X(11,19),
+ X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(7,71), X(39,103), X(7,39), X(71,103), X(23,55),
+ X(55,87), X(23,55), X(23,39), X(55,71), X(87,103), X(7,23), X(39,55), X(71,87),
+ X(15,47), X(47,79), X(15,47), X(31,63), X(63,95), X(31,63), X(15,31), X(47,63),
+ X(79,95), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(2,66), X(34,98), X(2,34), X(66,98),
+ X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18), X(34,50),
+ X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58), X(10,26),
+ X(42,58), X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(6,70), X(38,102),
+ X(6,38), X(70,102), X(22,54), X(54,86), X(22,54), X(22,38), X(54,70),
+ X(86,102), X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62),
+ X(62,94), X(30,62), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38), X(46,54),
+ X(62,70), X(78,86), X(94,102), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(4,68),
+ X(36,100), X(4,36), X(68,100), X(20,52), X(52,84), X(20,52), X(20,36),
+ X(52,68), X(84,100), X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44),
+ X(28,60), X(60,92), X(28,60), X(12,28), X(44,60), X(76,92), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(8,40), X(40,72), X(8,40), X(24,56), X(56,88), X(24,56),
+ X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64), X(64,96),
+ X(32,64), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26),
+ X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58),
+ X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90),
+ X(92,94), X(96,98), X(100,102), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20),
+ X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52),
+ X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84),
+ X(86,88), X(90,92), X(94,96), X(98,100), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80),
+ X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96),
+ X(97,98), X(99,100), X(101,102)
+};
+M(104) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,41), X(41,73), X(9,41),
+ X(25,57), X(57,89), X(25,57), X(9,25), X(41,57), X(73,89), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53), X(53,85),
+ X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85), X(13,45),
+ X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29), X(45,61), X(77,93),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(3,67), X(35,99), X(3,35), X(67,99), X(19,51), X(51,83), X(19,51),
+ X(19,35), X(51,67), X(83,99), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75),
+ X(11,43), X(27,59), X(59,91), X(27,59), X(11,27), X(43,59), X(75,91), X(11,19),
+ X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(7,71), X(39,103), X(7,39), X(71,103), X(23,55),
+ X(55,87), X(23,55), X(23,39), X(55,71), X(87,103), X(7,23), X(39,55), X(71,87),
+ X(15,47), X(47,79), X(15,47), X(31,63), X(63,95), X(31,63), X(15,31), X(47,63),
+ X(79,95), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(2,66), X(34,98), X(2,34), X(66,98),
+ X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18), X(34,50),
+ X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58), X(10,26),
+ X(42,58), X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(6,70), X(38,102),
+ X(6,38), X(70,102), X(22,54), X(54,86), X(22,54), X(22,38), X(54,70),
+ X(86,102), X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62),
+ X(62,94), X(30,62), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38), X(46,54),
+ X(62,70), X(78,86), X(94,102), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(4,68),
+ X(36,100), X(4,36), X(68,100), X(20,52), X(52,84), X(20,52), X(20,36),
+ X(52,68), X(84,100), X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44),
+ X(28,60), X(60,92), X(28,60), X(12,28), X(44,60), X(76,92), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(8,72), X(40,104), X(8,40), X(72,104), X(24,56), X(56,88),
+ X(24,56), X(24,40), X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,48),
+ X(48,80), X(16,48), X(32,64), X(64,96), X(32,64), X(16,32), X(48,64), X(80,96),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104)
+};
+M(105) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73),
+ X(81,89), X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53),
+ X(53,85), X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85),
+ X(13,45), X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29), X(45,61),
+ X(77,93), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(3,67),
+ X(35,99), X(3,35), X(67,99), X(19,51), X(51,83), X(19,51), X(19,35), X(51,67),
+ X(83,99), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59),
+ X(59,91), X(27,59), X(11,27), X(43,59), X(75,91), X(11,19), X(27,35), X(43,51),
+ X(59,67), X(75,83), X(91,99), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(7,71), X(39,103), X(7,39), X(71,103), X(23,55), X(55,87), X(23,55),
+ X(23,39), X(55,71), X(87,103), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79),
+ X(15,47), X(31,63), X(63,95), X(31,63), X(15,31), X(47,63), X(79,95), X(15,23),
+ X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93),
+ X(95,97), X(99,101), X(103,105), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19),
+ X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51),
+ X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83),
+ X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(2,66), X(34,98), X(2,34),
+ X(66,98), X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18),
+ X(34,50), X(66,82), X(10,42), X(42,74), X(10,42), X(26,58), X(58,90), X(26,58),
+ X(10,26), X(42,58), X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82),
+ X(90,98), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(6,70),
+ X(38,102), X(6,38), X(70,102), X(22,54), X(54,86), X(22,54), X(22,38),
+ X(54,70), X(86,102), X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46),
+ X(30,62), X(62,94), X(30,62), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46),
+ X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(4,68),
+ X(36,100), X(4,36), X(68,100), X(20,52), X(52,84), X(20,52), X(20,36),
+ X(52,68), X(84,100), X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44),
+ X(28,60), X(60,92), X(28,60), X(12,28), X(44,60), X(76,92), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(8,72), X(40,104), X(8,40), X(72,104), X(24,56), X(56,88),
+ X(24,56), X(24,40), X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,48),
+ X(48,80), X(16,48), X(32,64), X(64,96), X(32,64), X(16,32), X(48,64), X(80,96),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80),
+ X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96),
+ X(97,98), X(99,100), X(101,102), X(103,104)
+};
+M(106) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73),
+ X(81,89), X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53),
+ X(53,85), X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85),
+ X(13,45), X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29), X(45,61),
+ X(77,93), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(3,67),
+ X(35,99), X(3,35), X(67,99), X(19,51), X(51,83), X(19,51), X(19,35), X(51,67),
+ X(83,99), X(3,19), X(35,51), X(67,83), X(11,43), X(43,75), X(11,43), X(27,59),
+ X(59,91), X(27,59), X(11,27), X(43,59), X(75,91), X(11,19), X(27,35), X(43,51),
+ X(59,67), X(75,83), X(91,99), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(7,71), X(39,103), X(7,39), X(71,103), X(23,55), X(55,87), X(23,55),
+ X(23,39), X(55,71), X(87,103), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79),
+ X(15,47), X(31,63), X(63,95), X(31,63), X(15,31), X(47,63), X(79,95), X(15,23),
+ X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93),
+ X(95,97), X(99,101), X(103,105), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19),
+ X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51),
+ X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83),
+ X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(2,66), X(34,98), X(2,34),
+ X(66,98), X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18),
+ X(34,50), X(66,82), X(10,74), X(42,106), X(10,42), X(74,106), X(26,58),
+ X(58,90), X(26,58), X(26,42), X(58,74), X(90,106), X(10,26), X(42,58),
+ X(74,90), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(6,70), X(38,102), X(6,38), X(70,102), X(22,54), X(54,86), X(22,54), X(22,38),
+ X(54,70), X(86,102), X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46),
+ X(30,62), X(62,94), X(30,62), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50),
+ X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(4,68), X(36,100), X(4,36),
+ X(68,100), X(20,52), X(52,84), X(20,52), X(20,36), X(52,68), X(84,100),
+ X(4,20), X(36,52), X(68,84), X(12,44), X(44,76), X(12,44), X(28,60), X(60,92),
+ X(28,60), X(12,28), X(44,60), X(76,92), X(12,20), X(28,36), X(44,52), X(60,68),
+ X(76,84), X(92,100), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(8,72), X(40,104), X(8,40), X(72,104), X(24,56), X(56,88), X(24,56), X(24,40),
+ X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48),
+ X(32,64), X(64,96), X(32,64), X(16,32), X(48,64), X(80,96), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106)
+};
+M(107) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73),
+ X(81,89), X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53),
+ X(53,85), X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85),
+ X(13,45), X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29), X(45,61),
+ X(77,93), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(3,67),
+ X(35,99), X(3,35), X(67,99), X(19,51), X(51,83), X(19,51), X(19,35), X(51,67),
+ X(83,99), X(3,19), X(35,51), X(67,83), X(11,75), X(43,107), X(11,43),
+ X(75,107), X(27,59), X(59,91), X(27,59), X(27,43), X(59,75), X(91,107),
+ X(11,27), X(43,59), X(75,91), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(7,71), X(39,103), X(7,39), X(71,103), X(23,55),
+ X(55,87), X(23,55), X(23,39), X(55,71), X(87,103), X(7,23), X(39,55), X(71,87),
+ X(15,47), X(47,79), X(15,47), X(31,63), X(63,95), X(31,63), X(15,31), X(47,63),
+ X(79,95), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47),
+ X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(2,66), X(34,98), X(2,34), X(66,98), X(18,50),
+ X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18), X(34,50), X(66,82),
+ X(10,74), X(42,106), X(10,42), X(74,106), X(26,58), X(58,90), X(26,58),
+ X(26,42), X(58,74), X(90,106), X(10,26), X(42,58), X(74,90), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(6,70), X(38,102), X(6,38),
+ X(70,102), X(22,54), X(54,86), X(22,54), X(22,38), X(54,70), X(86,102),
+ X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62), X(62,94),
+ X(30,62), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(94,102), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(4,68), X(36,100), X(4,36), X(68,100), X(20,52),
+ X(52,84), X(20,52), X(20,36), X(52,68), X(84,100), X(4,20), X(36,52), X(68,84),
+ X(12,44), X(44,76), X(12,44), X(28,60), X(60,92), X(28,60), X(12,28), X(44,60),
+ X(76,92), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(8,72), X(40,104), X(8,40),
+ X(72,104), X(24,56), X(56,88), X(24,56), X(24,40), X(56,72), X(88,104),
+ X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64), X(64,96),
+ X(32,64), X(16,32), X(48,64), X(80,96), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(80,88), X(96,104), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78),
+ X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80),
+ X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96),
+ X(97,98), X(99,100), X(101,102), X(103,104), X(105,106)
+};
+M(108) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73),
+ X(81,89), X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53),
+ X(53,85), X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85),
+ X(13,45), X(45,77), X(13,45), X(29,61), X(61,93), X(29,61), X(13,29), X(45,61),
+ X(77,93), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45),
+ X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(3,67),
+ X(35,99), X(3,35), X(67,99), X(19,51), X(51,83), X(19,51), X(19,35), X(51,67),
+ X(83,99), X(3,19), X(35,51), X(67,83), X(11,75), X(43,107), X(11,43),
+ X(75,107), X(27,59), X(59,91), X(27,59), X(27,43), X(59,75), X(91,107),
+ X(11,27), X(43,59), X(75,91), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(7,71), X(39,103), X(7,39), X(71,103), X(23,55),
+ X(55,87), X(23,55), X(23,39), X(55,71), X(87,103), X(7,23), X(39,55), X(71,87),
+ X(15,47), X(47,79), X(15,47), X(31,63), X(63,95), X(31,63), X(15,31), X(47,63),
+ X(79,95), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47),
+ X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(2,66), X(34,98), X(2,34), X(66,98), X(18,50),
+ X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18), X(34,50), X(66,82),
+ X(10,74), X(42,106), X(10,42), X(74,106), X(26,58), X(58,90), X(26,58),
+ X(26,42), X(58,74), X(90,106), X(10,26), X(42,58), X(74,90), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(6,70), X(38,102), X(6,38),
+ X(70,102), X(22,54), X(54,86), X(22,54), X(22,38), X(54,70), X(86,102),
+ X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46), X(30,62), X(62,94),
+ X(30,62), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(94,102), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(4,68), X(36,100), X(4,36), X(68,100), X(20,52),
+ X(52,84), X(20,52), X(20,36), X(52,68), X(84,100), X(4,20), X(36,52), X(68,84),
+ X(12,76), X(44,108), X(12,44), X(76,108), X(28,60), X(60,92), X(28,60),
+ X(28,44), X(60,76), X(92,108), X(12,28), X(44,60), X(76,92), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(8,72), X(40,104),
+ X(8,40), X(72,104), X(24,56), X(56,88), X(24,56), X(24,40), X(56,72),
+ X(88,104), X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64),
+ X(64,96), X(32,64), X(16,32), X(48,64), X(80,96), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60),
+ X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80),
+ X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96),
+ X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108)
+};
+M(109) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73),
+ X(81,89), X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53),
+ X(53,85), X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61),
+ X(29,45), X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(3,67), X(35,99), X(3,35), X(67,99),
+ X(19,51), X(51,83), X(19,51), X(19,35), X(51,67), X(83,99), X(3,19), X(35,51),
+ X(67,83), X(11,75), X(43,107), X(11,43), X(75,107), X(27,59), X(59,91),
+ X(27,59), X(27,43), X(59,75), X(91,107), X(11,27), X(43,59), X(75,91), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(7,71),
+ X(39,103), X(7,39), X(71,103), X(23,55), X(55,87), X(23,55), X(23,39),
+ X(55,71), X(87,103), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(63,95), X(31,63), X(15,31), X(47,63), X(79,95), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51),
+ X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(3,5), X(7,9), X(11,13), X(15,17),
+ X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49),
+ X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81),
+ X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105), X(107,109),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95),
+ X(97,99), X(101,103), X(105,107), X(2,66), X(34,98), X(2,34), X(66,98),
+ X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18), X(34,50),
+ X(66,82), X(10,74), X(42,106), X(10,42), X(74,106), X(26,58), X(58,90),
+ X(26,58), X(26,42), X(58,74), X(90,106), X(10,26), X(42,58), X(74,90), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(6,70),
+ X(38,102), X(6,38), X(70,102), X(22,54), X(54,86), X(22,54), X(22,38),
+ X(54,70), X(86,102), X(6,22), X(38,54), X(70,86), X(14,46), X(46,78), X(14,46),
+ X(30,62), X(62,94), X(30,62), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50),
+ X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(4,68), X(36,100), X(4,36),
+ X(68,100), X(20,52), X(52,84), X(20,52), X(20,36), X(52,68), X(84,100),
+ X(4,20), X(36,52), X(68,84), X(12,76), X(44,108), X(12,44), X(76,108),
+ X(28,60), X(60,92), X(28,60), X(28,44), X(60,76), X(92,108), X(12,28),
+ X(44,60), X(76,92), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(8,72), X(40,104), X(8,40), X(72,104), X(24,56), X(56,88),
+ X(24,56), X(24,40), X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,48),
+ X(48,80), X(16,48), X(32,64), X(64,96), X(32,64), X(16,32), X(48,64), X(80,96),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108)
+};
+M(110) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73),
+ X(81,89), X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53),
+ X(53,85), X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61),
+ X(29,45), X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(3,67), X(35,99), X(3,35), X(67,99),
+ X(19,51), X(51,83), X(19,51), X(19,35), X(51,67), X(83,99), X(3,19), X(35,51),
+ X(67,83), X(11,75), X(43,107), X(11,43), X(75,107), X(27,59), X(59,91),
+ X(27,59), X(27,43), X(59,75), X(91,107), X(11,27), X(43,59), X(75,91), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(7,71),
+ X(39,103), X(7,39), X(71,103), X(23,55), X(55,87), X(23,55), X(23,39),
+ X(55,71), X(87,103), X(7,23), X(39,55), X(71,87), X(15,47), X(47,79), X(15,47),
+ X(31,63), X(63,95), X(31,63), X(15,31), X(47,63), X(79,95), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51),
+ X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(3,5), X(7,9), X(11,13), X(15,17),
+ X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49),
+ X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81),
+ X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105), X(107,109),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95),
+ X(97,99), X(101,103), X(105,107), X(2,66), X(34,98), X(2,34), X(66,98),
+ X(18,50), X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18), X(34,50),
+ X(66,82), X(10,74), X(42,106), X(10,42), X(74,106), X(26,58), X(58,90),
+ X(26,58), X(26,42), X(58,74), X(90,106), X(10,26), X(42,58), X(74,90), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(6,70),
+ X(38,102), X(6,38), X(70,102), X(22,54), X(54,86), X(22,54), X(22,38),
+ X(54,70), X(86,102), X(6,22), X(38,54), X(70,86), X(14,78), X(46,110),
+ X(14,46), X(78,110), X(30,62), X(62,94), X(30,62), X(30,46), X(62,78),
+ X(94,110), X(14,30), X(46,62), X(78,94), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(4,68), X(36,100), X(4,36), X(68,100), X(20,52),
+ X(52,84), X(20,52), X(20,36), X(52,68), X(84,100), X(4,20), X(36,52), X(68,84),
+ X(12,76), X(44,108), X(12,44), X(76,108), X(28,60), X(60,92), X(28,60),
+ X(28,44), X(60,76), X(92,108), X(12,28), X(44,60), X(76,92), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(8,72), X(40,104),
+ X(8,40), X(72,104), X(24,56), X(56,88), X(24,56), X(24,40), X(56,72),
+ X(88,104), X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48), X(32,64),
+ X(64,96), X(32,64), X(16,32), X(48,64), X(80,96), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60),
+ X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110)
+};
+M(111) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73),
+ X(81,89), X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53),
+ X(53,85), X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61),
+ X(29,45), X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(3,67), X(35,99), X(3,35), X(67,99),
+ X(19,51), X(51,83), X(19,51), X(19,35), X(51,67), X(83,99), X(3,19), X(35,51),
+ X(67,83), X(11,75), X(43,107), X(11,43), X(75,107), X(27,59), X(59,91),
+ X(27,59), X(27,43), X(59,75), X(91,107), X(11,27), X(43,59), X(75,91), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(7,71),
+ X(39,103), X(7,39), X(71,103), X(23,55), X(55,87), X(23,55), X(23,39),
+ X(55,71), X(87,103), X(7,23), X(39,55), X(71,87), X(15,79), X(47,111),
+ X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47), X(63,79),
+ X(95,111), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(2,66),
+ X(34,98), X(2,34), X(66,98), X(18,50), X(50,82), X(18,50), X(18,34), X(50,66),
+ X(82,98), X(2,18), X(34,50), X(66,82), X(10,74), X(42,106), X(10,42),
+ X(74,106), X(26,58), X(58,90), X(26,58), X(26,42), X(58,74), X(90,106),
+ X(10,26), X(42,58), X(74,90), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(6,70), X(38,102), X(6,38), X(70,102), X(22,54),
+ X(54,86), X(22,54), X(22,38), X(54,70), X(86,102), X(6,22), X(38,54), X(70,86),
+ X(14,78), X(46,110), X(14,46), X(78,110), X(30,62), X(62,94), X(30,62),
+ X(30,46), X(62,78), X(94,110), X(14,30), X(46,62), X(78,94), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(4,68), X(36,100), X(4,36), X(68,100),
+ X(20,52), X(52,84), X(20,52), X(20,36), X(52,68), X(84,100), X(4,20), X(36,52),
+ X(68,84), X(12,76), X(44,108), X(12,44), X(76,108), X(28,60), X(60,92),
+ X(28,60), X(28,44), X(60,76), X(92,108), X(12,28), X(44,60), X(76,92), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(8,72),
+ X(40,104), X(8,40), X(72,104), X(24,56), X(56,88), X(24,56), X(24,40),
+ X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,48), X(48,80), X(16,48),
+ X(32,64), X(64,96), X(32,64), X(16,32), X(48,64), X(80,96), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78),
+ X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106),
+ X(108,110), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110)
+};
+M(112) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,49), X(49,81), X(17,49), X(17,33),
+ X(49,65), X(81,97), X(1,17), X(33,49), X(65,81), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73),
+ X(81,89), X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53),
+ X(53,85), X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61),
+ X(29,45), X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(3,67), X(35,99), X(3,35), X(67,99),
+ X(19,51), X(51,83), X(19,51), X(19,35), X(51,67), X(83,99), X(3,19), X(35,51),
+ X(67,83), X(11,75), X(43,107), X(11,43), X(75,107), X(27,59), X(59,91),
+ X(27,59), X(27,43), X(59,75), X(91,107), X(11,27), X(43,59), X(75,91), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(7,71),
+ X(39,103), X(7,39), X(71,103), X(23,55), X(55,87), X(23,55), X(23,39),
+ X(55,71), X(87,103), X(7,23), X(39,55), X(71,87), X(15,79), X(47,111),
+ X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47), X(63,79),
+ X(95,111), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(2,66),
+ X(34,98), X(2,34), X(66,98), X(18,50), X(50,82), X(18,50), X(18,34), X(50,66),
+ X(82,98), X(2,18), X(34,50), X(66,82), X(10,74), X(42,106), X(10,42),
+ X(74,106), X(26,58), X(58,90), X(26,58), X(26,42), X(58,74), X(90,106),
+ X(10,26), X(42,58), X(74,90), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(6,70), X(38,102), X(6,38), X(70,102), X(22,54),
+ X(54,86), X(22,54), X(22,38), X(54,70), X(86,102), X(6,22), X(38,54), X(70,86),
+ X(14,78), X(46,110), X(14,46), X(78,110), X(30,62), X(62,94), X(30,62),
+ X(30,46), X(62,78), X(94,110), X(14,30), X(46,62), X(78,94), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(4,68), X(36,100), X(4,36), X(68,100),
+ X(20,52), X(52,84), X(20,52), X(20,36), X(52,68), X(84,100), X(4,20), X(36,52),
+ X(68,84), X(12,76), X(44,108), X(12,44), X(76,108), X(28,60), X(60,92),
+ X(28,60), X(28,44), X(60,76), X(92,108), X(12,28), X(44,60), X(76,92), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(8,72),
+ X(40,104), X(8,40), X(72,104), X(24,56), X(56,88), X(24,56), X(24,40),
+ X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,80), X(48,112),
+ X(16,48), X(80,112), X(32,64), X(64,96), X(32,64), X(32,48), X(64,80),
+ X(96,112), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112)
+};
+M(113) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53), X(53,85),
+ X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85), X(13,77),
+ X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61), X(29,45),
+ X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(3,67), X(35,99), X(3,35), X(67,99), X(19,51),
+ X(51,83), X(19,51), X(19,35), X(51,67), X(83,99), X(3,19), X(35,51), X(67,83),
+ X(11,75), X(43,107), X(11,43), X(75,107), X(27,59), X(59,91), X(27,59),
+ X(27,43), X(59,75), X(91,107), X(11,27), X(43,59), X(75,91), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(7,71), X(39,103), X(7,39),
+ X(71,103), X(23,55), X(55,87), X(23,55), X(23,39), X(55,71), X(87,103),
+ X(7,23), X(39,55), X(71,87), X(15,79), X(47,111), X(15,47), X(79,111),
+ X(31,63), X(63,95), X(31,63), X(31,47), X(63,79), X(95,111), X(15,31),
+ X(47,63), X(79,95), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65),
+ X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(2,66), X(34,98), X(2,34), X(66,98), X(18,50),
+ X(50,82), X(18,50), X(18,34), X(50,66), X(82,98), X(2,18), X(34,50), X(66,82),
+ X(10,74), X(42,106), X(10,42), X(74,106), X(26,58), X(58,90), X(26,58),
+ X(26,42), X(58,74), X(90,106), X(10,26), X(42,58), X(74,90), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(6,70), X(38,102), X(6,38),
+ X(70,102), X(22,54), X(54,86), X(22,54), X(22,38), X(54,70), X(86,102),
+ X(6,22), X(38,54), X(70,86), X(14,78), X(46,110), X(14,46), X(78,110),
+ X(30,62), X(62,94), X(30,62), X(30,46), X(62,78), X(94,110), X(14,30),
+ X(46,62), X(78,94), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(4,68), X(36,100), X(4,36), X(68,100), X(20,52), X(52,84), X(20,52), X(20,36),
+ X(52,68), X(84,100), X(4,20), X(36,52), X(68,84), X(12,76), X(44,108),
+ X(12,44), X(76,108), X(28,60), X(60,92), X(28,60), X(28,44), X(60,76),
+ X(92,108), X(12,28), X(44,60), X(76,92), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(8,72), X(40,104), X(8,40), X(72,104),
+ X(24,56), X(56,88), X(24,56), X(24,40), X(56,72), X(88,104), X(8,24), X(40,56),
+ X(72,88), X(16,80), X(48,112), X(16,48), X(80,112), X(32,64), X(64,96),
+ X(32,64), X(32,48), X(64,80), X(96,112), X(16,32), X(48,64), X(80,96), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112)
+};
+M(114) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53), X(53,85),
+ X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85), X(13,77),
+ X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61), X(29,45),
+ X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(3,67), X(35,99), X(3,35), X(67,99), X(19,51),
+ X(51,83), X(19,51), X(19,35), X(51,67), X(83,99), X(3,19), X(35,51), X(67,83),
+ X(11,75), X(43,107), X(11,43), X(75,107), X(27,59), X(59,91), X(27,59),
+ X(27,43), X(59,75), X(91,107), X(11,27), X(43,59), X(75,91), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(7,71), X(39,103), X(7,39),
+ X(71,103), X(23,55), X(55,87), X(23,55), X(23,39), X(55,71), X(87,103),
+ X(7,23), X(39,55), X(71,87), X(15,79), X(47,111), X(15,47), X(79,111),
+ X(31,63), X(63,95), X(31,63), X(31,47), X(63,79), X(95,111), X(15,31),
+ X(47,63), X(79,95), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33),
+ X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65),
+ X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(2,66), X(34,98), X(2,34), X(66,98), X(18,82),
+ X(50,114), X(18,50), X(82,114), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(10,74), X(42,106), X(10,42), X(74,106), X(26,58), X(58,90), X(26,58),
+ X(26,42), X(58,74), X(90,106), X(10,26), X(42,58), X(74,90), X(10,18),
+ X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(6,70),
+ X(38,102), X(6,38), X(70,102), X(22,54), X(54,86), X(22,54), X(22,38),
+ X(54,70), X(86,102), X(6,22), X(38,54), X(70,86), X(14,78), X(46,110),
+ X(14,46), X(78,110), X(30,62), X(62,94), X(30,62), X(30,46), X(62,78),
+ X(94,110), X(14,30), X(46,62), X(78,94), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(4,68), X(36,100), X(4,36), X(68,100), X(20,52),
+ X(52,84), X(20,52), X(20,36), X(52,68), X(84,100), X(4,20), X(36,52), X(68,84),
+ X(12,76), X(44,108), X(12,44), X(76,108), X(28,60), X(60,92), X(28,60),
+ X(28,44), X(60,76), X(92,108), X(12,28), X(44,60), X(76,92), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(8,72), X(40,104),
+ X(8,40), X(72,104), X(24,56), X(56,88), X(24,56), X(24,40), X(56,72),
+ X(88,104), X(8,24), X(40,56), X(72,88), X(16,80), X(48,112), X(16,48),
+ X(80,112), X(32,64), X(64,96), X(32,64), X(32,48), X(64,80), X(96,112),
+ X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104),
+ X(108,112), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62),
+ X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94),
+ X(96,98), X(100,102), X(104,106), X(108,110), X(112,114), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114)
+};
+M(115) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53), X(53,85),
+ X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85), X(13,77),
+ X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61), X(29,45),
+ X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(3,67), X(35,99), X(3,35), X(67,99), X(19,83),
+ X(51,115), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(11,75), X(43,107), X(11,43), X(75,107), X(27,59), X(59,91), X(27,59),
+ X(27,43), X(59,75), X(91,107), X(11,27), X(43,59), X(75,91), X(11,19),
+ X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(107,115), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(7,71),
+ X(39,103), X(7,39), X(71,103), X(23,55), X(55,87), X(23,55), X(23,39),
+ X(55,71), X(87,103), X(7,23), X(39,55), X(71,87), X(15,79), X(47,111),
+ X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47), X(63,79),
+ X(95,111), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(2,66), X(34,98), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50), X(82,114),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(10,74), X(42,106), X(10,42),
+ X(74,106), X(26,58), X(58,90), X(26,58), X(26,42), X(58,74), X(90,106),
+ X(10,26), X(42,58), X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82),
+ X(90,98), X(106,114), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(6,70), X(38,102), X(6,38), X(70,102), X(22,54),
+ X(54,86), X(22,54), X(22,38), X(54,70), X(86,102), X(6,22), X(38,54), X(70,86),
+ X(14,78), X(46,110), X(14,46), X(78,110), X(30,62), X(62,94), X(30,62),
+ X(30,46), X(62,78), X(94,110), X(14,30), X(46,62), X(78,94), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(4,68), X(36,100), X(4,36), X(68,100),
+ X(20,52), X(52,84), X(20,52), X(20,36), X(52,68), X(84,100), X(4,20), X(36,52),
+ X(68,84), X(12,76), X(44,108), X(12,44), X(76,108), X(28,60), X(60,92),
+ X(28,60), X(28,44), X(60,76), X(92,108), X(12,28), X(44,60), X(76,92), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(8,72),
+ X(40,104), X(8,40), X(72,104), X(24,56), X(56,88), X(24,56), X(24,40),
+ X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,80), X(48,112),
+ X(16,48), X(80,112), X(32,64), X(64,96), X(32,64), X(32,48), X(64,80),
+ X(96,112), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114)
+};
+M(116) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,53), X(53,85),
+ X(21,53), X(21,37), X(53,69), X(85,101), X(5,21), X(37,53), X(69,85), X(13,77),
+ X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61), X(29,45),
+ X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(3,67), X(35,99), X(3,35), X(67,99), X(19,83),
+ X(51,115), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(11,75), X(43,107), X(11,43), X(75,107), X(27,59), X(59,91), X(27,59),
+ X(27,43), X(59,75), X(91,107), X(11,27), X(43,59), X(75,91), X(11,19),
+ X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(107,115), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(7,71),
+ X(39,103), X(7,39), X(71,103), X(23,55), X(55,87), X(23,55), X(23,39),
+ X(55,71), X(87,103), X(7,23), X(39,55), X(71,87), X(15,79), X(47,111),
+ X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47), X(63,79),
+ X(95,111), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(2,66), X(34,98), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50), X(82,114),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(10,74), X(42,106), X(10,42),
+ X(74,106), X(26,58), X(58,90), X(26,58), X(26,42), X(58,74), X(90,106),
+ X(10,26), X(42,58), X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82),
+ X(90,98), X(106,114), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(6,70), X(38,102), X(6,38), X(70,102), X(22,54),
+ X(54,86), X(22,54), X(22,38), X(54,70), X(86,102), X(6,22), X(38,54), X(70,86),
+ X(14,78), X(46,110), X(14,46), X(78,110), X(30,62), X(62,94), X(30,62),
+ X(30,46), X(62,78), X(94,110), X(14,30), X(46,62), X(78,94), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(4,68), X(36,100), X(4,36), X(68,100),
+ X(20,84), X(52,116), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,60), X(60,92),
+ X(28,60), X(28,44), X(60,76), X(92,108), X(12,28), X(44,60), X(76,92),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(8,72),
+ X(40,104), X(8,40), X(72,104), X(24,56), X(56,88), X(24,56), X(24,40),
+ X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,80), X(48,112),
+ X(16,48), X(80,112), X(32,64), X(64,96), X(32,64), X(32,48), X(64,80),
+ X(96,112), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80),
+ X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96),
+ X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116)
+};
+M(117) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85), X(53,117),
+ X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117), X(13,77),
+ X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61), X(29,45),
+ X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(3,67), X(35,99), X(3,35),
+ X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107), X(27,59),
+ X(59,91), X(27,59), X(27,43), X(59,75), X(91,107), X(11,27), X(43,59),
+ X(75,91), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(7,71), X(39,103), X(7,39), X(71,103), X(23,55), X(55,87),
+ X(23,55), X(23,39), X(55,71), X(87,103), X(7,23), X(39,55), X(71,87), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47),
+ X(63,79), X(95,111), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95),
+ X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(2,66), X(34,98),
+ X(2,34), X(66,98), X(18,82), X(50,114), X(18,50), X(82,114), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,58),
+ X(58,90), X(26,58), X(26,42), X(58,74), X(90,106), X(10,26), X(42,58),
+ X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(6,70), X(38,102), X(6,38), X(70,102), X(22,54), X(54,86),
+ X(22,54), X(22,38), X(54,70), X(86,102), X(6,22), X(38,54), X(70,86), X(14,78),
+ X(46,110), X(14,46), X(78,110), X(30,62), X(62,94), X(30,62), X(30,46),
+ X(62,78), X(94,110), X(14,30), X(46,62), X(78,94), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(6,10), X(14,18), X(22,26),
+ X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90),
+ X(94,98), X(102,106), X(110,114), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(4,68), X(36,100), X(4,36), X(68,100), X(20,84),
+ X(52,116), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(12,76), X(44,108), X(12,44), X(76,108), X(28,60), X(60,92), X(28,60),
+ X(28,44), X(60,76), X(92,108), X(12,28), X(44,60), X(76,92), X(12,20),
+ X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(8,72),
+ X(40,104), X(8,40), X(72,104), X(24,56), X(56,88), X(24,56), X(24,40),
+ X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,80), X(48,112),
+ X(16,48), X(80,112), X(32,64), X(64,96), X(32,64), X(32,48), X(64,80),
+ X(96,112), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49),
+ X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65),
+ X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81),
+ X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97),
+ X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116)
+};
+M(118) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85), X(53,117),
+ X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117), X(13,77),
+ X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61), X(29,45),
+ X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(3,67), X(35,99), X(3,35),
+ X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107), X(27,59),
+ X(59,91), X(27,59), X(27,43), X(59,75), X(91,107), X(11,27), X(43,59),
+ X(75,91), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(7,71), X(39,103), X(7,39), X(71,103), X(23,55), X(55,87),
+ X(23,55), X(23,39), X(55,71), X(87,103), X(7,23), X(39,55), X(71,87), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47),
+ X(63,79), X(95,111), X(15,31), X(47,63), X(79,95), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31),
+ X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63),
+ X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95),
+ X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(2,66), X(34,98),
+ X(2,34), X(66,98), X(18,82), X(50,114), X(18,50), X(82,114), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,58),
+ X(58,90), X(26,58), X(26,42), X(58,74), X(90,106), X(10,26), X(42,58),
+ X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(6,70), X(38,102), X(6,38), X(70,102), X(22,86), X(54,118),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(14,78),
+ X(46,110), X(14,46), X(78,110), X(30,62), X(62,94), X(30,62), X(30,46),
+ X(62,78), X(94,110), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(4,68), X(36,100), X(4,36),
+ X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,60),
+ X(60,92), X(28,60), X(28,44), X(60,76), X(92,108), X(12,28), X(44,60),
+ X(76,92), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(8,72), X(40,104), X(8,40), X(72,104), X(24,56), X(56,88),
+ X(24,56), X(24,40), X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,80),
+ X(48,112), X(16,48), X(80,112), X(32,64), X(64,96), X(32,64), X(32,48),
+ X(64,80), X(96,112), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118)
+};
+M(119) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85), X(53,117),
+ X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117), X(13,77),
+ X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61), X(29,45),
+ X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(3,67), X(35,99), X(3,35),
+ X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107), X(27,59),
+ X(59,91), X(27,59), X(27,43), X(59,75), X(91,107), X(11,27), X(43,59),
+ X(75,91), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(7,71), X(39,103), X(7,39), X(71,103), X(23,87), X(55,119),
+ X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47),
+ X(63,79), X(95,111), X(15,31), X(47,63), X(79,95), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(2,66), X(34,98), X(2,34), X(66,98),
+ X(18,82), X(50,114), X(18,50), X(82,114), X(2,18), X(34,50), X(66,82),
+ X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,58), X(58,90),
+ X(26,58), X(26,42), X(58,74), X(90,106), X(10,26), X(42,58), X(74,90),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(6,70),
+ X(38,102), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(14,78), X(46,110), X(14,46),
+ X(78,110), X(30,62), X(62,94), X(30,62), X(30,46), X(62,78), X(94,110),
+ X(14,30), X(46,62), X(78,94), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46),
+ X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102),
+ X(106,110), X(114,118), X(4,68), X(36,100), X(4,36), X(68,100), X(20,84),
+ X(52,116), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(12,76), X(44,108), X(12,44), X(76,108), X(28,60), X(60,92), X(28,60),
+ X(28,44), X(60,76), X(92,108), X(12,28), X(44,60), X(76,92), X(12,20),
+ X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(8,72),
+ X(40,104), X(8,40), X(72,104), X(24,56), X(56,88), X(24,56), X(24,40),
+ X(56,72), X(88,104), X(8,24), X(40,56), X(72,88), X(16,80), X(48,112),
+ X(16,48), X(80,112), X(32,64), X(64,96), X(32,64), X(32,48), X(64,80),
+ X(96,112), X(16,32), X(48,64), X(80,96), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118)
+};
+M(120) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,57), X(57,89), X(25,57), X(25,41), X(57,73), X(89,105),
+ X(9,25), X(41,57), X(73,89), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85), X(53,117),
+ X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117), X(13,77),
+ X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61), X(29,45),
+ X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(3,67), X(35,99), X(3,35),
+ X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107), X(27,59),
+ X(59,91), X(27,59), X(27,43), X(59,75), X(91,107), X(11,27), X(43,59),
+ X(75,91), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(7,71), X(39,103), X(7,39), X(71,103), X(23,87), X(55,119),
+ X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47),
+ X(63,79), X(95,111), X(15,31), X(47,63), X(79,95), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(2,66), X(34,98), X(2,34), X(66,98),
+ X(18,82), X(50,114), X(18,50), X(82,114), X(2,18), X(34,50), X(66,82),
+ X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,58), X(58,90),
+ X(26,58), X(26,42), X(58,74), X(90,106), X(10,26), X(42,58), X(74,90),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(6,70),
+ X(38,102), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(14,78), X(46,110), X(14,46),
+ X(78,110), X(30,62), X(62,94), X(30,62), X(30,46), X(62,78), X(94,110),
+ X(14,30), X(46,62), X(78,94), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46),
+ X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102),
+ X(106,110), X(114,118), X(4,68), X(36,100), X(4,36), X(68,100), X(20,84),
+ X(52,116), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(12,76), X(44,108), X(12,44), X(76,108), X(28,60), X(60,92), X(28,60),
+ X(28,44), X(60,76), X(92,108), X(12,28), X(44,60), X(76,92), X(12,20),
+ X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(8,72),
+ X(40,104), X(8,40), X(72,104), X(24,88), X(56,120), X(24,56), X(88,120),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(48,112), X(16,48),
+ X(80,112), X(32,64), X(64,96), X(32,64), X(32,48), X(64,80), X(96,112),
+ X(16,32), X(48,64), X(80,96), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88),
+ X(96,104), X(112,120), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48),
+ X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104),
+ X(108,112), X(116,120), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120)
+};
+M(121) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61),
+ X(29,45), X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(3,67), X(35,99),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107), X(27,59),
+ X(59,91), X(27,59), X(27,43), X(59,75), X(91,107), X(11,27), X(43,59),
+ X(75,91), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(7,71), X(39,103), X(7,39), X(71,103), X(23,87), X(55,119),
+ X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47),
+ X(63,79), X(95,111), X(15,31), X(47,63), X(79,95), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(2,66), X(34,98), X(2,34),
+ X(66,98), X(18,82), X(50,114), X(18,50), X(82,114), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,58),
+ X(58,90), X(26,58), X(26,42), X(58,74), X(90,106), X(10,26), X(42,58),
+ X(74,90), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(6,70), X(38,102), X(6,38), X(70,102), X(22,86), X(54,118),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(14,78),
+ X(46,110), X(14,46), X(78,110), X(30,62), X(62,94), X(30,62), X(30,46),
+ X(62,78), X(94,110), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(4,68), X(36,100), X(4,36),
+ X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,60),
+ X(60,92), X(28,60), X(28,44), X(60,76), X(92,108), X(12,28), X(44,60),
+ X(76,92), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88), X(56,120),
+ X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80),
+ X(48,112), X(16,48), X(80,112), X(32,64), X(64,96), X(32,64), X(32,48),
+ X(64,80), X(96,112), X(16,32), X(48,64), X(80,96), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120)
+};
+M(122) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61),
+ X(29,45), X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(3,67), X(35,99),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107), X(27,59),
+ X(59,91), X(27,59), X(27,43), X(59,75), X(91,107), X(11,27), X(43,59),
+ X(75,91), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(7,71), X(39,103), X(7,39), X(71,103), X(23,87), X(55,119),
+ X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47),
+ X(63,79), X(95,111), X(15,31), X(47,63), X(79,95), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(2,66), X(34,98), X(2,34),
+ X(66,98), X(18,82), X(50,114), X(18,50), X(82,114), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,90),
+ X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(6,70), X(38,102), X(6,38), X(70,102), X(22,86), X(54,118),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(14,78),
+ X(46,110), X(14,46), X(78,110), X(30,62), X(62,94), X(30,62), X(30,46),
+ X(62,78), X(94,110), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(4,68), X(36,100),
+ X(4,36), X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108),
+ X(28,60), X(60,92), X(28,60), X(28,44), X(60,76), X(92,108), X(12,28),
+ X(44,60), X(76,92), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84),
+ X(92,100), X(108,116), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88),
+ X(56,120), X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(16,80), X(48,112), X(16,48), X(80,112), X(32,64), X(64,96), X(32,64),
+ X(32,48), X(64,80), X(96,112), X(16,32), X(48,64), X(80,96), X(16,24),
+ X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122)
+};
+M(123) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61),
+ X(29,45), X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(3,67), X(35,99),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107), X(27,91),
+ X(59,123), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(7,71), X(39,103), X(7,39), X(71,103), X(23,87), X(55,119),
+ X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47),
+ X(63,79), X(95,111), X(15,31), X(47,63), X(79,95), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(2,66), X(34,98),
+ X(2,34), X(66,98), X(18,82), X(50,114), X(18,50), X(82,114), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,90),
+ X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(6,70), X(38,102), X(6,38), X(70,102), X(22,86), X(54,118),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(14,78),
+ X(46,110), X(14,46), X(78,110), X(30,62), X(62,94), X(30,62), X(30,46),
+ X(62,78), X(94,110), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(4,68), X(36,100),
+ X(4,36), X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108),
+ X(28,60), X(60,92), X(28,60), X(28,44), X(60,76), X(92,108), X(12,28),
+ X(44,60), X(76,92), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84),
+ X(92,100), X(108,116), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88),
+ X(56,120), X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(16,80), X(48,112), X(16,48), X(80,112), X(32,64), X(64,96), X(32,64),
+ X(32,48), X(64,80), X(96,112), X(16,32), X(48,64), X(80,96), X(16,24),
+ X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122)
+};
+M(124) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,61), X(61,93), X(29,61),
+ X(29,45), X(61,77), X(93,109), X(13,29), X(45,61), X(77,93), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(3,67), X(35,99),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107), X(27,91),
+ X(59,123), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(7,71), X(39,103), X(7,39), X(71,103), X(23,87), X(55,119),
+ X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,63), X(63,95), X(31,63), X(31,47),
+ X(63,79), X(95,111), X(15,31), X(47,63), X(79,95), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(2,66), X(34,98),
+ X(2,34), X(66,98), X(18,82), X(50,114), X(18,50), X(82,114), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,90),
+ X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(6,70), X(38,102), X(6,38), X(70,102), X(22,86), X(54,118),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(14,78),
+ X(46,110), X(14,46), X(78,110), X(30,62), X(62,94), X(30,62), X(30,46),
+ X(62,78), X(94,110), X(14,30), X(46,62), X(78,94), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(4,68), X(36,100),
+ X(4,36), X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108),
+ X(28,92), X(60,124), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88),
+ X(56,120), X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(16,80), X(48,112), X(16,48), X(80,112), X(32,64), X(64,96), X(32,64),
+ X(32,48), X(64,80), X(96,112), X(16,32), X(48,64), X(80,96), X(16,24),
+ X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(8,12),
+ X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76),
+ X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124)
+};
+M(125) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61),
+ X(93,125), X(13,29), X(45,61), X(77,93), X(109,125), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(3,67), X(35,99), X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(11,75), X(43,107), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(7,71), X(39,103), X(7,39), X(71,103),
+ X(23,87), X(55,119), X(23,55), X(87,119), X(7,23), X(39,55), X(71,87),
+ X(103,119), X(15,79), X(47,111), X(15,47), X(79,111), X(31,63), X(63,95),
+ X(31,63), X(31,47), X(63,79), X(95,111), X(15,31), X(47,63), X(79,95),
+ X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(7,11),
+ X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75),
+ X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(2,66), X(34,98), X(2,34), X(66,98), X(18,82), X(50,114),
+ X(18,50), X(82,114), X(2,18), X(34,50), X(66,82), X(98,114), X(10,74),
+ X(42,106), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58), X(90,122),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(6,70), X(38,102),
+ X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(14,78), X(46,110), X(14,46), X(78,110),
+ X(30,62), X(62,94), X(30,62), X(30,46), X(62,78), X(94,110), X(14,30),
+ X(46,62), X(78,94), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(4,68), X(36,100), X(4,36), X(68,100),
+ X(20,84), X(52,116), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,92), X(60,124),
+ X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(8,72), X(40,104), X(8,40), X(72,104), X(24,88), X(56,120), X(24,56),
+ X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(48,112),
+ X(16,48), X(80,112), X(32,64), X(64,96), X(32,64), X(32,48), X(64,80),
+ X(96,112), X(16,32), X(48,64), X(80,96), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124)
+};
+M(126) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61),
+ X(93,125), X(13,29), X(45,61), X(77,93), X(109,125), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(3,67), X(35,99), X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(11,75), X(43,107), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(7,71), X(39,103), X(7,39), X(71,103),
+ X(23,87), X(55,119), X(23,55), X(87,119), X(7,23), X(39,55), X(71,87),
+ X(103,119), X(15,79), X(47,111), X(15,47), X(79,111), X(31,63), X(63,95),
+ X(31,63), X(31,47), X(63,79), X(95,111), X(15,31), X(47,63), X(79,95),
+ X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(7,11),
+ X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75),
+ X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(2,66), X(34,98), X(2,34), X(66,98), X(18,82), X(50,114),
+ X(18,50), X(82,114), X(2,18), X(34,50), X(66,82), X(98,114), X(10,74),
+ X(42,106), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58), X(90,122),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(6,70), X(38,102),
+ X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(14,78), X(46,110), X(14,46), X(78,110),
+ X(30,94), X(62,126), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(4,68), X(36,100), X(4,36),
+ X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88), X(56,120),
+ X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80),
+ X(48,112), X(16,48), X(80,112), X(32,64), X(64,96), X(32,64), X(32,48),
+ X(64,80), X(96,112), X(16,32), X(48,64), X(80,96), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(124,126), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126)
+};
+M(127) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61),
+ X(93,125), X(13,29), X(45,61), X(77,93), X(109,125), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(3,67), X(35,99), X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(11,75), X(43,107), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(7,71), X(39,103), X(7,39), X(71,103),
+ X(23,87), X(55,119), X(23,55), X(87,119), X(7,23), X(39,55), X(71,87),
+ X(103,119), X(15,79), X(47,111), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119),
+ X(123,127), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(2,66), X(34,98), X(2,34), X(66,98), X(18,82),
+ X(50,114), X(18,50), X(82,114), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(10,74), X(42,106), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58),
+ X(90,122), X(10,26), X(42,58), X(74,90), X(106,122), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(6,70),
+ X(38,102), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(14,78), X(46,110), X(14,46),
+ X(78,110), X(30,94), X(62,126), X(30,62), X(94,126), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(4,68), X(36,100), X(4,36),
+ X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88), X(56,120),
+ X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80),
+ X(48,112), X(16,48), X(80,112), X(32,64), X(64,96), X(32,64), X(32,48),
+ X(64,80), X(96,112), X(16,32), X(48,64), X(80,96), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(124,126), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126)
+};
+M(128) = {
+ X(1,65), X(33,97), X(1,33), X(65,97), X(17,81), X(49,113), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105), X(9,41),
+ X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(5,69), X(37,101), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(13,77), X(45,109), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61),
+ X(93,125), X(13,29), X(45,61), X(77,93), X(109,125), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(3,67), X(35,99), X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(11,75), X(43,107), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(7,71), X(39,103), X(7,39), X(71,103),
+ X(23,87), X(55,119), X(23,55), X(87,119), X(7,23), X(39,55), X(71,87),
+ X(103,119), X(15,79), X(47,111), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119),
+ X(123,127), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(2,66), X(34,98), X(2,34), X(66,98), X(18,82),
+ X(50,114), X(18,50), X(82,114), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(10,74), X(42,106), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58),
+ X(90,122), X(10,26), X(42,58), X(74,90), X(106,122), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(6,70),
+ X(38,102), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(14,78), X(46,110), X(14,46),
+ X(78,110), X(30,94), X(62,126), X(30,62), X(94,126), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(4,68), X(36,100), X(4,36),
+ X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88), X(56,120),
+ X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80),
+ X(48,112), X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128)
+};
+M(129) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105),
+ X(9,41), X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(73,81), X(89,97), X(105,113), X(121,129), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(5,69), X(37,101),
+ X(5,37), X(69,101), X(21,85), X(53,117), X(21,53), X(85,117), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45), X(77,109),
+ X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(3,67), X(35,99),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107), X(27,91),
+ X(59,123), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(7,71), X(39,103), X(7,39), X(71,103), X(23,87), X(55,119),
+ X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,95), X(63,127), X(31,63), X(95,127),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(2,66), X(34,98), X(2,34), X(66,98),
+ X(18,82), X(50,114), X(18,50), X(82,114), X(2,18), X(34,50), X(66,82),
+ X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,90), X(58,122),
+ X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122),
+ X(6,70), X(38,102), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54),
+ X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(14,78), X(46,110),
+ X(14,46), X(78,110), X(30,94), X(62,126), X(30,62), X(94,126), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(4,68), X(36,100),
+ X(4,36), X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108),
+ X(28,92), X(60,124), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88),
+ X(56,120), X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(16,80), X(48,112), X(16,48), X(80,112), X(32,96), X(64,128), X(32,64),
+ X(96,128), X(16,32), X(48,64), X(80,96), X(112,128), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128)
+};
+M(130) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105),
+ X(9,41), X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(73,81), X(89,97), X(105,113), X(121,129), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(5,69), X(37,101),
+ X(5,37), X(69,101), X(21,85), X(53,117), X(21,53), X(85,117), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45), X(77,109),
+ X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(3,67), X(35,99),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107), X(27,91),
+ X(59,123), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(7,71), X(39,103), X(7,39), X(71,103), X(23,87), X(55,119),
+ X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,95), X(63,127), X(31,63), X(95,127),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,90),
+ X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(6,70), X(38,102), X(6,38), X(70,102), X(22,86),
+ X(54,118), X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(14,78), X(46,110), X(14,46), X(78,110), X(30,94), X(62,126), X(30,62),
+ X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74),
+ X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118),
+ X(122,126), X(4,68), X(36,100), X(4,36), X(68,100), X(20,84), X(52,116),
+ X(20,52), X(84,116), X(4,20), X(36,52), X(68,84), X(100,116), X(12,76),
+ X(44,108), X(12,44), X(76,108), X(28,92), X(60,124), X(28,60), X(92,124),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(8,72), X(40,104),
+ X(8,40), X(72,104), X(24,88), X(56,120), X(24,56), X(88,120), X(8,24),
+ X(40,56), X(72,88), X(104,120), X(16,80), X(48,112), X(16,48), X(80,112),
+ X(32,96), X(64,128), X(32,64), X(96,128), X(16,32), X(48,64), X(80,96),
+ X(112,128), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78),
+ X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106),
+ X(108,110), X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130)
+};
+M(131) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105),
+ X(9,41), X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(73,81), X(89,97), X(105,113), X(121,129), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(5,69), X(37,101),
+ X(5,37), X(69,101), X(21,85), X(53,117), X(21,53), X(85,117), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45), X(77,109),
+ X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(3,67), X(67,131),
+ X(3,67), X(35,99), X(35,67), X(99,131), X(3,35), X(67,99), X(19,83), X(51,115),
+ X(19,51), X(83,115), X(19,35), X(51,67), X(83,99), X(115,131), X(3,19),
+ X(35,51), X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107),
+ X(27,91), X(59,123), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(7,71), X(39,103), X(7,39), X(71,103),
+ X(23,87), X(55,119), X(23,55), X(87,119), X(7,23), X(39,55), X(71,87),
+ X(103,119), X(15,79), X(47,111), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106),
+ X(26,90), X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(6,70), X(38,102), X(6,38), X(70,102),
+ X(22,86), X(54,118), X(22,54), X(86,118), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(14,78), X(46,110), X(14,46), X(78,110), X(30,94), X(62,126),
+ X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(4,68), X(36,100), X(4,36), X(68,100), X(20,84),
+ X(52,116), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(12,76), X(44,108), X(12,44), X(76,108), X(28,92), X(60,124), X(28,60),
+ X(92,124), X(12,28), X(44,60), X(76,92), X(108,124), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(8,72),
+ X(40,104), X(8,40), X(72,104), X(24,88), X(56,120), X(24,56), X(88,120),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(48,112), X(16,48),
+ X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78),
+ X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106),
+ X(108,110), X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130)
+};
+M(132) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105),
+ X(9,41), X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(73,81), X(89,97), X(105,113), X(121,129), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(5,69), X(37,101),
+ X(5,37), X(69,101), X(21,85), X(53,117), X(21,53), X(85,117), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45), X(77,109),
+ X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(3,67), X(67,131),
+ X(3,67), X(35,99), X(35,67), X(99,131), X(3,35), X(67,99), X(19,83), X(51,115),
+ X(19,51), X(83,115), X(19,35), X(51,67), X(83,99), X(115,131), X(3,19),
+ X(35,51), X(67,83), X(99,115), X(11,75), X(43,107), X(11,43), X(75,107),
+ X(27,91), X(59,123), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(7,71), X(39,103), X(7,39), X(71,103),
+ X(23,87), X(55,119), X(23,55), X(87,119), X(7,23), X(39,55), X(71,87),
+ X(103,119), X(15,79), X(47,111), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106),
+ X(26,90), X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(6,70), X(38,102), X(6,38), X(70,102),
+ X(22,86), X(54,118), X(22,54), X(86,118), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(14,78), X(46,110), X(14,46), X(78,110), X(30,94), X(62,126),
+ X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68),
+ X(100,132), X(4,36), X(68,100), X(20,84), X(52,116), X(20,52), X(84,116),
+ X(20,36), X(52,68), X(84,100), X(116,132), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,92), X(60,124),
+ X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124), X(12,20),
+ X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(124,132),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88), X(56,120),
+ X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80),
+ X(48,112), X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32),
+ X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64),
+ X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132)
+};
+M(133) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105),
+ X(9,41), X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(73,81), X(89,97), X(105,113), X(121,129), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45),
+ X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(3,67),
+ X(67,131), X(3,67), X(35,99), X(35,67), X(99,131), X(3,35), X(67,99), X(19,83),
+ X(51,115), X(19,51), X(83,115), X(19,35), X(51,67), X(83,99), X(115,131),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(11,75), X(43,107), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(7,71), X(39,103), X(7,39),
+ X(71,103), X(23,87), X(55,119), X(23,55), X(87,119), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(15,79), X(47,111), X(15,47), X(79,111), X(31,95),
+ X(63,127), X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51),
+ X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(103,107),
+ X(111,115), X(119,123), X(127,131), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(129,131), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,90),
+ X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(6,70), X(38,102), X(6,38), X(70,102), X(22,86),
+ X(54,118), X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(14,78), X(46,110), X(14,46), X(78,110), X(30,94), X(62,126), X(30,62),
+ X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74),
+ X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118),
+ X(122,126), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68), X(100,132),
+ X(4,36), X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(20,36),
+ X(52,68), X(84,100), X(116,132), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(12,76), X(44,108), X(12,44), X(76,108), X(28,92), X(60,124), X(28,60),
+ X(92,124), X(12,28), X(44,60), X(76,92), X(108,124), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(8,72), X(40,104), X(8,40), X(72,104), X(24,88), X(56,120), X(24,56),
+ X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(48,112),
+ X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132)
+};
+M(134) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105),
+ X(9,41), X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(73,81), X(89,97), X(105,113), X(121,129), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45),
+ X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(3,67),
+ X(67,131), X(3,67), X(35,99), X(35,67), X(99,131), X(3,35), X(67,99), X(19,83),
+ X(51,115), X(19,51), X(83,115), X(19,35), X(51,67), X(83,99), X(115,131),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(11,75), X(43,107), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(7,71), X(39,103), X(7,39),
+ X(71,103), X(23,87), X(55,119), X(23,55), X(87,119), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(15,79), X(47,111), X(15,47), X(79,111), X(31,95),
+ X(63,127), X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51),
+ X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(103,107),
+ X(111,115), X(119,123), X(127,131), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(129,131), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,90),
+ X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(6,70), X(70,134), X(6,70), X(38,102), X(38,70),
+ X(102,134), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(14,78), X(46,110), X(14,46), X(78,110), X(30,94), X(62,126),
+ X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(4,68), X(68,132), X(4,68), X(36,100),
+ X(36,68), X(100,132), X(4,36), X(68,100), X(20,84), X(52,116), X(20,52),
+ X(84,116), X(20,36), X(52,68), X(84,100), X(116,132), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88),
+ X(56,120), X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(16,80), X(48,112), X(16,48), X(80,112), X(32,96), X(64,128), X(32,64),
+ X(96,128), X(16,32), X(48,64), X(80,96), X(112,128), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(8,12),
+ X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76),
+ X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120),
+ X(124,128), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62),
+ X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94),
+ X(96,98), X(100,102), X(104,106), X(108,110), X(112,114), X(116,118),
+ X(120,122), X(124,126), X(128,130), X(132,134), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134)
+};
+M(135) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105),
+ X(9,41), X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(73,81), X(89,97), X(105,113), X(121,129), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45),
+ X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(3,67),
+ X(67,131), X(3,67), X(35,99), X(35,67), X(99,131), X(3,35), X(67,99), X(19,83),
+ X(51,115), X(19,51), X(83,115), X(19,35), X(51,67), X(83,99), X(115,131),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(11,75), X(43,107), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(7,71), X(71,135), X(7,71),
+ X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87), X(55,119),
+ X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(15,79), X(47,111), X(15,47), X(79,111),
+ X(31,95), X(63,127), X(31,63), X(95,127), X(15,31), X(47,63), X(79,95),
+ X(111,127), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103),
+ X(111,119), X(127,135), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79),
+ X(87,95), X(103,111), X(119,127), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,90),
+ X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(6,70), X(70,134), X(6,70), X(38,102), X(38,70),
+ X(102,134), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(14,78), X(46,110), X(14,46), X(78,110), X(30,94), X(62,126),
+ X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(4,68), X(68,132), X(4,68), X(36,100),
+ X(36,68), X(100,132), X(4,36), X(68,100), X(20,84), X(52,116), X(20,52),
+ X(84,116), X(20,36), X(52,68), X(84,100), X(116,132), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(8,72), X(40,104), X(8,40), X(72,104), X(24,88),
+ X(56,120), X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(16,80), X(48,112), X(16,48), X(80,112), X(32,96), X(64,128), X(32,64),
+ X(96,128), X(16,32), X(48,64), X(80,96), X(112,128), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(8,12),
+ X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76),
+ X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120),
+ X(124,128), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62),
+ X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94),
+ X(96,98), X(100,102), X(104,106), X(108,110), X(112,114), X(116,118),
+ X(120,122), X(124,126), X(128,130), X(132,134), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134)
+};
+M(136) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(41,105),
+ X(9,41), X(73,105), X(25,89), X(57,121), X(25,57), X(89,121), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(9,17), X(25,33), X(41,49), X(57,65),
+ X(73,81), X(89,97), X(105,113), X(121,129), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45),
+ X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(3,67),
+ X(67,131), X(3,67), X(35,99), X(35,67), X(99,131), X(3,35), X(67,99), X(19,83),
+ X(51,115), X(19,51), X(83,115), X(19,35), X(51,67), X(83,99), X(115,131),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(11,75), X(43,107), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(7,71), X(71,135), X(7,71),
+ X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87), X(55,119),
+ X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(15,79), X(47,111), X(15,47), X(79,111),
+ X(31,95), X(63,127), X(31,63), X(95,127), X(15,31), X(47,63), X(79,95),
+ X(111,127), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103),
+ X(111,119), X(127,135), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79),
+ X(87,95), X(103,111), X(119,127), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,90),
+ X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(6,70), X(70,134), X(6,70), X(38,102), X(38,70),
+ X(102,134), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(14,78), X(46,110), X(14,46), X(78,110), X(30,94), X(62,126),
+ X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(4,68), X(68,132), X(4,68), X(36,100),
+ X(36,68), X(100,132), X(4,36), X(68,100), X(20,84), X(52,116), X(20,52),
+ X(84,116), X(20,36), X(52,68), X(84,100), X(116,132), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(8,72), X(72,136), X(8,72), X(40,104), X(40,72),
+ X(104,136), X(8,40), X(72,104), X(24,88), X(56,120), X(24,56), X(88,120),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(16,80), X(48,112), X(16,48), X(80,112), X(32,96), X(64,128),
+ X(32,64), X(96,128), X(16,32), X(48,64), X(80,96), X(112,128), X(16,24),
+ X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136)
+};
+M(137) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105), X(121,137),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45),
+ X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(11,75), X(43,107), X(11,43), X(75,107), X(27,91), X(59,123), X(27,59),
+ X(91,123), X(11,27), X(43,59), X(75,91), X(107,123), X(11,19), X(27,35),
+ X(43,51), X(59,67), X(75,83), X(91,99), X(107,115), X(123,131), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123),
+ X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135), X(7,39),
+ X(71,103), X(23,87), X(55,119), X(23,55), X(87,119), X(23,39), X(55,71),
+ X(87,103), X(119,135), X(7,23), X(39,55), X(71,87), X(103,119), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,95), X(63,127), X(31,63), X(95,127),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93),
+ X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(42,106), X(10,42), X(74,106), X(26,90),
+ X(58,122), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(6,70), X(70,134), X(6,70), X(38,102), X(38,70),
+ X(102,134), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(14,78), X(46,110), X(14,46), X(78,110), X(30,94), X(62,126),
+ X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(4,68), X(68,132), X(4,68), X(36,100),
+ X(36,68), X(100,132), X(4,36), X(68,100), X(20,84), X(52,116), X(20,52),
+ X(84,116), X(20,36), X(52,68), X(84,100), X(116,132), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(12,76), X(44,108), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(8,72), X(72,136), X(8,72), X(40,104), X(40,72),
+ X(104,136), X(8,40), X(72,104), X(24,88), X(56,120), X(24,56), X(88,120),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(16,80), X(48,112), X(16,48), X(80,112), X(32,96), X(64,128),
+ X(32,64), X(96,128), X(16,32), X(48,64), X(80,96), X(112,128), X(16,24),
+ X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136)
+};
+M(138) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105), X(121,137),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45),
+ X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(11,75), X(43,107), X(11,43), X(75,107), X(27,91), X(59,123), X(27,59),
+ X(91,123), X(11,27), X(43,59), X(75,91), X(107,123), X(11,19), X(27,35),
+ X(43,51), X(59,67), X(75,83), X(91,99), X(107,115), X(123,131), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123),
+ X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135), X(7,39),
+ X(71,103), X(23,87), X(55,119), X(23,55), X(87,119), X(23,39), X(55,71),
+ X(87,103), X(119,135), X(7,23), X(39,55), X(71,87), X(103,119), X(15,79),
+ X(47,111), X(15,47), X(79,111), X(31,95), X(63,127), X(31,63), X(95,127),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93),
+ X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(74,138), X(10,74), X(42,106), X(42,74),
+ X(106,138), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58), X(90,122),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70), X(38,102),
+ X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54),
+ X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(14,78), X(46,110), X(14,46), X(78,110), X(30,94),
+ X(62,126), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118),
+ X(126,134), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(4,68), X(68,132), X(4,68), X(36,100), X(36,68), X(100,132), X(4,36),
+ X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(20,36), X(52,68),
+ X(84,100), X(116,132), X(4,20), X(36,52), X(68,84), X(100,116), X(12,76),
+ X(44,108), X(12,44), X(76,108), X(28,92), X(60,124), X(28,60), X(92,124),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104),
+ X(24,88), X(56,120), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(48,112),
+ X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(80,88), X(96,104), X(112,120), X(128,136), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34),
+ X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66),
+ X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138)
+};
+M(139) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105), X(121,137),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45),
+ X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(27,43), X(59,75),
+ X(91,107), X(123,139), X(11,27), X(43,59), X(75,91), X(107,123), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123),
+ X(131,139), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135),
+ X(7,39), X(71,103), X(23,87), X(55,119), X(23,55), X(87,119), X(23,39),
+ X(55,71), X(87,103), X(119,135), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(15,79), X(47,111), X(15,47), X(79,111), X(31,95), X(63,127), X(31,63),
+ X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(10,74), X(74,138), X(10,74), X(42,106),
+ X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58),
+ X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(54,118),
+ X(22,54), X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(14,78), X(46,110), X(14,46), X(78,110),
+ X(30,94), X(62,126), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(4,68), X(68,132), X(4,68), X(36,100), X(36,68), X(100,132), X(4,36),
+ X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(20,36), X(52,68),
+ X(84,100), X(116,132), X(4,20), X(36,52), X(68,84), X(100,116), X(12,76),
+ X(44,108), X(12,44), X(76,108), X(28,92), X(60,124), X(28,60), X(92,124),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104),
+ X(24,88), X(56,120), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(48,112),
+ X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(80,88), X(96,104), X(112,120), X(128,136), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34),
+ X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66),
+ X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138)
+};
+M(140) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105), X(121,137),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(45,109), X(13,45),
+ X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(27,43), X(59,75),
+ X(91,107), X(123,139), X(11,27), X(43,59), X(75,91), X(107,123), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123),
+ X(131,139), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135),
+ X(7,39), X(71,103), X(23,87), X(55,119), X(23,55), X(87,119), X(23,39),
+ X(55,71), X(87,103), X(119,135), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(15,79), X(47,111), X(15,47), X(79,111), X(31,95), X(63,127), X(31,63),
+ X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(10,74), X(74,138), X(10,74), X(42,106),
+ X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58),
+ X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(54,118),
+ X(22,54), X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(14,78), X(46,110), X(14,46), X(78,110),
+ X(30,94), X(62,126), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(4,68), X(68,132), X(4,68), X(36,100), X(36,68), X(100,132), X(4,36),
+ X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(20,36), X(52,68),
+ X(84,100), X(116,132), X(4,20), X(36,52), X(68,84), X(100,116), X(12,76),
+ X(76,140), X(12,76), X(44,108), X(44,76), X(108,140), X(12,44), X(76,108),
+ X(28,92), X(60,124), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(12,28), X(44,60), X(76,92), X(108,124), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40),
+ X(72,104), X(24,88), X(56,120), X(24,56), X(88,120), X(24,40), X(56,72),
+ X(88,104), X(120,136), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80),
+ X(48,112), X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(8,12),
+ X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76),
+ X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140)
+};
+M(141) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105), X(121,137),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(77,141), X(13,77),
+ X(45,109), X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(61,125),
+ X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(27,43), X(59,75),
+ X(91,107), X(123,139), X(11,27), X(43,59), X(75,91), X(107,123), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123),
+ X(131,139), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135),
+ X(7,39), X(71,103), X(23,87), X(55,119), X(23,55), X(87,119), X(23,39),
+ X(55,71), X(87,103), X(119,135), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(15,79), X(47,111), X(15,47), X(79,111), X(31,95), X(63,127), X(31,63),
+ X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(74,138), X(10,74), X(42,106), X(42,74),
+ X(106,138), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58), X(90,122),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70), X(38,102),
+ X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54),
+ X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(14,78), X(46,110), X(14,46), X(78,110), X(30,94),
+ X(62,126), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118),
+ X(126,134), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(4,68), X(68,132), X(4,68), X(36,100), X(36,68), X(100,132), X(4,36),
+ X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(20,36), X(52,68),
+ X(84,100), X(116,132), X(4,20), X(36,52), X(68,84), X(100,116), X(12,76),
+ X(76,140), X(12,76), X(44,108), X(44,76), X(108,140), X(12,44), X(76,108),
+ X(28,92), X(60,124), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(12,28), X(44,60), X(76,92), X(108,124), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40),
+ X(72,104), X(24,88), X(56,120), X(24,56), X(88,120), X(24,40), X(56,72),
+ X(88,104), X(120,136), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80),
+ X(48,112), X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(8,12),
+ X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76),
+ X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140)
+};
+M(142) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105), X(121,137),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(77,141), X(13,77),
+ X(45,109), X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(61,125),
+ X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(27,43), X(59,75),
+ X(91,107), X(123,139), X(11,27), X(43,59), X(75,91), X(107,123), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123),
+ X(131,139), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135),
+ X(7,39), X(71,103), X(23,87), X(55,119), X(23,55), X(87,119), X(23,39),
+ X(55,71), X(87,103), X(119,135), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(15,79), X(47,111), X(15,47), X(79,111), X(31,95), X(63,127), X(31,63),
+ X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(10,74), X(74,138), X(10,74), X(42,106), X(42,74),
+ X(106,138), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58), X(90,122),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70), X(38,102),
+ X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54),
+ X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(14,78), X(78,142), X(14,78), X(46,110), X(46,78),
+ X(110,142), X(14,46), X(78,110), X(30,94), X(62,126), X(30,62), X(94,126),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142), X(4,68),
+ X(68,132), X(4,68), X(36,100), X(36,68), X(100,132), X(4,36), X(68,100),
+ X(20,84), X(52,116), X(20,52), X(84,116), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(4,20), X(36,52), X(68,84), X(100,116), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(44,76), X(108,140), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108), X(124,140),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104),
+ X(24,88), X(56,120), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(48,112),
+ X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(80,88), X(96,104), X(112,120), X(128,136), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142)
+};
+M(143) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105), X(121,137),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(77,141), X(13,77),
+ X(45,109), X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(61,125),
+ X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(27,43), X(59,75),
+ X(91,107), X(123,139), X(11,27), X(43,59), X(75,91), X(107,123), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123),
+ X(131,139), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135),
+ X(7,39), X(71,103), X(23,87), X(55,119), X(23,55), X(87,119), X(23,39),
+ X(55,71), X(87,103), X(119,135), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143), X(15,47),
+ X(79,111), X(31,95), X(63,127), X(31,63), X(95,127), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(15,31), X(47,63), X(79,95), X(111,127), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(10,74), X(74,138), X(10,74), X(42,106),
+ X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58),
+ X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(54,118),
+ X(22,54), X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(14,78), X(78,142), X(14,78), X(46,110),
+ X(46,78), X(110,142), X(14,46), X(78,110), X(30,94), X(62,126), X(30,62),
+ X(94,126), X(30,46), X(62,78), X(94,110), X(126,142), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68), X(100,132),
+ X(4,36), X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(20,36),
+ X(52,68), X(84,100), X(116,132), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(12,76), X(76,140), X(12,76), X(44,108), X(44,76), X(108,140), X(12,44),
+ X(76,108), X(28,92), X(60,124), X(28,60), X(92,124), X(28,44), X(60,76),
+ X(92,108), X(124,140), X(12,28), X(44,60), X(76,92), X(108,124), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136),
+ X(8,40), X(72,104), X(24,88), X(56,120), X(24,56), X(88,120), X(24,40),
+ X(56,72), X(88,104), X(120,136), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(16,80), X(48,112), X(16,48), X(80,112), X(32,96), X(64,128), X(32,64),
+ X(96,128), X(16,32), X(48,64), X(80,96), X(112,128), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(124,126),
+ X(128,130), X(132,134), X(136,138), X(140,142), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142)
+};
+M(144) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(49,113), X(17,49), X(81,113), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(1,17), X(33,49), X(65,81), X(97,113), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105), X(121,137),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(5,69), X(69,133),
+ X(5,69), X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85),
+ X(53,117), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(13,77), X(77,141), X(13,77),
+ X(45,109), X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(61,125),
+ X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139), X(11,43),
+ X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(27,43), X(59,75),
+ X(91,107), X(123,139), X(11,27), X(43,59), X(75,91), X(107,123), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123),
+ X(131,139), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135),
+ X(7,39), X(71,103), X(23,87), X(55,119), X(23,55), X(87,119), X(23,39),
+ X(55,71), X(87,103), X(119,135), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143), X(15,47),
+ X(79,111), X(31,95), X(63,127), X(31,63), X(95,127), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(15,31), X(47,63), X(79,95), X(111,127), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(10,74), X(74,138), X(10,74), X(42,106),
+ X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58),
+ X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(54,118),
+ X(22,54), X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(14,78), X(78,142), X(14,78), X(46,110),
+ X(46,78), X(110,142), X(14,46), X(78,110), X(30,94), X(62,126), X(30,62),
+ X(94,126), X(30,46), X(62,78), X(94,110), X(126,142), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68), X(100,132),
+ X(4,36), X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(20,36),
+ X(52,68), X(84,100), X(116,132), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(12,76), X(76,140), X(12,76), X(44,108), X(44,76), X(108,140), X(12,44),
+ X(76,108), X(28,92), X(60,124), X(28,60), X(92,124), X(28,44), X(60,76),
+ X(92,108), X(124,140), X(12,28), X(44,60), X(76,92), X(108,124), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136),
+ X(8,40), X(72,104), X(24,88), X(56,120), X(24,56), X(88,120), X(24,40),
+ X(56,72), X(88,104), X(120,136), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144), X(16,48),
+ X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(32,48), X(64,80),
+ X(96,112), X(128,144), X(16,32), X(48,64), X(80,96), X(112,128), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144)
+};
+M(145) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105),
+ X(121,137), X(9,25), X(41,57), X(73,89), X(105,121), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105),
+ X(113,121), X(129,137), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(53,117), X(21,53), X(85,117),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77), X(109,141),
+ X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(29,45),
+ X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67),
+ X(99,131), X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139),
+ X(11,43), X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71),
+ X(103,135), X(7,39), X(71,103), X(23,87), X(55,119), X(23,55), X(87,119),
+ X(23,39), X(55,71), X(87,103), X(119,135), X(7,23), X(39,55), X(71,87),
+ X(103,119), X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143),
+ X(15,47), X(79,111), X(31,95), X(63,127), X(31,63), X(95,127), X(31,47),
+ X(63,79), X(95,111), X(127,143), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(50,114),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(10,74), X(74,138), X(10,74), X(42,106),
+ X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(58,122), X(26,58),
+ X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(54,118),
+ X(22,54), X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(14,78), X(78,142), X(14,78), X(46,110),
+ X(46,78), X(110,142), X(14,46), X(78,110), X(30,94), X(62,126), X(30,62),
+ X(94,126), X(30,46), X(62,78), X(94,110), X(126,142), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68), X(100,132),
+ X(4,36), X(68,100), X(20,84), X(52,116), X(20,52), X(84,116), X(20,36),
+ X(52,68), X(84,100), X(116,132), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(12,76), X(76,140), X(12,76), X(44,108), X(44,76), X(108,140), X(12,44),
+ X(76,108), X(28,92), X(60,124), X(28,60), X(92,124), X(28,44), X(60,76),
+ X(92,108), X(124,140), X(12,28), X(44,60), X(76,92), X(108,124), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136),
+ X(8,40), X(72,104), X(24,88), X(56,120), X(24,56), X(88,120), X(24,40),
+ X(56,72), X(88,104), X(120,136), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144), X(16,48),
+ X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(32,48), X(64,80),
+ X(96,112), X(128,144), X(16,32), X(48,64), X(80,96), X(112,128), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144)
+};
+M(146) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105),
+ X(121,137), X(9,25), X(41,57), X(73,89), X(105,121), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105),
+ X(113,121), X(129,137), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(53,117), X(21,53), X(85,117),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77), X(109,141),
+ X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(29,45),
+ X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67),
+ X(99,131), X(3,35), X(67,99), X(19,83), X(51,115), X(19,51), X(83,115),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139),
+ X(11,43), X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71),
+ X(103,135), X(7,39), X(71,103), X(23,87), X(55,119), X(23,55), X(87,119),
+ X(23,39), X(55,71), X(87,103), X(119,135), X(7,23), X(39,55), X(71,87),
+ X(103,119), X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143),
+ X(15,47), X(79,111), X(31,95), X(63,127), X(31,63), X(95,127), X(31,47),
+ X(63,79), X(95,111), X(127,143), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(58,122),
+ X(26,58), X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(38,70), X(102,134), X(6,38),
+ X(70,102), X(22,86), X(54,118), X(22,54), X(86,118), X(22,38), X(54,70),
+ X(86,102), X(118,134), X(6,22), X(38,54), X(70,86), X(102,118), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46), X(78,110),
+ X(30,94), X(62,126), X(30,62), X(94,126), X(30,46), X(62,78), X(94,110),
+ X(126,142), X(14,30), X(46,62), X(78,94), X(110,126), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142), X(4,68),
+ X(68,132), X(4,68), X(36,100), X(36,68), X(100,132), X(4,36), X(68,100),
+ X(20,84), X(52,116), X(20,52), X(84,116), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(4,20), X(36,52), X(68,84), X(100,116), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(44,76), X(108,140), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108), X(124,140),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104),
+ X(24,88), X(56,120), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(64,128), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146)
+};
+M(147) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105),
+ X(121,137), X(9,25), X(41,57), X(73,89), X(105,121), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105),
+ X(113,121), X(129,137), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(53,117), X(21,53), X(85,117),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77), X(109,141),
+ X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(29,45),
+ X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67),
+ X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83), X(51,115),
+ X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(59,123), X(27,59), X(91,123),
+ X(27,43), X(59,75), X(91,107), X(123,139), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(7,71), X(71,135),
+ X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87),
+ X(55,119), X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(58,122),
+ X(26,58), X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(38,70), X(102,134), X(6,38),
+ X(70,102), X(22,86), X(54,118), X(22,54), X(86,118), X(22,38), X(54,70),
+ X(86,102), X(118,134), X(6,22), X(38,54), X(70,86), X(102,118), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46), X(78,110),
+ X(30,94), X(62,126), X(30,62), X(94,126), X(30,46), X(62,78), X(94,110),
+ X(126,142), X(14,30), X(46,62), X(78,94), X(110,126), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142), X(4,68),
+ X(68,132), X(4,68), X(36,100), X(36,68), X(100,132), X(4,36), X(68,100),
+ X(20,84), X(52,116), X(20,52), X(84,116), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(4,20), X(36,52), X(68,84), X(100,116), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(44,76), X(108,140), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108), X(124,140),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104),
+ X(24,88), X(56,120), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(64,128), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146)
+};
+M(148) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105),
+ X(121,137), X(9,25), X(41,57), X(73,89), X(105,121), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105),
+ X(113,121), X(129,137), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(53,117), X(21,53), X(85,117),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77), X(109,141),
+ X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125), X(29,45),
+ X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67),
+ X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83), X(51,115),
+ X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(59,123), X(27,59), X(91,123),
+ X(27,43), X(59,75), X(91,107), X(123,139), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(7,71), X(71,135),
+ X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87),
+ X(55,119), X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(58,122),
+ X(26,58), X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(38,70), X(102,134), X(6,38),
+ X(70,102), X(22,86), X(54,118), X(22,54), X(86,118), X(22,38), X(54,70),
+ X(86,102), X(118,134), X(6,22), X(38,54), X(70,86), X(102,118), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46), X(78,110),
+ X(30,94), X(62,126), X(30,62), X(94,126), X(30,46), X(62,78), X(94,110),
+ X(126,142), X(14,30), X(46,62), X(78,94), X(110,126), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142), X(4,68),
+ X(68,132), X(4,68), X(36,100), X(36,68), X(100,132), X(4,36), X(68,100),
+ X(20,84), X(84,148), X(20,84), X(52,116), X(52,84), X(116,148), X(20,52),
+ X(84,116), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(12,76),
+ X(76,140), X(12,76), X(44,108), X(44,76), X(108,140), X(12,44), X(76,108),
+ X(28,92), X(60,124), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(12,28), X(44,60), X(76,92), X(108,124), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(8,72), X(72,136), X(8,72), X(40,104), X(40,72),
+ X(104,136), X(8,40), X(72,104), X(24,88), X(56,120), X(24,56), X(88,120),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144),
+ X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(32,48),
+ X(64,80), X(96,112), X(128,144), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44),
+ X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100),
+ X(104,108), X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148)
+};
+M(149) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105),
+ X(121,137), X(9,25), X(41,57), X(73,89), X(105,121), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105),
+ X(113,121), X(129,137), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125),
+ X(29,45), X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101),
+ X(109,117), X(125,133), X(141,149), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67),
+ X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83), X(51,115),
+ X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(59,123), X(27,59), X(91,123),
+ X(27,43), X(59,75), X(91,107), X(123,139), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(7,71), X(71,135),
+ X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87),
+ X(55,119), X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(135,137), X(139,141), X(143,145), X(147,149), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(2,66), X(66,130), X(2,66), X(34,98), X(34,66), X(98,130), X(2,34), X(66,98),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146), X(18,50),
+ X(82,114), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(10,74),
+ X(74,138), X(10,74), X(42,106), X(42,74), X(106,138), X(10,42), X(74,106),
+ X(26,90), X(58,122), X(26,58), X(90,122), X(26,42), X(58,74), X(90,106),
+ X(122,138), X(10,26), X(42,58), X(74,90), X(106,122), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(6,70), X(70,134), X(6,70), X(38,102), X(38,70),
+ X(102,134), X(6,38), X(70,102), X(22,86), X(54,118), X(22,54), X(86,118),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(14,78), X(78,142), X(14,78), X(46,110), X(46,78), X(110,142),
+ X(14,46), X(78,110), X(30,94), X(62,126), X(30,62), X(94,126), X(30,46),
+ X(62,78), X(94,110), X(126,142), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68),
+ X(100,132), X(4,36), X(68,100), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(44,76),
+ X(108,140), X(12,44), X(76,108), X(28,92), X(60,124), X(28,60), X(92,124),
+ X(28,44), X(60,76), X(92,108), X(124,140), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(124,132), X(140,148), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104), X(24,88),
+ X(56,120), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104), X(120,136),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(80,144), X(16,80),
+ X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96), X(64,128),
+ X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148)
+};
+M(150) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105),
+ X(121,137), X(9,25), X(41,57), X(73,89), X(105,121), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105),
+ X(113,121), X(129,137), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125),
+ X(29,45), X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101),
+ X(109,117), X(125,133), X(141,149), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67),
+ X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83), X(51,115),
+ X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(59,123), X(27,59), X(91,123),
+ X(27,43), X(59,75), X(91,107), X(123,139), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(7,71), X(71,135),
+ X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87),
+ X(55,119), X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(135,137), X(139,141), X(143,145), X(147,149), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(2,66), X(66,130), X(2,66), X(34,98), X(34,66), X(98,130), X(2,34), X(66,98),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146), X(18,50),
+ X(82,114), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(10,74),
+ X(74,138), X(10,74), X(42,106), X(42,74), X(106,138), X(10,42), X(74,106),
+ X(26,90), X(58,122), X(26,58), X(90,122), X(26,42), X(58,74), X(90,106),
+ X(122,138), X(10,26), X(42,58), X(74,90), X(106,122), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(6,70), X(70,134), X(6,70), X(38,102), X(38,70),
+ X(102,134), X(6,38), X(70,102), X(22,86), X(86,150), X(22,86), X(54,118),
+ X(54,86), X(118,150), X(22,54), X(86,118), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(14,78), X(78,142), X(14,78), X(46,110), X(46,78),
+ X(110,142), X(14,46), X(78,110), X(30,94), X(62,126), X(30,62), X(94,126),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(142,150), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68),
+ X(100,132), X(4,36), X(68,100), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(44,76),
+ X(108,140), X(12,44), X(76,108), X(28,92), X(60,124), X(28,60), X(92,124),
+ X(28,44), X(60,76), X(92,108), X(124,140), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(124,132), X(140,148), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104), X(24,88),
+ X(56,120), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104), X(120,136),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(16,80), X(80,144), X(16,80),
+ X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96), X(64,128),
+ X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150)
+};
+M(151) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105),
+ X(121,137), X(9,25), X(41,57), X(73,89), X(105,121), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105),
+ X(113,121), X(129,137), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125),
+ X(29,45), X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101),
+ X(109,117), X(125,133), X(141,149), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67),
+ X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83), X(51,115),
+ X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(59,123), X(27,59), X(91,123),
+ X(27,43), X(59,75), X(91,107), X(123,139), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(7,71), X(71,135),
+ X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87),
+ X(87,151), X(23,87), X(55,119), X(55,87), X(119,151), X(23,55), X(87,119),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95),
+ X(63,127), X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(2,66), X(66,130), X(2,66), X(34,98), X(34,66), X(98,130),
+ X(2,34), X(66,98), X(18,82), X(82,146), X(18,82), X(50,114), X(50,82),
+ X(114,146), X(18,50), X(82,114), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(130,146), X(10,74), X(74,138), X(10,74), X(42,106), X(42,74), X(106,138),
+ X(10,42), X(74,106), X(26,90), X(58,122), X(26,58), X(90,122), X(26,42),
+ X(58,74), X(90,106), X(122,138), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(138,146), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(46,78), X(110,142), X(14,46), X(78,110), X(30,94), X(62,126),
+ X(30,62), X(94,126), X(30,46), X(62,78), X(94,110), X(126,142), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118),
+ X(122,126), X(130,134), X(138,142), X(146,150), X(4,68), X(68,132), X(4,68),
+ X(36,100), X(36,68), X(100,132), X(4,36), X(68,100), X(20,84), X(84,148),
+ X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(12,76), X(76,140), X(12,76),
+ X(44,108), X(44,76), X(108,140), X(12,44), X(76,108), X(28,92), X(60,124),
+ X(28,60), X(92,124), X(28,44), X(60,76), X(92,108), X(124,140), X(12,28),
+ X(44,60), X(76,92), X(108,124), X(12,20), X(28,36), X(44,52), X(60,68),
+ X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40),
+ X(72,104), X(24,88), X(56,120), X(24,56), X(88,120), X(24,40), X(56,72),
+ X(88,104), X(120,136), X(8,24), X(40,56), X(72,88), X(104,120), X(16,80),
+ X(80,144), X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112),
+ X(32,96), X(64,128), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112),
+ X(128,144), X(16,32), X(48,64), X(80,96), X(112,128), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(144,148), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150)
+};
+M(152) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(57,121), X(25,57), X(89,121), X(25,41), X(57,73), X(89,105),
+ X(121,137), X(9,25), X(41,57), X(73,89), X(105,121), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105),
+ X(113,121), X(129,137), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125),
+ X(29,45), X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101),
+ X(109,117), X(125,133), X(141,149), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67),
+ X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83), X(51,115),
+ X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(59,123), X(27,59), X(91,123),
+ X(27,43), X(59,75), X(91,107), X(123,139), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(7,71), X(71,135),
+ X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87),
+ X(87,151), X(23,87), X(55,119), X(55,87), X(119,151), X(23,55), X(87,119),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95),
+ X(63,127), X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(2,66), X(66,130), X(2,66), X(34,98), X(34,66), X(98,130),
+ X(2,34), X(66,98), X(18,82), X(82,146), X(18,82), X(50,114), X(50,82),
+ X(114,146), X(18,50), X(82,114), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(130,146), X(10,74), X(74,138), X(10,74), X(42,106), X(42,74), X(106,138),
+ X(10,42), X(74,106), X(26,90), X(58,122), X(26,58), X(90,122), X(26,42),
+ X(58,74), X(90,106), X(122,138), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(138,146), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(46,78), X(110,142), X(14,46), X(78,110), X(30,94), X(62,126),
+ X(30,62), X(94,126), X(30,46), X(62,78), X(94,110), X(126,142), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118),
+ X(122,126), X(130,134), X(138,142), X(146,150), X(4,68), X(68,132), X(4,68),
+ X(36,100), X(36,68), X(100,132), X(4,36), X(68,100), X(20,84), X(84,148),
+ X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(12,76), X(76,140), X(12,76),
+ X(44,108), X(44,76), X(108,140), X(12,44), X(76,108), X(28,92), X(60,124),
+ X(28,60), X(92,124), X(28,44), X(60,76), X(92,108), X(124,140), X(12,28),
+ X(44,60), X(76,92), X(108,124), X(12,20), X(28,36), X(44,52), X(60,68),
+ X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40),
+ X(72,104), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152),
+ X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144), X(16,48),
+ X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(32,48), X(64,80),
+ X(96,112), X(128,144), X(16,32), X(48,64), X(80,96), X(112,128), X(16,24),
+ X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136),
+ X(144,152), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152)
+};
+M(153) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(1,9),
+ X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121),
+ X(129,137), X(145,153), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125),
+ X(29,45), X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101),
+ X(109,117), X(125,133), X(141,149), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(83,147), X(19,83), X(51,115), X(51,83),
+ X(115,147), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139),
+ X(11,43), X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(107,115),
+ X(123,131), X(139,147), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(7,71), X(71,135), X(7,71),
+ X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87), X(87,151),
+ X(23,87), X(55,119), X(55,87), X(119,151), X(23,55), X(87,119), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119),
+ X(123,127), X(131,135), X(139,143), X(147,151), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(135,137), X(139,141), X(143,145), X(147,149), X(151,153), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(2,66), X(66,130), X(2,66), X(34,98), X(34,66), X(98,130),
+ X(2,34), X(66,98), X(18,82), X(82,146), X(18,82), X(50,114), X(50,82),
+ X(114,146), X(18,50), X(82,114), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(130,146), X(10,74), X(74,138), X(10,74), X(42,106), X(42,74), X(106,138),
+ X(10,42), X(74,106), X(26,90), X(58,122), X(26,58), X(90,122), X(26,42),
+ X(58,74), X(90,106), X(122,138), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(138,146), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(46,78), X(110,142), X(14,46), X(78,110), X(30,94), X(62,126),
+ X(30,62), X(94,126), X(30,46), X(62,78), X(94,110), X(126,142), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118),
+ X(122,126), X(130,134), X(138,142), X(146,150), X(4,68), X(68,132), X(4,68),
+ X(36,100), X(36,68), X(100,132), X(4,36), X(68,100), X(20,84), X(84,148),
+ X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(12,76), X(76,140), X(12,76),
+ X(44,108), X(44,76), X(108,140), X(12,44), X(76,108), X(28,92), X(60,124),
+ X(28,60), X(92,124), X(28,44), X(60,76), X(92,108), X(124,140), X(12,28),
+ X(44,60), X(76,92), X(108,124), X(12,20), X(28,36), X(44,52), X(60,68),
+ X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40),
+ X(72,104), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152),
+ X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144), X(16,48),
+ X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(32,48), X(64,80),
+ X(96,112), X(128,144), X(16,32), X(48,64), X(80,96), X(112,128), X(16,24),
+ X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136),
+ X(144,152), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152)
+};
+M(154) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(1,9),
+ X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121),
+ X(129,137), X(145,153), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125),
+ X(29,45), X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101),
+ X(109,117), X(125,133), X(141,149), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(83,147), X(19,83), X(51,115), X(51,83),
+ X(115,147), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139),
+ X(11,43), X(75,107), X(27,91), X(59,123), X(27,59), X(91,123), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(107,115),
+ X(123,131), X(139,147), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(7,71), X(71,135), X(7,71),
+ X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87), X(87,151),
+ X(23,87), X(55,119), X(55,87), X(119,151), X(23,55), X(87,119), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119),
+ X(123,127), X(131,135), X(139,143), X(147,151), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(135,137), X(139,141), X(143,145), X(147,149), X(151,153), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(2,66), X(66,130), X(2,66), X(34,98), X(34,66), X(98,130),
+ X(2,34), X(66,98), X(18,82), X(82,146), X(18,82), X(50,114), X(50,82),
+ X(114,146), X(18,50), X(82,114), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(130,146), X(10,74), X(74,138), X(10,74), X(42,106), X(42,74), X(106,138),
+ X(10,42), X(74,106), X(26,90), X(90,154), X(26,90), X(58,122), X(58,90),
+ X(122,154), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(46,78), X(110,142), X(14,46), X(78,110), X(30,94), X(62,126),
+ X(30,62), X(94,126), X(30,46), X(62,78), X(94,110), X(126,142), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68),
+ X(100,132), X(4,36), X(68,100), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(44,76),
+ X(108,140), X(12,44), X(76,108), X(28,92), X(60,124), X(28,60), X(92,124),
+ X(28,44), X(60,76), X(92,108), X(124,140), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(124,132), X(140,148), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56), X(88,120),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(64,128), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(124,126),
+ X(128,130), X(132,134), X(136,138), X(140,142), X(144,146), X(148,150),
+ X(152,154), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154)
+};
+M(155) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(1,9),
+ X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121),
+ X(129,137), X(145,153), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125),
+ X(29,45), X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101),
+ X(109,117), X(125,133), X(141,149), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(83,147), X(19,83), X(51,115), X(51,83),
+ X(115,147), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139),
+ X(11,43), X(75,107), X(27,91), X(91,155), X(27,91), X(59,123), X(59,91),
+ X(123,155), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(7,71), X(71,135), X(7,71),
+ X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87), X(87,151),
+ X(23,87), X(55,119), X(55,87), X(119,151), X(23,55), X(87,119), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(38,70), X(102,134), X(6,38),
+ X(70,102), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(14,78), X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46),
+ X(78,110), X(30,94), X(62,126), X(30,62), X(94,126), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(14,30), X(46,62), X(78,94), X(110,126), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(4,68), X(68,132),
+ X(4,68), X(36,100), X(36,68), X(100,132), X(4,36), X(68,100), X(20,84),
+ X(84,148), X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116),
+ X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(44,76), X(108,140), X(12,44), X(76,108), X(28,92),
+ X(60,124), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108), X(124,140),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136),
+ X(8,40), X(72,104), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88),
+ X(120,152), X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144),
+ X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(32,48),
+ X(64,80), X(96,112), X(128,144), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120),
+ X(128,136), X(144,152), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154)
+};
+M(156) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(1,9),
+ X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121),
+ X(129,137), X(145,153), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(61,125), X(29,61), X(93,125),
+ X(29,45), X(61,77), X(93,109), X(125,141), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101),
+ X(109,117), X(125,133), X(141,149), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(3,67), X(67,131), X(3,67), X(35,99), X(35,67), X(99,131),
+ X(3,35), X(67,99), X(19,83), X(83,147), X(19,83), X(51,115), X(51,83),
+ X(115,147), X(19,51), X(83,115), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75), X(107,139),
+ X(11,43), X(75,107), X(27,91), X(91,155), X(27,91), X(59,123), X(59,91),
+ X(123,155), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(7,71), X(71,135), X(7,71),
+ X(39,103), X(39,71), X(103,135), X(7,39), X(71,103), X(23,87), X(87,151),
+ X(23,87), X(55,119), X(55,87), X(119,151), X(23,55), X(87,119), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95), X(63,127),
+ X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(38,70), X(102,134), X(6,38),
+ X(70,102), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(14,78), X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46),
+ X(78,110), X(30,94), X(62,126), X(30,62), X(94,126), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(14,30), X(46,62), X(78,94), X(110,126), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(4,68), X(68,132),
+ X(4,68), X(36,100), X(36,68), X(100,132), X(4,36), X(68,100), X(20,84),
+ X(84,148), X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116),
+ X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(44,76), X(108,140), X(12,44), X(76,108), X(28,92),
+ X(92,156), X(28,92), X(60,124), X(60,92), X(124,156), X(28,60), X(92,124),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136),
+ X(8,40), X(72,104), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88),
+ X(120,152), X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144),
+ X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(32,48),
+ X(64,80), X(96,112), X(128,144), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120),
+ X(128,136), X(144,152), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156)
+};
+M(157) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(1,9),
+ X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121),
+ X(129,137), X(145,153), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(93,157), X(29,93), X(61,125),
+ X(61,93), X(125,157), X(29,61), X(93,125), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(141,157), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(35,67), X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83),
+ X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(43,75), X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151), X(23,55),
+ X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79),
+ X(79,143), X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111),
+ X(31,95), X(63,127), X(31,63), X(95,127), X(31,47), X(63,79), X(95,111),
+ X(127,143), X(15,31), X(47,63), X(79,95), X(111,127), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43),
+ X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(119,123), X(127,131), X(135,139), X(143,147),
+ X(151,155), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(147,149),
+ X(151,153), X(155,157), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(38,70), X(102,134), X(6,38),
+ X(70,102), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(14,78), X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46),
+ X(78,110), X(30,94), X(62,126), X(30,62), X(94,126), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(14,30), X(46,62), X(78,94), X(110,126), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(4,68), X(68,132),
+ X(4,68), X(36,100), X(36,68), X(100,132), X(4,36), X(68,100), X(20,84),
+ X(84,148), X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116),
+ X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(44,76), X(108,140), X(12,44), X(76,108), X(28,92),
+ X(92,156), X(28,92), X(60,124), X(60,92), X(124,156), X(28,60), X(92,124),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136),
+ X(8,40), X(72,104), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88),
+ X(120,152), X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144),
+ X(16,48), X(80,112), X(32,96), X(64,128), X(32,64), X(96,128), X(32,48),
+ X(64,80), X(96,112), X(128,144), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120),
+ X(128,136), X(144,152), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156)
+};
+M(158) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(1,9),
+ X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121),
+ X(129,137), X(145,153), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(93,157), X(29,93), X(61,125),
+ X(61,93), X(125,157), X(29,61), X(93,125), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(141,157), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(35,67), X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83),
+ X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(43,75), X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151), X(23,55),
+ X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79),
+ X(79,143), X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111),
+ X(31,95), X(63,127), X(31,63), X(95,127), X(31,47), X(63,79), X(95,111),
+ X(127,143), X(15,31), X(47,63), X(79,95), X(111,127), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43),
+ X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(119,123), X(127,131), X(135,139), X(143,147),
+ X(151,155), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(147,149),
+ X(151,153), X(155,157), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(38,70), X(102,134), X(6,38),
+ X(70,102), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(14,78), X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46),
+ X(78,110), X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158),
+ X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68),
+ X(100,132), X(4,36), X(68,100), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(44,76),
+ X(108,140), X(12,44), X(76,108), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56), X(88,120),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(64,128), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(152,156), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158)
+};
+M(159) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(1,9),
+ X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121),
+ X(129,137), X(145,153), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(93,157), X(29,93), X(61,125),
+ X(61,93), X(125,157), X(29,61), X(93,125), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(141,157), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(35,67), X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83),
+ X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(43,75), X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151), X(23,55),
+ X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79),
+ X(79,143), X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63),
+ X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(38,70), X(102,134), X(6,38),
+ X(70,102), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(14,78), X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46),
+ X(78,110), X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158),
+ X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68),
+ X(100,132), X(4,36), X(68,100), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(44,76),
+ X(108,140), X(12,44), X(76,108), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56), X(88,120),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(64,128), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(152,156), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158)
+};
+M(160) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(33,65), X(97,129), X(1,33), X(65,97),
+ X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145), X(17,49),
+ X(81,113), X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(1,9),
+ X(17,25), X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121),
+ X(129,137), X(145,153), X(5,69), X(69,133), X(5,69), X(37,101), X(37,69),
+ X(101,133), X(5,37), X(69,101), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(45,77),
+ X(109,141), X(13,45), X(77,109), X(29,93), X(93,157), X(29,93), X(61,125),
+ X(61,93), X(125,157), X(29,61), X(93,125), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(141,157), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(35,67), X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83),
+ X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(43,75), X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151), X(23,55),
+ X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79),
+ X(79,143), X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63),
+ X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(38,70), X(102,134), X(6,38),
+ X(70,102), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150),
+ X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(14,78), X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46),
+ X(78,110), X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158),
+ X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68),
+ X(100,132), X(4,36), X(68,100), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(44,76),
+ X(108,140), X(12,44), X(76,108), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56), X(88,120),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160)
+};
+M(161) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57), X(89,121),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(153,161), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(5,69), X(69,133), X(5,69),
+ X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(53,85), X(117,149), X(21,53), X(85,117), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(133,149), X(13,77), X(77,141), X(13,77),
+ X(45,109), X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(93,157),
+ X(29,93), X(61,125), X(61,93), X(125,157), X(29,61), X(93,125), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(69,73), X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121),
+ X(125,129), X(133,137), X(141,145), X(149,153), X(157,161), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(35,67), X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83),
+ X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(43,75), X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151), X(23,55),
+ X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79),
+ X(79,143), X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63),
+ X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(34,66), X(98,130), X(2,34), X(66,98), X(18,82), X(82,146), X(18,82),
+ X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74), X(42,106),
+ X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154), X(26,90),
+ X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(6,70),
+ X(70,134), X(6,70), X(38,102), X(38,70), X(102,134), X(6,38), X(70,102),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150), X(22,54),
+ X(86,118), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46), X(78,110),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62),
+ X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126),
+ X(134,142), X(150,158), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68),
+ X(100,132), X(4,36), X(68,100), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(44,76),
+ X(108,140), X(12,44), X(76,108), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56), X(88,120),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(158,159), X(160,161), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160)
+};
+M(162) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57), X(89,121),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(153,161), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(5,69), X(69,133), X(5,69),
+ X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(53,85), X(117,149), X(21,53), X(85,117), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(133,149), X(13,77), X(77,141), X(13,77),
+ X(45,109), X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(93,157),
+ X(29,93), X(61,125), X(61,93), X(125,157), X(29,61), X(93,125), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(69,73), X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121),
+ X(125,129), X(133,137), X(141,145), X(149,153), X(157,161), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(35,67), X(99,131), X(3,35), X(67,99), X(19,83), X(83,147), X(19,83),
+ X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(43,75), X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(39,71), X(103,135), X(7,39), X(71,103),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151), X(23,55),
+ X(87,119), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79),
+ X(79,143), X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63),
+ X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(18,34),
+ X(50,66), X(82,98), X(114,130), X(146,162), X(2,18), X(34,50), X(66,82),
+ X(98,114), X(130,146), X(10,74), X(74,138), X(10,74), X(42,106), X(42,74),
+ X(106,138), X(10,42), X(74,106), X(26,90), X(90,154), X(26,90), X(58,122),
+ X(58,90), X(122,154), X(26,58), X(90,122), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82),
+ X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(6,70), X(70,134), X(6,70), X(38,102), X(38,70), X(102,134),
+ X(6,38), X(70,102), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86),
+ X(118,150), X(22,54), X(86,118), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(14,78), X(78,142), X(14,78), X(46,110), X(46,78), X(110,142),
+ X(14,46), X(78,110), X(30,94), X(94,158), X(30,94), X(62,126), X(62,94),
+ X(126,158), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(150,158), X(6,10), X(14,18), X(22,26),
+ X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90),
+ X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(4,68), X(68,132), X(4,68), X(36,100), X(36,68),
+ X(100,132), X(4,36), X(68,100), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(44,76),
+ X(108,140), X(12,44), X(76,108), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56), X(88,120),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162)
+};
+M(163) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57), X(89,121),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(153,161), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(5,69), X(69,133), X(5,69),
+ X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(53,85), X(117,149), X(21,53), X(85,117), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(133,149), X(13,77), X(77,141), X(13,77),
+ X(45,109), X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(93,157),
+ X(29,93), X(61,125), X(61,93), X(125,157), X(29,61), X(93,125), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(69,73), X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121),
+ X(125,129), X(133,137), X(141,145), X(149,153), X(157,161), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91), X(59,123),
+ X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139),
+ X(147,155), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135),
+ X(7,39), X(71,103), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87),
+ X(119,151), X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143),
+ X(15,47), X(79,111), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95),
+ X(127,159), X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(143,159), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(2,66), X(66,130), X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98),
+ X(130,162), X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138),
+ X(10,74), X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146),
+ X(154,162), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(46,78), X(110,142), X(14,46), X(78,110), X(30,94), X(94,158),
+ X(30,94), X(62,126), X(62,94), X(126,158), X(30,62), X(94,126), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(4,68), X(68,132), X(4,68), X(36,100),
+ X(36,68), X(100,132), X(4,36), X(68,100), X(20,84), X(84,148), X(20,84),
+ X(52,116), X(52,84), X(116,148), X(20,52), X(84,116), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108),
+ X(44,76), X(108,140), X(12,44), X(76,108), X(28,92), X(92,156), X(28,92),
+ X(60,124), X(60,92), X(124,156), X(28,60), X(92,124), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56),
+ X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80),
+ X(80,144), X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112),
+ X(32,96), X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64),
+ X(96,128), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(160,162), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162)
+};
+M(164) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57), X(89,121),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(153,161), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(5,69), X(69,133), X(5,69),
+ X(37,101), X(37,69), X(101,133), X(5,37), X(69,101), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(53,85), X(117,149), X(21,53), X(85,117), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(133,149), X(13,77), X(77,141), X(13,77),
+ X(45,109), X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(93,157),
+ X(29,93), X(61,125), X(61,93), X(125,157), X(29,61), X(93,125), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(5,9), X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65),
+ X(69,73), X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121),
+ X(125,129), X(133,137), X(141,145), X(149,153), X(157,161), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91), X(59,123),
+ X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139),
+ X(147,155), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135),
+ X(7,39), X(71,103), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87),
+ X(119,151), X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143),
+ X(15,47), X(79,111), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95),
+ X(127,159), X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(143,159), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(2,66), X(66,130), X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98),
+ X(130,162), X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138),
+ X(10,74), X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146),
+ X(154,162), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(38,70), X(102,134), X(6,38), X(70,102), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(46,78), X(110,142), X(14,46), X(78,110), X(30,94), X(94,158),
+ X(30,94), X(62,126), X(62,94), X(126,158), X(30,62), X(94,126), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(4,68), X(68,132), X(4,68), X(36,100),
+ X(100,164), X(36,100), X(4,36), X(68,100), X(132,164), X(20,84), X(84,148),
+ X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116), X(20,36),
+ X(52,68), X(84,100), X(116,132), X(148,164), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(44,76),
+ X(108,140), X(12,44), X(76,108), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84),
+ X(92,100), X(108,116), X(124,132), X(140,148), X(156,164), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136),
+ X(8,40), X(72,104), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88),
+ X(120,152), X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144),
+ X(16,48), X(80,112), X(32,96), X(96,160), X(32,96), X(64,128), X(64,96),
+ X(128,160), X(32,64), X(96,128), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(144,160), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164)
+};
+M(165) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57), X(89,121),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(153,161), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(5,69), X(69,133), X(5,69),
+ X(37,101), X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85),
+ X(85,149), X(21,85), X(53,117), X(53,85), X(117,149), X(21,53), X(85,117),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(5,21), X(37,53),
+ X(69,85), X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109),
+ X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(93,157), X(29,93),
+ X(61,125), X(61,93), X(125,157), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(13,21), X(29,37), X(45,53), X(61,69),
+ X(77,85), X(93,101), X(109,117), X(125,133), X(141,149), X(157,165), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91), X(59,123),
+ X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139),
+ X(147,155), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135),
+ X(7,39), X(71,103), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87),
+ X(119,151), X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143),
+ X(15,47), X(79,111), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95),
+ X(127,159), X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(143,159), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82),
+ X(82,146), X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114),
+ X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74), X(42,106),
+ X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154), X(26,90),
+ X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122),
+ X(130,138), X(146,154), X(6,70), X(70,134), X(6,70), X(38,102), X(38,70),
+ X(102,134), X(6,38), X(70,102), X(22,86), X(86,150), X(22,86), X(54,118),
+ X(54,86), X(118,150), X(22,54), X(86,118), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(14,78), X(78,142), X(14,78), X(46,110), X(46,78),
+ X(110,142), X(14,46), X(78,110), X(30,94), X(94,158), X(30,94), X(62,126),
+ X(62,94), X(126,158), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(142,158), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164),
+ X(36,100), X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84),
+ X(52,116), X(52,84), X(116,148), X(20,52), X(84,116), X(20,36), X(52,68),
+ X(84,100), X(116,132), X(148,164), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(44,76), X(108,140),
+ X(12,44), X(76,108), X(28,92), X(92,156), X(28,92), X(60,124), X(60,92),
+ X(124,156), X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(140,156), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(124,132), X(140,148), X(156,164), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156),
+ X(8,72), X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40),
+ X(72,104), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152),
+ X(24,56), X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144), X(16,48),
+ X(80,112), X(32,96), X(96,160), X(32,96), X(64,128), X(64,96), X(128,160),
+ X(32,64), X(96,128), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164)
+};
+M(166) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57), X(89,121),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(153,161), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(5,69), X(69,133), X(5,69),
+ X(37,101), X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85),
+ X(85,149), X(21,85), X(53,117), X(53,85), X(117,149), X(21,53), X(85,117),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(5,21), X(37,53),
+ X(69,85), X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109),
+ X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(93,157), X(29,93),
+ X(61,125), X(61,93), X(125,157), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(13,21), X(29,37), X(45,53), X(61,69),
+ X(77,85), X(93,101), X(109,117), X(125,133), X(141,149), X(157,165), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91), X(59,123),
+ X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139),
+ X(147,155), X(7,71), X(71,135), X(7,71), X(39,103), X(39,71), X(103,135),
+ X(7,39), X(71,103), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87),
+ X(119,151), X(23,55), X(87,119), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143),
+ X(15,47), X(79,111), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95),
+ X(127,159), X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(143,159), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82),
+ X(82,146), X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114),
+ X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74), X(42,106),
+ X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154), X(26,90),
+ X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122),
+ X(130,138), X(146,154), X(6,70), X(70,134), X(6,70), X(38,102), X(102,166),
+ X(38,102), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150), X(22,86),
+ X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(22,38), X(54,70),
+ X(86,102), X(118,134), X(150,166), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(14,78), X(78,142), X(14,78), X(46,110), X(46,78), X(110,142),
+ X(14,46), X(78,110), X(30,94), X(94,158), X(30,94), X(62,126), X(62,94),
+ X(126,158), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(142,150), X(158,166), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118),
+ X(122,126), X(130,134), X(138,142), X(146,150), X(154,158), X(162,166),
+ X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100), X(4,36),
+ X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(52,84),
+ X(116,148), X(20,52), X(84,116), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(12,76),
+ X(76,140), X(12,76), X(44,108), X(44,76), X(108,140), X(12,44), X(76,108),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(60,92), X(124,156), X(28,60),
+ X(92,124), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(12,20),
+ X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(124,132),
+ X(140,148), X(156,164), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56), X(88,120),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(152,156),
+ X(160,164), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166)
+};
+M(167) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57), X(89,121),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(153,161), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(5,69), X(69,133), X(5,69),
+ X(37,101), X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85),
+ X(85,149), X(21,85), X(53,117), X(53,85), X(117,149), X(21,53), X(85,117),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(5,21), X(37,53),
+ X(69,85), X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109),
+ X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(93,157), X(29,93),
+ X(61,125), X(61,93), X(125,157), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(13,21), X(29,37), X(45,53), X(61,69),
+ X(77,85), X(93,101), X(109,117), X(125,133), X(141,149), X(157,165), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91), X(59,123),
+ X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139),
+ X(147,155), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(55,87), X(119,151), X(23,55), X(87,119), X(23,39), X(55,71), X(87,103),
+ X(119,135), X(151,167), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151),
+ X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143), X(15,47),
+ X(79,111), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159),
+ X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159),
+ X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119),
+ X(127,135), X(143,151), X(159,167), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(6,70), X(70,134), X(6,70), X(38,102),
+ X(102,166), X(38,102), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(22,38),
+ X(54,70), X(86,102), X(118,134), X(150,166), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(14,78), X(78,142), X(14,78), X(46,110), X(46,78),
+ X(110,142), X(14,46), X(78,110), X(30,94), X(94,158), X(30,94), X(62,126),
+ X(62,94), X(126,158), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(142,158), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(126,134), X(142,150), X(158,166), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100),
+ X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(12,76), X(76,140), X(12,76), X(44,108), X(44,76), X(108,140), X(12,44),
+ X(76,108), X(28,92), X(92,156), X(28,92), X(60,124), X(60,92), X(124,156),
+ X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(40,72), X(104,136), X(8,40), X(72,104),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56),
+ X(88,120), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80),
+ X(80,144), X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112),
+ X(32,96), X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64),
+ X(96,128), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44),
+ X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100),
+ X(104,108), X(112,116), X(120,124), X(128,132), X(136,140), X(144,148),
+ X(152,156), X(160,164), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(160,162),
+ X(164,166), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166)
+};
+M(168) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(41,73), X(105,137), X(9,41), X(73,105), X(25,89),
+ X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57), X(89,121),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(9,17), X(25,33),
+ X(41,49), X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145),
+ X(153,161), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(5,69), X(69,133), X(5,69),
+ X(37,101), X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85),
+ X(85,149), X(21,85), X(53,117), X(53,85), X(117,149), X(21,53), X(85,117),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(5,21), X(37,53),
+ X(69,85), X(101,117), X(133,149), X(13,77), X(77,141), X(13,77), X(45,109),
+ X(45,77), X(109,141), X(13,45), X(77,109), X(29,93), X(93,157), X(29,93),
+ X(61,125), X(61,93), X(125,157), X(29,61), X(93,125), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(13,21), X(29,37), X(45,53), X(61,69),
+ X(77,85), X(93,101), X(109,117), X(125,133), X(141,149), X(157,165), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115), X(19,35),
+ X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107), X(43,75),
+ X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91), X(59,123),
+ X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139),
+ X(147,155), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(55,87), X(119,151), X(23,55), X(87,119), X(23,39), X(55,71), X(87,103),
+ X(119,135), X(151,167), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151),
+ X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143), X(15,47),
+ X(79,111), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159),
+ X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159),
+ X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119),
+ X(127,135), X(143,151), X(159,167), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(6,70), X(70,134), X(6,70), X(38,102),
+ X(102,166), X(38,102), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(22,38),
+ X(54,70), X(86,102), X(118,134), X(150,166), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(14,78), X(78,142), X(14,78), X(46,110), X(46,78),
+ X(110,142), X(14,46), X(78,110), X(30,94), X(94,158), X(30,94), X(62,126),
+ X(62,94), X(126,158), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(142,158), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(126,134), X(142,150), X(158,166), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100),
+ X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(12,76), X(76,140), X(12,76), X(44,108), X(44,76), X(108,140), X(12,44),
+ X(76,108), X(28,92), X(92,156), X(28,92), X(60,124), X(60,92), X(124,156),
+ X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104),
+ X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152),
+ X(24,56), X(88,120), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168)
+};
+M(169) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105), X(137,169),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153),
+ X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165), X(37,101),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101),
+ X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(13,77), X(77,141), X(13,77), X(45,109), X(45,77), X(109,141), X(13,45),
+ X(77,109), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157),
+ X(29,61), X(93,125), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117),
+ X(125,133), X(141,149), X(157,165), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(43,75), X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(11,19), X(27,35), X(43,51), X(59,67),
+ X(75,83), X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123),
+ X(131,139), X(147,155), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167),
+ X(39,103), X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87),
+ X(55,119), X(55,87), X(119,151), X(23,55), X(87,119), X(23,39), X(55,71),
+ X(87,103), X(119,135), X(151,167), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143),
+ X(15,47), X(79,111), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95),
+ X(127,159), X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(143,159), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103),
+ X(111,119), X(127,135), X(143,151), X(159,167), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119),
+ X(123,127), X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145),
+ X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(167,169), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(42,74), X(106,138), X(10,42), X(74,106), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(6,70), X(70,134), X(6,70), X(38,102),
+ X(102,166), X(38,102), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(22,38),
+ X(54,70), X(86,102), X(118,134), X(150,166), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(14,78), X(78,142), X(14,78), X(46,110), X(46,78),
+ X(110,142), X(14,46), X(78,110), X(30,94), X(94,158), X(30,94), X(62,126),
+ X(62,94), X(126,158), X(30,62), X(94,126), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(142,158), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(126,134), X(142,150), X(158,166), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100),
+ X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(12,76), X(76,140), X(12,76), X(44,108), X(44,76), X(108,140), X(12,44),
+ X(76,108), X(28,92), X(92,156), X(28,92), X(60,124), X(60,92), X(124,156),
+ X(28,60), X(92,124), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104),
+ X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152),
+ X(24,56), X(88,120), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(158,159), X(160,161), X(162,163),
+ X(164,165), X(166,167), X(168,169), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168)
+};
+M(170) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105), X(137,169),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153),
+ X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165), X(37,101),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101),
+ X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(13,77), X(77,141), X(13,77), X(45,109), X(45,77), X(109,141), X(13,45),
+ X(77,109), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157),
+ X(29,61), X(93,125), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117),
+ X(125,133), X(141,149), X(157,165), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(43,75), X(107,139), X(11,43), X(75,107), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(11,19), X(27,35), X(43,51), X(59,67),
+ X(75,83), X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(3,11),
+ X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123),
+ X(131,139), X(147,155), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167),
+ X(39,103), X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87),
+ X(55,119), X(55,87), X(119,151), X(23,55), X(87,119), X(23,39), X(55,71),
+ X(87,103), X(119,135), X(151,167), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(15,79), X(79,143), X(15,79), X(47,111), X(47,79), X(111,143),
+ X(15,47), X(79,111), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95),
+ X(127,159), X(31,63), X(95,127), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(143,159), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103),
+ X(111,119), X(127,135), X(143,151), X(159,167), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63),
+ X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119),
+ X(123,127), X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145),
+ X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(167,169), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(102,166), X(38,102), X(6,38),
+ X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86),
+ X(118,150), X(22,54), X(86,118), X(22,38), X(54,70), X(86,102), X(118,134),
+ X(150,166), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46), X(78,110),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62),
+ X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(158,166), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(4,68), X(68,132), X(4,68),
+ X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164), X(20,84),
+ X(84,148), X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116),
+ X(20,36), X(52,68), X(84,100), X(116,132), X(148,164), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108),
+ X(44,76), X(108,140), X(12,44), X(76,108), X(28,92), X(92,156), X(28,92),
+ X(60,124), X(60,92), X(124,156), X(28,60), X(92,124), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(12,20), X(28,36), X(44,52), X(60,68),
+ X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(148,156), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168),
+ X(40,104), X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88),
+ X(56,120), X(56,88), X(120,152), X(24,56), X(88,120), X(24,40), X(56,72),
+ X(88,104), X(120,136), X(152,168), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144),
+ X(16,48), X(80,112), X(32,96), X(96,160), X(32,96), X(64,128), X(64,96),
+ X(128,160), X(32,64), X(96,128), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(144,160), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120),
+ X(124,128), X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170)
+};
+M(171) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105), X(137,169),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153),
+ X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165), X(37,101),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101),
+ X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(13,77), X(77,141), X(13,77), X(45,109), X(45,77), X(109,141), X(13,45),
+ X(77,109), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157),
+ X(29,61), X(93,125), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117),
+ X(125,133), X(141,149), X(157,165), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(107,171), X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155),
+ X(27,91), X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(155,171), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39), X(71,103),
+ X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151),
+ X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63), X(95,127),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(149,151),
+ X(153,155), X(157,159), X(161,163), X(165,167), X(169,171), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(102,166), X(38,102), X(6,38),
+ X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86),
+ X(118,150), X(22,54), X(86,118), X(22,38), X(54,70), X(86,102), X(118,134),
+ X(150,166), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46), X(78,110),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62),
+ X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(158,166), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(4,68), X(68,132), X(4,68),
+ X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164), X(20,84),
+ X(84,148), X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116),
+ X(20,36), X(52,68), X(84,100), X(116,132), X(148,164), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108),
+ X(44,76), X(108,140), X(12,44), X(76,108), X(28,92), X(92,156), X(28,92),
+ X(60,124), X(60,92), X(124,156), X(28,60), X(92,124), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(12,20), X(28,36), X(44,52), X(60,68),
+ X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(148,156), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168),
+ X(40,104), X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88),
+ X(56,120), X(56,88), X(120,152), X(24,56), X(88,120), X(24,40), X(56,72),
+ X(88,104), X(120,136), X(152,168), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(16,80), X(80,144), X(16,80), X(48,112), X(48,80), X(112,144),
+ X(16,48), X(80,112), X(32,96), X(96,160), X(32,96), X(64,128), X(64,96),
+ X(128,160), X(32,64), X(96,128), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(144,160), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160),
+ X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64),
+ X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120),
+ X(124,128), X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170)
+};
+M(172) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105), X(137,169),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153),
+ X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165), X(37,101),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101),
+ X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(13,77), X(77,141), X(13,77), X(45,109), X(45,77), X(109,141), X(13,45),
+ X(77,109), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157),
+ X(29,61), X(93,125), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117),
+ X(125,133), X(141,149), X(157,165), X(5,13), X(21,29), X(37,45), X(53,61),
+ X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(107,171), X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155),
+ X(27,91), X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(155,171), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39), X(71,103),
+ X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151),
+ X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63), X(95,127),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(149,151),
+ X(153,155), X(157,159), X(161,163), X(165,167), X(169,171), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146), X(18,50),
+ X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(102,166), X(38,102), X(6,38),
+ X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86),
+ X(118,150), X(22,54), X(86,118), X(22,38), X(54,70), X(86,102), X(118,134),
+ X(150,166), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46), X(78,110),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62),
+ X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(158,166), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(4,68), X(68,132), X(4,68),
+ X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164), X(20,84),
+ X(84,148), X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116),
+ X(20,36), X(52,68), X(84,100), X(116,132), X(148,164), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108),
+ X(108,172), X(44,108), X(12,44), X(76,108), X(140,172), X(28,92), X(92,156),
+ X(28,92), X(60,124), X(60,92), X(124,156), X(28,60), X(92,124), X(28,44),
+ X(60,76), X(92,108), X(124,140), X(156,172), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104),
+ X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152),
+ X(24,56), X(88,120), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172)
+};
+M(173) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105), X(137,169),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153),
+ X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165), X(37,101),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101),
+ X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(13,77), X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45),
+ X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93),
+ X(125,157), X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141),
+ X(157,173), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(107,171), X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155),
+ X(27,91), X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(155,171), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39), X(71,103),
+ X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151),
+ X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63), X(95,127),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(135,137), X(139,141), X(143,145), X(147,149), X(151,153),
+ X(155,157), X(159,161), X(163,165), X(167,169), X(171,173), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(2,66), X(66,130), X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98),
+ X(130,162), X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138),
+ X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58),
+ X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(6,70), X(70,134), X(6,70), X(38,102), X(102,166), X(38,102),
+ X(6,38), X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118),
+ X(54,86), X(118,150), X(22,54), X(86,118), X(22,38), X(54,70), X(86,102),
+ X(118,134), X(150,166), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(14,78), X(78,142), X(14,78), X(46,110), X(46,78), X(110,142), X(14,46),
+ X(78,110), X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158),
+ X(30,62), X(94,126), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118),
+ X(126,134), X(142,150), X(158,166), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74),
+ X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130),
+ X(134,138), X(142,146), X(150,154), X(158,162), X(166,170), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(4,68), X(68,132), X(4,68),
+ X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164), X(20,84),
+ X(84,148), X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116),
+ X(20,36), X(52,68), X(84,100), X(116,132), X(148,164), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108),
+ X(108,172), X(44,108), X(12,44), X(76,108), X(140,172), X(28,92), X(92,156),
+ X(28,92), X(60,124), X(60,92), X(124,156), X(28,60), X(92,124), X(28,44),
+ X(60,76), X(92,108), X(124,140), X(156,172), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104),
+ X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152),
+ X(24,56), X(88,120), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172)
+};
+M(174) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105), X(137,169),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153),
+ X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165), X(37,101),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101),
+ X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(13,77), X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45),
+ X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93),
+ X(125,157), X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141),
+ X(157,173), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(107,171), X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155),
+ X(27,91), X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(155,171), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39), X(71,103),
+ X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151),
+ X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(47,79), X(111,143), X(15,47), X(79,111), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63), X(95,127),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(135,137), X(139,141), X(143,145), X(147,149), X(151,153),
+ X(155,157), X(159,161), X(163,165), X(167,169), X(171,173), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(2,66), X(66,130), X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98),
+ X(130,162), X(18,82), X(82,146), X(18,82), X(50,114), X(50,82), X(114,146),
+ X(18,50), X(82,114), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(10,74), X(74,138),
+ X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58),
+ X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(6,70), X(70,134), X(6,70), X(38,102), X(102,166), X(38,102),
+ X(6,38), X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118),
+ X(54,86), X(118,150), X(22,54), X(86,118), X(22,38), X(54,70), X(86,102),
+ X(118,134), X(150,166), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(14,78), X(78,142), X(14,78), X(46,110), X(110,174), X(46,110), X(14,46),
+ X(78,110), X(142,174), X(30,94), X(94,158), X(30,94), X(62,126), X(62,94),
+ X(126,158), X(30,62), X(94,126), X(30,46), X(62,78), X(94,110), X(126,142),
+ X(158,174), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126),
+ X(134,142), X(150,158), X(166,174), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(4,68), X(68,132), X(4,68),
+ X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164), X(20,84),
+ X(84,148), X(20,84), X(52,116), X(52,84), X(116,148), X(20,52), X(84,116),
+ X(20,36), X(52,68), X(84,100), X(116,132), X(148,164), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(12,76), X(76,140), X(12,76), X(44,108),
+ X(108,172), X(44,108), X(12,44), X(76,108), X(140,172), X(28,92), X(92,156),
+ X(28,92), X(60,124), X(60,92), X(124,156), X(28,60), X(92,124), X(28,44),
+ X(60,76), X(92,108), X(124,140), X(156,172), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(8,72),
+ X(72,136), X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104),
+ X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152),
+ X(24,56), X(88,120), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(48,80), X(112,144), X(16,48), X(80,112), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78),
+ X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106),
+ X(108,110), X(112,114), X(116,118), X(120,122), X(124,126), X(128,130),
+ X(132,134), X(136,138), X(140,142), X(144,146), X(148,150), X(152,154),
+ X(156,158), X(160,162), X(164,166), X(168,170), X(172,174), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174)
+};
+M(175) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105), X(137,169),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153),
+ X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165), X(37,101),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101),
+ X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(13,77), X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45),
+ X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93),
+ X(125,157), X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141),
+ X(157,173), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(107,171), X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155),
+ X(27,91), X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(155,171), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39), X(71,103),
+ X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151),
+ X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63),
+ X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(167,175), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(18,34),
+ X(50,66), X(82,98), X(114,130), X(146,162), X(2,18), X(34,50), X(66,82),
+ X(98,114), X(130,146), X(10,74), X(74,138), X(10,74), X(42,106), X(106,170),
+ X(42,106), X(10,42), X(74,106), X(138,170), X(26,90), X(90,154), X(26,90),
+ X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(26,42), X(58,74),
+ X(90,106), X(122,138), X(154,170), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(6,70), X(70,134),
+ X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102), X(134,166),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150), X(22,54),
+ X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174), X(30,94),
+ X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62), X(94,126),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118),
+ X(122,126), X(130,134), X(138,142), X(146,150), X(154,158), X(162,166),
+ X(170,174), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100),
+ X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108), X(12,44),
+ X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124), X(60,92),
+ X(124,156), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108), X(124,140),
+ X(156,172), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(148,156), X(164,172), X(8,72), X(72,136), X(8,72), X(40,104),
+ X(104,168), X(40,104), X(8,40), X(72,104), X(136,168), X(24,88), X(88,152),
+ X(24,88), X(56,120), X(56,88), X(120,152), X(24,56), X(88,120), X(24,40),
+ X(56,72), X(88,104), X(120,136), X(152,168), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(16,80), X(80,144), X(16,80), X(48,112), X(48,80),
+ X(112,144), X(16,48), X(80,112), X(32,96), X(96,160), X(32,96), X(64,128),
+ X(64,96), X(128,160), X(32,64), X(96,128), X(16,32), X(48,64), X(80,96),
+ X(112,128), X(144,160), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88),
+ X(96,104), X(112,120), X(128,136), X(144,152), X(160,168), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(152,156),
+ X(160,164), X(168,172), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158),
+ X(160,162), X(164,166), X(168,170), X(172,174), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174)
+};
+M(176) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(49,81), X(113,145),
+ X(17,49), X(81,113), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(9,73), X(73,137),
+ X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105), X(137,169),
+ X(25,89), X(89,153), X(25,89), X(57,121), X(57,89), X(121,153), X(25,57),
+ X(89,121), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(1,9), X(17,25), X(33,41),
+ X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153),
+ X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165), X(37,101),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69), X(85,101),
+ X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(13,77), X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45),
+ X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93),
+ X(125,157), X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141),
+ X(157,173), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(1,5), X(9,13), X(17,21), X(25,29),
+ X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(51,83), X(115,147), X(19,51), X(83,115),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75), X(43,107),
+ X(107,171), X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155),
+ X(27,91), X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(155,171), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39), X(71,103),
+ X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87), X(119,151),
+ X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63),
+ X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(167,175), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(50,82), X(114,146), X(18,50), X(82,114), X(18,34),
+ X(50,66), X(82,98), X(114,130), X(146,162), X(2,18), X(34,50), X(66,82),
+ X(98,114), X(130,146), X(10,74), X(74,138), X(10,74), X(42,106), X(106,170),
+ X(42,106), X(10,42), X(74,106), X(138,170), X(26,90), X(90,154), X(26,90),
+ X(58,122), X(58,90), X(122,154), X(26,58), X(90,122), X(26,42), X(58,74),
+ X(90,106), X(122,138), X(154,170), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(6,70), X(70,134),
+ X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102), X(134,166),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150), X(22,54),
+ X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174), X(30,94),
+ X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62), X(94,126),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118),
+ X(122,126), X(130,134), X(138,142), X(146,150), X(154,158), X(162,166),
+ X(170,174), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100),
+ X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(52,84), X(116,148), X(20,52), X(84,116), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108), X(12,44),
+ X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124), X(60,92),
+ X(124,156), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108), X(124,140),
+ X(156,172), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(148,156), X(164,172), X(8,72), X(72,136), X(8,72), X(40,104),
+ X(104,168), X(40,104), X(8,40), X(72,104), X(136,168), X(24,88), X(88,152),
+ X(24,88), X(56,120), X(56,88), X(120,152), X(24,56), X(88,120), X(24,40),
+ X(56,72), X(88,104), X(120,136), X(152,168), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(16,80), X(80,144), X(16,80), X(48,112), X(112,176),
+ X(48,112), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96),
+ X(64,128), X(64,96), X(128,160), X(32,64), X(96,128), X(32,48), X(64,80),
+ X(96,112), X(128,144), X(160,176), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(144,160), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(168,176), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176)
+};
+M(177) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(57,89), X(121,153), X(25,57), X(89,121), X(25,41), X(57,73),
+ X(89,105), X(121,137), X(153,169), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165),
+ X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85),
+ X(53,117), X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(109,173), X(45,109),
+ X(13,45), X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125),
+ X(61,93), X(125,157), X(29,61), X(93,125), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(157,161), X(165,169), X(173,177), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(3,67), X(67,131),
+ X(3,67), X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163),
+ X(19,83), X(83,147), X(19,83), X(51,115), X(51,83), X(115,147), X(19,51),
+ X(83,115), X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(3,19),
+ X(35,51), X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75),
+ X(43,107), X(107,171), X(43,107), X(11,43), X(75,107), X(139,171), X(27,91),
+ X(91,155), X(27,91), X(59,123), X(59,91), X(123,155), X(27,59), X(91,123),
+ X(27,43), X(59,75), X(91,107), X(123,139), X(155,171), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39),
+ X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87),
+ X(119,151), X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135),
+ X(151,167), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79),
+ X(79,143), X(15,79), X(47,111), X(111,175), X(47,111), X(15,47), X(79,111),
+ X(143,175), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159),
+ X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(135,137), X(139,141), X(143,145), X(147,149), X(151,153),
+ X(155,157), X(159,161), X(163,165), X(167,169), X(171,173), X(175,177), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(2,66), X(66,130), X(2,66), X(34,98), X(98,162), X(34,98),
+ X(2,34), X(66,98), X(130,162), X(18,82), X(82,146), X(18,82), X(50,114),
+ X(50,82), X(114,146), X(18,50), X(82,114), X(18,34), X(50,66), X(82,98),
+ X(114,130), X(146,162), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(10,74), X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42),
+ X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(58,90),
+ X(122,154), X(26,58), X(90,122), X(26,42), X(58,74), X(90,106), X(122,138),
+ X(154,170), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122),
+ X(130,138), X(146,154), X(162,170), X(6,70), X(70,134), X(6,70), X(38,102),
+ X(102,166), X(38,102), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118), X(22,38),
+ X(54,70), X(86,102), X(118,134), X(150,166), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(14,78), X(78,142), X(14,78), X(46,110), X(110,174),
+ X(46,110), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(62,94), X(126,158), X(30,62), X(94,126), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(158,174), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(150,158), X(166,174), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(4,68), X(68,132),
+ X(4,68), X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164),
+ X(20,84), X(84,148), X(20,84), X(52,116), X(52,84), X(116,148), X(20,52),
+ X(84,116), X(20,36), X(52,68), X(84,100), X(116,132), X(148,164), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(12,76), X(76,140), X(12,76),
+ X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172), X(28,92),
+ X(92,156), X(28,92), X(60,124), X(60,92), X(124,156), X(28,60), X(92,124),
+ X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104), X(8,40),
+ X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(56,88),
+ X(120,152), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104), X(120,136),
+ X(152,168), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(16,80),
+ X(80,144), X(16,80), X(48,112), X(112,176), X(48,112), X(16,48), X(80,112),
+ X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(64,96), X(128,160),
+ X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176)
+};
+M(178) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(57,89), X(121,153), X(25,57), X(89,121), X(25,41), X(57,73),
+ X(89,105), X(121,137), X(153,169), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165),
+ X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85),
+ X(53,117), X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(109,173), X(45,109),
+ X(13,45), X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125),
+ X(61,93), X(125,157), X(29,61), X(93,125), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(157,161), X(165,169), X(173,177), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(3,67), X(67,131),
+ X(3,67), X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163),
+ X(19,83), X(83,147), X(19,83), X(51,115), X(51,83), X(115,147), X(19,51),
+ X(83,115), X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(3,19),
+ X(35,51), X(67,83), X(99,115), X(131,147), X(11,75), X(75,139), X(11,75),
+ X(43,107), X(107,171), X(43,107), X(11,43), X(75,107), X(139,171), X(27,91),
+ X(91,155), X(27,91), X(59,123), X(59,91), X(123,155), X(27,59), X(91,123),
+ X(27,43), X(59,75), X(91,107), X(123,139), X(155,171), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39),
+ X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(55,87),
+ X(119,151), X(23,55), X(87,119), X(23,39), X(55,71), X(87,103), X(119,135),
+ X(151,167), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(15,79),
+ X(79,143), X(15,79), X(47,111), X(111,175), X(47,111), X(15,47), X(79,111),
+ X(143,175), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159),
+ X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(135,137), X(139,141), X(143,145), X(147,149), X(151,153),
+ X(155,157), X(159,161), X(163,165), X(167,169), X(171,173), X(175,177), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(2,66), X(66,130), X(2,66), X(34,98), X(98,162), X(34,98),
+ X(2,34), X(66,98), X(130,162), X(18,82), X(82,146), X(18,82), X(50,114),
+ X(114,178), X(50,114), X(18,50), X(82,114), X(146,178), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(170,178),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(102,166), X(38,102), X(6,38), X(70,102), X(134,166), X(22,86),
+ X(86,150), X(22,86), X(54,118), X(54,86), X(118,150), X(22,54), X(86,118),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78), X(46,110),
+ X(110,174), X(46,110), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158),
+ X(30,94), X(62,126), X(62,94), X(126,158), X(30,62), X(94,126), X(30,46),
+ X(62,78), X(94,110), X(126,142), X(158,174), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(142,158), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174), X(6,10),
+ X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74),
+ X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130),
+ X(134,138), X(142,146), X(150,154), X(158,162), X(166,170), X(174,178), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100), X(4,36),
+ X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(52,84),
+ X(116,148), X(20,52), X(84,116), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(12,76),
+ X(76,140), X(12,76), X(44,108), X(108,172), X(44,108), X(12,44), X(76,108),
+ X(140,172), X(28,92), X(92,156), X(28,92), X(60,124), X(60,92), X(124,156),
+ X(28,60), X(92,124), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168),
+ X(40,104), X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88),
+ X(56,120), X(56,88), X(120,152), X(24,56), X(88,120), X(24,40), X(56,72),
+ X(88,104), X(120,136), X(152,168), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112),
+ X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128),
+ X(64,96), X(128,160), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112),
+ X(128,144), X(160,176), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(124,126),
+ X(128,130), X(132,134), X(136,138), X(140,142), X(144,146), X(148,150),
+ X(152,154), X(156,158), X(160,162), X(164,166), X(168,170), X(172,174),
+ X(176,178), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178)
+};
+M(179) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(57,89), X(121,153), X(25,57), X(89,121), X(25,41), X(57,73),
+ X(89,105), X(121,137), X(153,169), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165),
+ X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85),
+ X(53,117), X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(109,173), X(45,109),
+ X(13,45), X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125),
+ X(61,93), X(125,157), X(29,61), X(93,125), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(157,161), X(165,169), X(173,177), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(3,67), X(67,131),
+ X(3,67), X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163),
+ X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115), X(19,51),
+ X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171), X(43,107),
+ X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91), X(59,123),
+ X(59,91), X(123,155), X(27,59), X(91,123), X(27,43), X(59,75), X(91,107),
+ X(123,139), X(155,171), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(107,115),
+ X(123,131), X(139,147), X(155,163), X(171,179), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155),
+ X(163,171), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(55,87), X(119,151), X(23,55), X(87,119), X(23,39), X(55,71), X(87,103),
+ X(119,135), X(151,167), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151),
+ X(15,79), X(79,143), X(15,79), X(47,111), X(111,175), X(47,111), X(15,47),
+ X(79,111), X(143,175), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95),
+ X(127,159), X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143),
+ X(159,175), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(119,123), X(127,131), X(135,139), X(143,147),
+ X(151,155), X(159,163), X(167,171), X(175,179), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(2,66), X(66,130), X(2,66), X(34,98), X(98,162),
+ X(34,98), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146), X(18,82),
+ X(50,114), X(114,178), X(50,114), X(18,50), X(82,114), X(146,178), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,74), X(74,138),
+ X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58),
+ X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162),
+ X(170,178), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(6,70), X(70,134),
+ X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102), X(134,166),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150), X(22,54),
+ X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174), X(30,94),
+ X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62), X(94,126),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(170,174), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164),
+ X(36,100), X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84),
+ X(52,116), X(52,84), X(116,148), X(20,52), X(84,116), X(20,36), X(52,68),
+ X(84,100), X(116,132), X(148,164), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108),
+ X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(8,72), X(72,136), X(8,72),
+ X(40,104), X(104,168), X(40,104), X(8,40), X(72,104), X(136,168), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56), X(88,120),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(16,80), X(80,144), X(16,80), X(48,112),
+ X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160),
+ X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128), X(32,48),
+ X(64,80), X(96,112), X(128,144), X(160,176), X(16,32), X(48,64), X(80,96),
+ X(112,128), X(144,160), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170),
+ X(172,174), X(176,178), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178)
+};
+M(180) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(57,89), X(121,153), X(25,57), X(89,121), X(25,41), X(57,73),
+ X(89,105), X(121,137), X(153,169), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165),
+ X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85),
+ X(53,117), X(53,85), X(117,149), X(21,53), X(85,117), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(133,149), X(13,77), X(77,141), X(13,77), X(45,109), X(109,173), X(45,109),
+ X(13,45), X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125),
+ X(61,93), X(125,157), X(29,61), X(93,125), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(5,9), X(13,17), X(21,25),
+ X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89),
+ X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(157,161), X(165,169), X(173,177), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(3,67), X(67,131),
+ X(3,67), X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163),
+ X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115), X(19,51),
+ X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171), X(43,107),
+ X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91), X(59,123),
+ X(59,91), X(123,155), X(27,59), X(91,123), X(27,43), X(59,75), X(91,107),
+ X(123,139), X(155,171), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(107,115),
+ X(123,131), X(139,147), X(155,163), X(171,179), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155),
+ X(163,171), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(55,87), X(119,151), X(23,55), X(87,119), X(23,39), X(55,71), X(87,103),
+ X(119,135), X(151,167), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151),
+ X(15,79), X(79,143), X(15,79), X(47,111), X(111,175), X(47,111), X(15,47),
+ X(79,111), X(143,175), X(31,95), X(95,159), X(31,95), X(63,127), X(63,95),
+ X(127,159), X(31,63), X(95,127), X(31,47), X(63,79), X(95,111), X(127,143),
+ X(159,175), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(119,123), X(127,131), X(135,139), X(143,147),
+ X(151,155), X(159,163), X(167,171), X(175,179), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(2,66), X(66,130), X(2,66), X(34,98), X(98,162),
+ X(34,98), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146), X(18,82),
+ X(50,114), X(114,178), X(50,114), X(18,50), X(82,114), X(146,178), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,74), X(74,138),
+ X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58),
+ X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162),
+ X(170,178), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(6,70), X(70,134),
+ X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102), X(134,166),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(54,86), X(118,150), X(22,54),
+ X(86,118), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174), X(30,94),
+ X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62), X(94,126),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(170,174), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164),
+ X(36,100), X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84),
+ X(52,116), X(116,180), X(52,116), X(20,52), X(84,116), X(148,180), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(60,92), X(124,156), X(28,60),
+ X(92,124), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(12,28),
+ X(44,60), X(76,92), X(108,124), X(140,156), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104), X(136,168),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(56,88), X(120,152), X(24,56),
+ X(88,120), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(8,24),
+ X(40,56), X(72,88), X(104,120), X(136,152), X(16,80), X(80,144), X(16,80),
+ X(48,112), X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(144,148), X(152,156), X(160,164), X(168,172),
+ X(176,180), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180)
+};
+M(181) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(57,89), X(121,153), X(25,57), X(89,121), X(25,41), X(57,73),
+ X(89,105), X(121,137), X(153,169), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165),
+ X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85),
+ X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77), X(77,141),
+ X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157), X(29,61),
+ X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(13,21), X(29,37), X(45,53),
+ X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149), X(157,165),
+ X(173,181), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(3,67), X(67,131), X(3,67), X(35,99), X(99,163), X(35,99), X(3,35), X(67,99),
+ X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115),
+ X(19,51), X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171),
+ X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(27,43), X(59,75),
+ X(91,107), X(123,139), X(155,171), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139),
+ X(147,155), X(163,171), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167),
+ X(39,103), X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87),
+ X(55,119), X(55,87), X(119,151), X(23,55), X(87,119), X(23,39), X(55,71),
+ X(87,103), X(119,135), X(151,167), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(15,79), X(79,143), X(15,79), X(47,111), X(111,175), X(47,111),
+ X(15,47), X(79,111), X(143,175), X(31,95), X(95,159), X(31,95), X(63,127),
+ X(63,95), X(127,159), X(31,63), X(95,127), X(31,47), X(63,79), X(95,111),
+ X(127,143), X(159,175), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(147,149),
+ X(151,153), X(155,157), X(159,161), X(163,165), X(167,169), X(171,173),
+ X(175,177), X(179,181), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82),
+ X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114),
+ X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(10,74), X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42),
+ X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(58,90),
+ X(122,154), X(26,58), X(90,122), X(26,42), X(58,74), X(90,106), X(122,138),
+ X(154,170), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(10,18),
+ X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130),
+ X(138,146), X(154,162), X(170,178), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(102,166), X(38,102), X(6,38),
+ X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(54,86),
+ X(118,150), X(22,54), X(86,118), X(22,38), X(54,70), X(86,102), X(118,134),
+ X(150,166), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110),
+ X(142,174), X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158),
+ X(30,62), X(94,126), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174),
+ X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(4,68), X(68,132),
+ X(4,68), X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164),
+ X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116), X(20,52),
+ X(84,116), X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108),
+ X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156),
+ X(164,172), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(56,88), X(120,152), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(152,168), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112), X(16,48),
+ X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(64,96),
+ X(128,160), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144),
+ X(160,176), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180)
+};
+M(182) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(57,89), X(121,153), X(25,57), X(89,121), X(25,41), X(57,73),
+ X(89,105), X(121,137), X(153,169), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165),
+ X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85),
+ X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77), X(77,141),
+ X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157), X(29,61),
+ X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(13,21), X(29,37), X(45,53),
+ X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149), X(157,165),
+ X(173,181), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(3,67), X(67,131), X(3,67), X(35,99), X(99,163), X(35,99), X(3,35), X(67,99),
+ X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115),
+ X(19,51), X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171),
+ X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(27,43), X(59,75),
+ X(91,107), X(123,139), X(155,171), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139),
+ X(147,155), X(163,171), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167),
+ X(39,103), X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87),
+ X(55,119), X(55,87), X(119,151), X(23,55), X(87,119), X(23,39), X(55,71),
+ X(87,103), X(119,135), X(151,167), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(15,79), X(79,143), X(15,79), X(47,111), X(111,175), X(47,111),
+ X(15,47), X(79,111), X(143,175), X(31,95), X(95,159), X(31,95), X(63,127),
+ X(63,95), X(127,159), X(31,63), X(95,127), X(31,47), X(63,79), X(95,111),
+ X(127,143), X(159,175), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(147,149),
+ X(151,153), X(155,157), X(159,161), X(163,165), X(167,169), X(171,173),
+ X(175,177), X(179,181), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82),
+ X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114),
+ X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(10,74), X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42),
+ X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(58,90),
+ X(122,154), X(26,58), X(90,122), X(26,42), X(58,74), X(90,106), X(122,138),
+ X(154,170), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(10,18),
+ X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130),
+ X(138,146), X(154,162), X(170,178), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(6,70), X(70,134), X(6,70), X(38,102), X(102,166), X(38,102), X(6,38),
+ X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(118,182),
+ X(54,118), X(22,54), X(86,118), X(150,182), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(14,78), X(78,142), X(14,78), X(46,110),
+ X(110,174), X(46,110), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158),
+ X(30,94), X(62,126), X(62,94), X(126,158), X(30,62), X(94,126), X(30,46),
+ X(62,78), X(94,110), X(126,142), X(158,174), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(142,158), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(126,134), X(142,150), X(158,166), X(174,182), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126),
+ X(134,142), X(150,158), X(166,174), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(4,68), X(68,132),
+ X(4,68), X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164),
+ X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116), X(20,52),
+ X(84,116), X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108),
+ X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156),
+ X(164,172), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(56,88), X(120,152), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(152,168), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112), X(16,48),
+ X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(64,96),
+ X(128,160), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144),
+ X(160,176), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(124,126),
+ X(128,130), X(132,134), X(136,138), X(140,142), X(144,146), X(148,150),
+ X(152,154), X(156,158), X(160,162), X(164,166), X(168,170), X(172,174),
+ X(176,178), X(180,182), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182)
+};
+M(183) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(57,89), X(121,153), X(25,57), X(89,121), X(25,41), X(57,73),
+ X(89,105), X(121,137), X(153,169), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165),
+ X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85),
+ X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77), X(77,141),
+ X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157), X(29,61),
+ X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(13,21), X(29,37), X(45,53),
+ X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149), X(157,165),
+ X(173,181), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(3,67), X(67,131), X(3,67), X(35,99), X(99,163), X(35,99), X(3,35), X(67,99),
+ X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115),
+ X(19,51), X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171),
+ X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(27,43), X(59,75),
+ X(91,107), X(123,139), X(155,171), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139),
+ X(147,155), X(163,171), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167),
+ X(39,103), X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87),
+ X(55,119), X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63),
+ X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(159,167),
+ X(175,183), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(167,175), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114), X(146,178),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,74),
+ X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106),
+ X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(58,90), X(122,154),
+ X(26,58), X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146),
+ X(154,162), X(170,178), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(6,70),
+ X(70,134), X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102),
+ X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118),
+ X(22,54), X(86,118), X(150,182), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(166,182), X(14,78), X(78,142), X(14,78), X(46,110), X(110,174),
+ X(46,110), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(62,94), X(126,158), X(30,62), X(94,126), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(158,174), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(142,150), X(158,166), X(174,182), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(4,68), X(68,132),
+ X(4,68), X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164),
+ X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116), X(20,52),
+ X(84,116), X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108),
+ X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156),
+ X(164,172), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(56,88), X(120,152), X(24,56), X(88,120), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(152,168), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112), X(16,48),
+ X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(64,96),
+ X(128,160), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144),
+ X(160,176), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(124,126),
+ X(128,130), X(132,134), X(136,138), X(140,142), X(144,146), X(148,150),
+ X(152,154), X(156,158), X(160,162), X(164,166), X(168,170), X(172,174),
+ X(176,178), X(180,182), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(158,159), X(160,161), X(162,163),
+ X(164,165), X(166,167), X(168,169), X(170,171), X(172,173), X(174,175),
+ X(176,177), X(178,179), X(180,181), X(182,183), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182)
+};
+M(184) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(57,89), X(121,153), X(25,57), X(89,121), X(25,41), X(57,73),
+ X(89,105), X(121,137), X(153,169), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(5,69), X(69,133), X(5,69), X(37,101), X(101,165),
+ X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85),
+ X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(5,21),
+ X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77), X(77,141),
+ X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157), X(29,61),
+ X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(13,21), X(29,37), X(45,53),
+ X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149), X(157,165),
+ X(173,181), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(3,67), X(67,131), X(3,67), X(35,99), X(99,163), X(35,99), X(3,35), X(67,99),
+ X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115),
+ X(19,51), X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171),
+ X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(59,91), X(123,155), X(27,59), X(91,123), X(27,43), X(59,75),
+ X(91,107), X(123,139), X(155,171), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(3,11), X(19,27),
+ X(35,43), X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139),
+ X(147,155), X(163,171), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167),
+ X(39,103), X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87),
+ X(55,119), X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63),
+ X(95,127), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(159,167),
+ X(175,183), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(167,175), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(2,66), X(66,130), X(2,66), X(34,98),
+ X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114), X(146,178),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,74),
+ X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106),
+ X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(58,90), X(122,154),
+ X(26,58), X(90,122), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146),
+ X(154,162), X(170,178), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(6,70),
+ X(70,134), X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102),
+ X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118),
+ X(22,54), X(86,118), X(150,182), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(166,182), X(14,78), X(78,142), X(14,78), X(46,110), X(110,174),
+ X(46,110), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(62,94), X(126,158), X(30,62), X(94,126), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(158,174), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(142,150), X(158,166), X(174,182), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(4,68), X(68,132),
+ X(4,68), X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164),
+ X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116), X(20,52),
+ X(84,116), X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108),
+ X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(60,92), X(124,156), X(28,60), X(92,124), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156),
+ X(164,172), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(120,184), X(56,120), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(16,80), X(80,144), X(16,80),
+ X(48,112), X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(168,176), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(166,168),
+ X(170,172), X(174,176), X(178,180), X(182,184), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184)
+};
+M(185) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(5,69), X(69,133), X(5,69), X(37,101),
+ X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157),
+ X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115), X(147,179),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(131,147), X(163,179), X(11,75),
+ X(75,139), X(11,75), X(43,107), X(107,171), X(43,107), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(59,91), X(123,155),
+ X(27,59), X(91,123), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(11,19), X(27,35),
+ X(43,51), X(59,67), X(75,83), X(91,99), X(107,115), X(123,131), X(139,147),
+ X(155,163), X(171,179), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39), X(71,103),
+ X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(119,183), X(55,119),
+ X(23,55), X(87,119), X(151,183), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(167,183), X(15,79), X(79,143), X(15,79), X(47,111), X(111,175),
+ X(47,111), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159), X(31,95),
+ X(63,127), X(63,95), X(127,159), X(31,63), X(95,127), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(159,175), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(143,159), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103),
+ X(111,119), X(127,135), X(143,151), X(159,167), X(175,183), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(147,149),
+ X(151,153), X(155,157), X(159,161), X(163,165), X(167,169), X(171,173),
+ X(175,177), X(179,181), X(183,185), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(2,66), X(66,130), X(2,66), X(34,98), X(98,162), X(34,98),
+ X(2,34), X(66,98), X(130,162), X(18,82), X(82,146), X(18,82), X(50,114),
+ X(114,178), X(50,114), X(18,50), X(82,114), X(146,178), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(58,90), X(122,154), X(26,58), X(90,122),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(170,178),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(6,70), X(70,134), X(6,70),
+ X(38,102), X(102,166), X(38,102), X(6,38), X(70,102), X(134,166), X(22,86),
+ X(86,150), X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118),
+ X(150,182), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(14,78), X(78,142), X(14,78), X(46,110), X(110,174), X(46,110), X(14,46),
+ X(78,110), X(142,174), X(30,94), X(94,158), X(30,94), X(62,126), X(62,94),
+ X(126,158), X(30,62), X(94,126), X(30,46), X(62,78), X(94,110), X(126,142),
+ X(158,174), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(158,166), X(174,182), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62),
+ X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118),
+ X(122,126), X(130,134), X(138,142), X(146,150), X(154,158), X(162,166),
+ X(170,174), X(178,182), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164),
+ X(36,100), X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84),
+ X(52,116), X(116,180), X(52,116), X(20,52), X(84,116), X(148,180), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(60,92), X(124,156), X(28,60),
+ X(92,124), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(12,28),
+ X(44,60), X(76,92), X(108,124), X(140,156), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104), X(136,168),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56),
+ X(88,120), X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(168,184), X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112),
+ X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128),
+ X(64,96), X(128,160), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112),
+ X(128,144), X(160,176), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120),
+ X(128,136), X(144,152), X(160,168), X(176,184), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160),
+ X(168,176), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(154,156),
+ X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(178,180),
+ X(182,184), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(150,151), X(152,153), X(154,155), X(156,157),
+ X(158,159), X(160,161), X(162,163), X(164,165), X(166,167), X(168,169),
+ X(170,171), X(172,173), X(174,175), X(176,177), X(178,179), X(180,181),
+ X(182,183), X(184,185), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184)
+};
+M(186) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(5,69), X(69,133), X(5,69), X(37,101),
+ X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157),
+ X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115), X(147,179),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(131,147), X(163,179), X(11,75),
+ X(75,139), X(11,75), X(43,107), X(107,171), X(43,107), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(59,91), X(123,155),
+ X(27,59), X(91,123), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(11,19), X(27,35),
+ X(43,51), X(59,67), X(75,83), X(91,99), X(107,115), X(123,131), X(139,147),
+ X(155,163), X(171,179), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39), X(71,103),
+ X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(119,183), X(55,119),
+ X(23,55), X(87,119), X(151,183), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(167,183), X(15,79), X(79,143), X(15,79), X(47,111), X(111,175),
+ X(47,111), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159), X(31,95),
+ X(63,127), X(63,95), X(127,159), X(31,63), X(95,127), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(159,175), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(143,159), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103),
+ X(111,119), X(127,135), X(143,151), X(159,167), X(175,183), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(147,149),
+ X(151,153), X(155,157), X(159,161), X(163,165), X(167,169), X(171,173),
+ X(175,177), X(179,181), X(183,185), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(2,66), X(66,130), X(2,66), X(34,98), X(98,162), X(34,98),
+ X(2,34), X(66,98), X(130,162), X(18,82), X(82,146), X(18,82), X(50,114),
+ X(114,178), X(50,114), X(18,50), X(82,114), X(146,178), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(10,74), X(74,138), X(10,74),
+ X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58), X(90,122),
+ X(154,186), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(6,70), X(70,134),
+ X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102), X(134,166),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118), X(22,54),
+ X(86,118), X(150,182), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(166,182), X(14,78), X(78,142), X(14,78), X(46,110), X(110,174), X(46,110),
+ X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94), X(62,126),
+ X(62,94), X(126,158), X(30,62), X(94,126), X(30,46), X(62,78), X(94,110),
+ X(126,142), X(158,174), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118),
+ X(126,134), X(142,150), X(158,166), X(174,182), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50),
+ X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98), X(102,106),
+ X(110,114), X(118,122), X(126,130), X(134,138), X(142,146), X(150,154),
+ X(158,162), X(166,170), X(174,178), X(182,186), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100), X(4,36),
+ X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180),
+ X(52,116), X(20,52), X(84,116), X(148,180), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(12,76), X(76,140), X(12,76), X(44,108),
+ X(108,172), X(44,108), X(12,44), X(76,108), X(140,172), X(28,92), X(92,156),
+ X(28,92), X(60,124), X(60,92), X(124,156), X(28,60), X(92,124), X(28,44),
+ X(60,76), X(92,108), X(124,140), X(156,172), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84),
+ X(92,100), X(108,116), X(124,132), X(140,148), X(156,164), X(172,180), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(148,156), X(164,172), X(8,72), X(72,136), X(8,72), X(40,104),
+ X(104,168), X(40,104), X(8,40), X(72,104), X(136,168), X(24,88), X(88,152),
+ X(24,88), X(56,120), X(120,184), X(56,120), X(24,56), X(88,120), X(152,184),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(16,80),
+ X(80,144), X(16,80), X(48,112), X(112,176), X(48,112), X(16,48), X(80,112),
+ X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(64,96), X(128,160),
+ X(32,64), X(96,128), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(176,184), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(172,176),
+ X(180,184), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62),
+ X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94),
+ X(96,98), X(100,102), X(104,106), X(108,110), X(112,114), X(116,118),
+ X(120,122), X(124,126), X(128,130), X(132,134), X(136,138), X(140,142),
+ X(144,146), X(148,150), X(152,154), X(156,158), X(160,162), X(164,166),
+ X(168,170), X(172,174), X(176,178), X(180,182), X(184,186), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186)
+};
+M(187) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(5,69), X(69,133), X(5,69), X(37,101),
+ X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157),
+ X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115), X(147,179),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(131,147), X(163,179), X(11,75),
+ X(75,139), X(11,75), X(43,107), X(107,171), X(43,107), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123),
+ X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63), X(95,127),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(159,167),
+ X(175,183), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(167,175), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(129,131), X(133,135), X(137,139), X(141,143),
+ X(145,147), X(149,151), X(153,155), X(157,159), X(161,163), X(165,167),
+ X(169,171), X(173,175), X(177,179), X(181,183), X(185,187), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50),
+ X(82,114), X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(162,178), X(10,74), X(74,138), X(10,74), X(42,106), X(106,170), X(42,106),
+ X(10,42), X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122),
+ X(122,186), X(58,122), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(178,186), X(6,70), X(70,134), X(6,70), X(38,102), X(102,166),
+ X(38,102), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150), X(22,86),
+ X(54,118), X(118,182), X(54,118), X(22,54), X(86,118), X(150,182), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,78), X(78,142),
+ X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62),
+ X(94,126), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(14,22), X(30,38), X(46,54),
+ X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(158,166),
+ X(174,182), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(150,158), X(166,174), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100),
+ X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(116,180), X(52,116), X(20,52), X(84,116), X(148,180), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(12,76), X(76,140), X(12,76),
+ X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172), X(28,92),
+ X(92,156), X(28,92), X(60,124), X(60,92), X(124,156), X(28,60), X(92,124),
+ X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(12,20), X(28,36), X(44,52), X(60,68),
+ X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104), X(136,168),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56),
+ X(88,120), X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(168,184), X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112),
+ X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128),
+ X(64,96), X(128,160), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112),
+ X(128,144), X(160,176), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120),
+ X(128,136), X(144,152), X(160,168), X(176,184), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160),
+ X(168,176), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158),
+ X(160,162), X(164,166), X(168,170), X(172,174), X(176,178), X(180,182),
+ X(184,186), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186)
+};
+M(188) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(5,69), X(69,133), X(5,69), X(37,101),
+ X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(61,93), X(125,157),
+ X(29,61), X(93,125), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(3,67), X(67,131), X(3,67), X(35,99),
+ X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115), X(147,179),
+ X(3,19), X(35,51), X(67,83), X(99,115), X(131,147), X(163,179), X(11,75),
+ X(75,139), X(11,75), X(43,107), X(107,171), X(43,107), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123),
+ X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63), X(95,127),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(159,167),
+ X(175,183), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(167,175), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(129,131), X(133,135), X(137,139), X(141,143),
+ X(145,147), X(149,151), X(153,155), X(157,159), X(161,163), X(165,167),
+ X(169,171), X(173,175), X(177,179), X(181,183), X(185,187), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50),
+ X(82,114), X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(162,178), X(10,74), X(74,138), X(10,74), X(42,106), X(106,170), X(42,106),
+ X(10,42), X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122),
+ X(122,186), X(58,122), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(178,186), X(6,70), X(70,134), X(6,70), X(38,102), X(102,166),
+ X(38,102), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150), X(22,86),
+ X(54,118), X(118,182), X(54,118), X(22,54), X(86,118), X(150,182), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,78), X(78,142),
+ X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62),
+ X(94,126), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(14,22), X(30,38), X(46,54),
+ X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(158,166),
+ X(174,182), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(150,158), X(166,174), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100),
+ X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(116,180), X(52,116), X(20,52), X(84,116), X(148,180), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(12,76), X(76,140), X(12,76),
+ X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172), X(28,92),
+ X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60), X(92,124),
+ X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104), X(136,168),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56),
+ X(88,120), X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(168,184), X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112),
+ X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128),
+ X(64,96), X(128,160), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112),
+ X(128,144), X(160,176), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120),
+ X(128,136), X(144,152), X(160,168), X(176,184), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160),
+ X(168,176), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(152,156),
+ X(160,164), X(168,172), X(176,180), X(184,188), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(166,168),
+ X(170,172), X(174,176), X(178,180), X(182,184), X(186,188), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188)
+};
+M(189) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(5,69), X(69,133), X(5,69), X(37,101),
+ X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125),
+ X(29,61), X(93,125), X(157,189), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173),
+ X(181,189), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115),
+ X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147), X(163,179),
+ X(11,75), X(75,139), X(11,75), X(43,107), X(107,171), X(43,107), X(11,43),
+ X(75,107), X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187),
+ X(59,123), X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(171,187), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63), X(95,127),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(159,167),
+ X(175,183), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(167,175), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93),
+ X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82),
+ X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114),
+ X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(10,74), X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42),
+ X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(122,186),
+ X(58,122), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(6,70), X(70,134), X(6,70), X(38,102), X(102,166), X(38,102),
+ X(6,38), X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118),
+ X(118,182), X(54,118), X(22,54), X(86,118), X(150,182), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(134,150), X(166,182), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174), X(30,94),
+ X(94,158), X(30,94), X(62,126), X(62,94), X(126,158), X(30,62), X(94,126),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(158,166),
+ X(174,182), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(150,158), X(166,174), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100),
+ X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(116,180), X(52,116), X(20,52), X(84,116), X(148,180), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(12,76), X(76,140), X(12,76),
+ X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172), X(28,92),
+ X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60), X(92,124),
+ X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104), X(136,168),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56),
+ X(88,120), X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(168,184), X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112),
+ X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128),
+ X(64,96), X(128,160), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112),
+ X(128,144), X(160,176), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120),
+ X(128,136), X(144,152), X(160,168), X(176,184), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160),
+ X(168,176), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(152,156),
+ X(160,164), X(168,172), X(176,180), X(184,188), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(166,168),
+ X(170,172), X(174,176), X(178,180), X(182,184), X(186,188), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188)
+};
+M(190) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(5,69), X(69,133), X(5,69), X(37,101),
+ X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125),
+ X(29,61), X(93,125), X(157,189), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173),
+ X(181,189), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115),
+ X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147), X(163,179),
+ X(11,75), X(75,139), X(11,75), X(43,107), X(107,171), X(43,107), X(11,43),
+ X(75,107), X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187),
+ X(59,123), X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(171,187), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(63,95), X(127,159), X(31,63), X(95,127),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(159,167),
+ X(175,183), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(167,175), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93),
+ X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(2,66), X(66,130), X(2,66),
+ X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162), X(18,82),
+ X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114),
+ X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(10,74), X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42),
+ X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(122,186),
+ X(58,122), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(6,70), X(70,134), X(6,70), X(38,102), X(102,166), X(38,102),
+ X(6,38), X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118),
+ X(118,182), X(54,118), X(22,54), X(86,118), X(150,182), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(134,150), X(166,182), X(14,78), X(78,142), X(14,78),
+ X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174), X(30,94),
+ X(94,158), X(30,94), X(62,126), X(126,190), X(62,126), X(30,62), X(94,126),
+ X(158,190), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164), X(36,100),
+ X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(116,180), X(52,116), X(20,52), X(84,116), X(148,180), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(12,76), X(76,140), X(12,76),
+ X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172), X(28,92),
+ X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60), X(92,124),
+ X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(8,72), X(72,136),
+ X(8,72), X(40,104), X(104,168), X(40,104), X(8,40), X(72,104), X(136,168),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56),
+ X(88,120), X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(168,184), X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112),
+ X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128),
+ X(64,96), X(128,160), X(32,64), X(96,128), X(32,48), X(64,80), X(96,112),
+ X(128,144), X(160,176), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120),
+ X(128,136), X(144,152), X(160,168), X(176,184), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160),
+ X(168,176), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(152,156),
+ X(160,164), X(168,172), X(176,180), X(184,188), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170),
+ X(172,174), X(176,178), X(180,182), X(184,186), X(188,190), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190)
+};
+M(191) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(5,69), X(69,133), X(5,69), X(37,101),
+ X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125),
+ X(29,61), X(93,125), X(157,189), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173),
+ X(181,189), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115),
+ X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147), X(163,179),
+ X(11,75), X(75,139), X(11,75), X(43,107), X(107,171), X(43,107), X(11,43),
+ X(75,107), X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187),
+ X(59,123), X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(171,187), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127),
+ X(159,191), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(129,131), X(133,135), X(137,139), X(141,143),
+ X(145,147), X(149,151), X(153,155), X(157,159), X(161,163), X(165,167),
+ X(169,171), X(173,175), X(177,179), X(181,183), X(185,187), X(189,191),
+ X(2,66), X(66,130), X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98),
+ X(130,162), X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114),
+ X(18,50), X(82,114), X(146,178), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(130,146), X(162,178), X(10,74), X(74,138), X(10,74), X(42,106), X(106,170),
+ X(42,106), X(10,42), X(74,106), X(138,170), X(26,90), X(90,154), X(26,90),
+ X(58,122), X(122,186), X(58,122), X(26,58), X(90,122), X(154,186), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(6,70), X(70,134), X(6,70), X(38,102),
+ X(102,166), X(38,102), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118), X(150,182),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110),
+ X(142,174), X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126),
+ X(30,62), X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(174,190), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(170,174), X(178,182), X(186,190), X(4,68), X(68,132), X(4,68),
+ X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164), X(20,84),
+ X(84,148), X(20,84), X(52,116), X(116,180), X(52,116), X(20,52), X(84,116),
+ X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108), X(12,44),
+ X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124), X(124,188),
+ X(60,124), X(28,60), X(92,124), X(156,188), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(172,188), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(120,184), X(56,120), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(16,80), X(80,144), X(16,80),
+ X(48,112), X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(64,96), X(128,160), X(32,64), X(96,128),
+ X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(168,176), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(152,156), X(160,164), X(168,172), X(176,180),
+ X(184,188), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158),
+ X(160,162), X(164,166), X(168,170), X(172,174), X(176,178), X(180,182),
+ X(184,186), X(188,190), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190)
+};
+M(192) = {
+ X(1,65), X(65,129), X(1,65), X(33,97), X(97,161), X(33,97), X(1,33), X(65,97),
+ X(129,161), X(17,81), X(81,145), X(17,81), X(49,113), X(113,177), X(49,113),
+ X(17,49), X(81,113), X(145,177), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(9,73), X(73,137), X(9,73), X(41,105), X(105,169),
+ X(41,105), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(5,69), X(69,133), X(5,69), X(37,101),
+ X(101,165), X(37,101), X(5,37), X(69,101), X(133,165), X(21,85), X(85,149),
+ X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125),
+ X(29,61), X(93,125), X(157,189), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173),
+ X(181,189), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(3,67), X(67,131), X(3,67),
+ X(35,99), X(99,163), X(35,99), X(3,35), X(67,99), X(131,163), X(19,83),
+ X(83,147), X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115),
+ X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147), X(163,179),
+ X(11,75), X(75,139), X(11,75), X(43,107), X(107,171), X(43,107), X(11,43),
+ X(75,107), X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187),
+ X(59,123), X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91),
+ X(107,123), X(139,155), X(171,187), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127),
+ X(159,191), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(129,131), X(133,135), X(137,139), X(141,143),
+ X(145,147), X(149,151), X(153,155), X(157,159), X(161,163), X(165,167),
+ X(169,171), X(173,175), X(177,179), X(181,183), X(185,187), X(189,191),
+ X(2,66), X(66,130), X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98),
+ X(130,162), X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114),
+ X(18,50), X(82,114), X(146,178), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(130,146), X(162,178), X(10,74), X(74,138), X(10,74), X(42,106), X(106,170),
+ X(42,106), X(10,42), X(74,106), X(138,170), X(26,90), X(90,154), X(26,90),
+ X(58,122), X(122,186), X(58,122), X(26,58), X(90,122), X(154,186), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(6,70), X(70,134), X(6,70), X(38,102),
+ X(102,166), X(38,102), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118), X(150,182),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110),
+ X(142,174), X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126),
+ X(30,62), X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(174,190), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(170,174), X(178,182), X(186,190), X(4,68), X(68,132), X(4,68),
+ X(36,100), X(100,164), X(36,100), X(4,36), X(68,100), X(132,164), X(20,84),
+ X(84,148), X(20,84), X(52,116), X(116,180), X(52,116), X(20,52), X(84,116),
+ X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108), X(12,44),
+ X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124), X(124,188),
+ X(60,124), X(28,60), X(92,124), X(156,188), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(172,188), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(120,184), X(56,120), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(16,80), X(80,144), X(16,80),
+ X(48,112), X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128),
+ X(160,192), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192)
+};
+M(193) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105),
+ X(137,169), X(25,89), X(89,153), X(25,89), X(57,121), X(121,185), X(57,121),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185), X(5,69),
+ X(69,133), X(5,69), X(37,101), X(101,165), X(37,101), X(5,37), X(69,101),
+ X(133,165), X(21,85), X(85,149), X(21,85), X(53,117), X(117,181), X(53,117),
+ X(21,53), X(85,117), X(149,181), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(133,149), X(165,181), X(13,77), X(77,141), X(13,77), X(45,109), X(109,173),
+ X(45,109), X(13,45), X(77,109), X(141,173), X(29,93), X(93,157), X(29,93),
+ X(61,125), X(125,189), X(61,125), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(3,67), X(67,131), X(3,67), X(35,99), X(99,163),
+ X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147), X(19,83),
+ X(51,115), X(115,179), X(51,115), X(19,51), X(83,115), X(147,179), X(3,19),
+ X(35,51), X(67,83), X(99,115), X(131,147), X(163,179), X(11,75), X(75,139),
+ X(11,75), X(43,107), X(107,171), X(43,107), X(11,43), X(75,107), X(139,171),
+ X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123), X(27,59),
+ X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39), X(71,103),
+ X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(119,183), X(55,119),
+ X(23,55), X(87,119), X(151,183), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(167,183), X(15,79), X(79,143), X(15,79), X(47,111), X(111,175),
+ X(47,111), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159), X(31,95),
+ X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145),
+ X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(167,169),
+ X(171,173), X(175,177), X(179,181), X(183,185), X(187,189), X(191,193), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(2,66), X(66,130),
+ X(2,66), X(34,98), X(98,162), X(34,98), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50),
+ X(82,114), X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(162,178), X(10,74), X(74,138), X(10,74), X(42,106), X(106,170), X(42,106),
+ X(10,42), X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122),
+ X(122,186), X(58,122), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(178,186), X(6,70), X(70,134), X(6,70), X(38,102), X(102,166),
+ X(38,102), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150), X(22,86),
+ X(54,118), X(118,182), X(54,118), X(22,54), X(86,118), X(150,182), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,78), X(78,142),
+ X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126), X(30,62),
+ X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(174,190), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164),
+ X(36,100), X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84),
+ X(52,116), X(116,180), X(52,116), X(20,52), X(84,116), X(148,180), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(180,188),
+ X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104), X(8,40),
+ X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(120,184),
+ X(56,120), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(168,184), X(16,80), X(80,144), X(16,80), X(48,112),
+ X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160),
+ X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(184,192), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(150,151), X(152,153), X(154,155), X(156,157),
+ X(158,159), X(160,161), X(162,163), X(164,165), X(166,167), X(168,169),
+ X(170,171), X(172,173), X(174,175), X(176,177), X(178,179), X(180,181),
+ X(182,183), X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192)
+};
+M(194) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105),
+ X(137,169), X(25,89), X(89,153), X(25,89), X(57,121), X(121,185), X(57,121),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185), X(5,69),
+ X(69,133), X(5,69), X(37,101), X(101,165), X(37,101), X(5,37), X(69,101),
+ X(133,165), X(21,85), X(85,149), X(21,85), X(53,117), X(117,181), X(53,117),
+ X(21,53), X(85,117), X(149,181), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(133,149), X(165,181), X(13,77), X(77,141), X(13,77), X(45,109), X(109,173),
+ X(45,109), X(13,45), X(77,109), X(141,173), X(29,93), X(93,157), X(29,93),
+ X(61,125), X(125,189), X(61,125), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(3,67), X(67,131), X(3,67), X(35,99), X(99,163),
+ X(35,99), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147), X(19,83),
+ X(51,115), X(115,179), X(51,115), X(19,51), X(83,115), X(147,179), X(3,19),
+ X(35,51), X(67,83), X(99,115), X(131,147), X(163,179), X(11,75), X(75,139),
+ X(11,75), X(43,107), X(107,171), X(43,107), X(11,43), X(75,107), X(139,171),
+ X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123), X(27,59),
+ X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(7,71),
+ X(71,135), X(7,71), X(39,103), X(103,167), X(39,103), X(7,39), X(71,103),
+ X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(119,183), X(55,119),
+ X(23,55), X(87,119), X(151,183), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(167,183), X(15,79), X(79,143), X(15,79), X(47,111), X(111,175),
+ X(47,111), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159), X(31,95),
+ X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145),
+ X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(167,169),
+ X(171,173), X(175,177), X(179,181), X(183,185), X(187,189), X(191,193), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(2,130),
+ X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98), X(34,66),
+ X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114), X(146,178),
+ X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,74), X(74,138),
+ X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58),
+ X(90,122), X(154,186), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154),
+ X(170,186), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(138,146), X(154,162), X(170,178), X(186,194),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(6,70), X(70,134),
+ X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102), X(134,166),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118), X(22,54),
+ X(86,118), X(150,182), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(166,182), X(14,78), X(78,142), X(14,78), X(46,110), X(110,174), X(46,110),
+ X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94), X(62,126),
+ X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164),
+ X(36,100), X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84),
+ X(52,116), X(116,180), X(52,116), X(20,52), X(84,116), X(148,180), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(180,188),
+ X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104), X(8,40),
+ X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(120,184),
+ X(56,120), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(168,184), X(16,80), X(80,144), X(16,80), X(48,112),
+ X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160),
+ X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(184,192), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62),
+ X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94),
+ X(96,98), X(100,102), X(104,106), X(108,110), X(112,114), X(116,118),
+ X(120,122), X(124,126), X(128,130), X(132,134), X(136,138), X(140,142),
+ X(144,146), X(148,150), X(152,154), X(156,158), X(160,162), X(164,166),
+ X(168,170), X(172,174), X(176,178), X(180,182), X(184,186), X(188,190),
+ X(192,194), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194)
+};
+M(195) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105),
+ X(137,169), X(25,89), X(89,153), X(25,89), X(57,121), X(121,185), X(57,121),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185), X(5,69),
+ X(69,133), X(5,69), X(37,101), X(101,165), X(37,101), X(5,37), X(69,101),
+ X(133,165), X(21,85), X(85,149), X(21,85), X(53,117), X(117,181), X(53,117),
+ X(21,53), X(85,117), X(149,181), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(133,149), X(165,181), X(13,77), X(77,141), X(13,77), X(45,109), X(109,173),
+ X(45,109), X(13,45), X(77,109), X(141,173), X(29,93), X(93,157), X(29,93),
+ X(61,125), X(125,189), X(61,125), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(3,131), X(67,195), X(3,67), X(131,195), X(35,99),
+ X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35), X(67,99),
+ X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115),
+ X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99), X(115,131),
+ X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171), X(43,107),
+ X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91), X(59,123),
+ X(123,187), X(59,123), X(27,59), X(91,123), X(155,187), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(171,187), X(11,19), X(27,35), X(43,51),
+ X(59,67), X(75,83), X(91,99), X(107,115), X(123,131), X(139,147), X(155,163),
+ X(171,179), X(187,195), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127),
+ X(159,191), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187),
+ X(191,195), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(149,151),
+ X(153,155), X(157,159), X(161,163), X(165,167), X(169,171), X(173,175),
+ X(177,179), X(181,183), X(185,187), X(189,191), X(193,195), X(2,130),
+ X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98), X(34,66),
+ X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114), X(146,178),
+ X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,74), X(74,138),
+ X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58),
+ X(90,122), X(154,186), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154),
+ X(170,186), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(138,146), X(154,162), X(170,178), X(186,194),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(6,70), X(70,134),
+ X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102), X(134,166),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118), X(22,54),
+ X(86,118), X(150,182), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(166,182), X(14,78), X(78,142), X(14,78), X(46,110), X(110,174), X(46,110),
+ X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94), X(62,126),
+ X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(4,68), X(68,132), X(4,68), X(36,100), X(100,164),
+ X(36,100), X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84),
+ X(52,116), X(116,180), X(52,116), X(20,52), X(84,116), X(148,180), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(180,188),
+ X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104), X(8,40),
+ X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(120,184),
+ X(56,120), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(168,184), X(16,80), X(80,144), X(16,80), X(48,112),
+ X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160),
+ X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(184,192), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62),
+ X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94),
+ X(96,98), X(100,102), X(104,106), X(108,110), X(112,114), X(116,118),
+ X(120,122), X(124,126), X(128,130), X(132,134), X(136,138), X(140,142),
+ X(144,146), X(148,150), X(152,154), X(156,158), X(160,162), X(164,166),
+ X(168,170), X(172,174), X(176,178), X(180,182), X(184,186), X(188,190),
+ X(192,194), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(150,151), X(152,153), X(154,155), X(156,157),
+ X(158,159), X(160,161), X(162,163), X(164,165), X(166,167), X(168,169),
+ X(170,171), X(172,173), X(174,175), X(176,177), X(178,179), X(180,181),
+ X(182,183), X(184,185), X(186,187), X(188,189), X(190,191), X(192,193),
+ X(194,195), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194)
+};
+M(196) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105),
+ X(137,169), X(25,89), X(89,153), X(25,89), X(57,121), X(121,185), X(57,121),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185), X(5,69),
+ X(69,133), X(5,69), X(37,101), X(101,165), X(37,101), X(5,37), X(69,101),
+ X(133,165), X(21,85), X(85,149), X(21,85), X(53,117), X(117,181), X(53,117),
+ X(21,53), X(85,117), X(149,181), X(5,21), X(37,53), X(69,85), X(101,117),
+ X(133,149), X(165,181), X(13,77), X(77,141), X(13,77), X(45,109), X(109,173),
+ X(45,109), X(13,45), X(77,109), X(141,173), X(29,93), X(93,157), X(29,93),
+ X(61,125), X(125,189), X(61,125), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(5,9), X(13,17), X(21,25), X(29,33),
+ X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(3,131), X(67,195), X(3,67), X(131,195), X(35,99),
+ X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35), X(67,99),
+ X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115),
+ X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99), X(115,131),
+ X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171), X(43,107),
+ X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91), X(59,123),
+ X(123,187), X(59,123), X(27,59), X(91,123), X(155,187), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(171,187), X(11,19), X(27,35), X(43,51),
+ X(59,67), X(75,83), X(91,99), X(107,115), X(123,131), X(139,147), X(155,163),
+ X(171,179), X(187,195), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127),
+ X(159,191), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187),
+ X(191,195), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(149,151),
+ X(153,155), X(157,159), X(161,163), X(165,167), X(169,171), X(173,175),
+ X(177,179), X(181,183), X(185,187), X(189,191), X(193,195), X(2,130),
+ X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98), X(34,66),
+ X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114), X(146,178),
+ X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,74), X(74,138),
+ X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58),
+ X(90,122), X(154,186), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154),
+ X(170,186), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(138,146), X(154,162), X(170,178), X(186,194),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(6,70), X(70,134),
+ X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102), X(134,166),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118), X(22,54),
+ X(86,118), X(150,182), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(166,182), X(14,78), X(78,142), X(14,78), X(46,110), X(110,174), X(46,110),
+ X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94), X(62,126),
+ X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100),
+ X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100),
+ X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116),
+ X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108),
+ X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(124,188), X(60,124), X(28,60), X(92,124), X(156,188), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(172,188), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(188,196), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(120,184), X(56,120), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(16,80), X(80,144), X(16,80),
+ X(48,112), X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128),
+ X(160,192), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(152,156), X(160,164), X(168,172), X(176,180),
+ X(184,188), X(192,196), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(166,168),
+ X(170,172), X(174,176), X(178,180), X(182,184), X(186,188), X(190,192),
+ X(194,196), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196)
+};
+M(197) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105),
+ X(137,169), X(25,89), X(89,153), X(25,89), X(57,121), X(121,185), X(57,121),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(5,133), X(69,197), X(5,69), X(133,197), X(37,101), X(101,165), X(37,101),
+ X(37,69), X(101,133), X(165,197), X(5,37), X(69,101), X(133,165), X(21,85),
+ X(85,149), X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117),
+ X(149,181), X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125),
+ X(29,61), X(93,125), X(157,189), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(141,149), X(157,165), X(173,181),
+ X(189,197), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(3,131), X(67,195), X(3,67), X(131,195),
+ X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35),
+ X(67,99), X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179),
+ X(51,115), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171),
+ X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(123,187), X(59,123), X(27,59), X(91,123), X(155,187), X(11,27),
+ X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(11,19), X(27,35),
+ X(43,51), X(59,67), X(75,83), X(91,99), X(107,115), X(123,131), X(139,147),
+ X(155,163), X(171,179), X(187,195), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127),
+ X(159,191), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187),
+ X(191,195), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(135,137), X(139,141), X(143,145), X(147,149), X(151,153),
+ X(155,157), X(159,161), X(163,165), X(167,169), X(171,173), X(175,177),
+ X(179,181), X(183,185), X(187,189), X(191,193), X(195,197), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98),
+ X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,82),
+ X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114),
+ X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,74),
+ X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106),
+ X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122),
+ X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(170,186), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82),
+ X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(170,178),
+ X(186,194), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(6,70),
+ X(70,134), X(6,70), X(38,102), X(102,166), X(38,102), X(6,38), X(70,102),
+ X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118),
+ X(22,54), X(86,118), X(150,182), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(166,182), X(14,78), X(78,142), X(14,78), X(46,110), X(110,174),
+ X(46,110), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(182,190), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100),
+ X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100),
+ X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116),
+ X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108),
+ X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(124,188), X(60,124), X(28,60), X(92,124), X(156,188), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(172,188), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(188,196), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(120,184), X(56,120), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(16,80), X(80,144), X(16,80),
+ X(48,112), X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128),
+ X(160,192), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(152,156), X(160,164), X(168,172), X(176,180),
+ X(184,188), X(192,196), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(166,168),
+ X(170,172), X(174,176), X(178,180), X(182,184), X(186,188), X(190,192),
+ X(194,196), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(150,151), X(152,153), X(154,155), X(156,157),
+ X(158,159), X(160,161), X(162,163), X(164,165), X(166,167), X(168,169),
+ X(170,171), X(172,173), X(174,175), X(176,177), X(178,179), X(180,181),
+ X(182,183), X(184,185), X(186,187), X(188,189), X(190,191), X(192,193),
+ X(194,195), X(196,197), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196)
+};
+M(198) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105),
+ X(137,169), X(25,89), X(89,153), X(25,89), X(57,121), X(121,185), X(57,121),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(5,133), X(69,197), X(5,69), X(133,197), X(37,101), X(101,165), X(37,101),
+ X(37,69), X(101,133), X(165,197), X(5,37), X(69,101), X(133,165), X(21,85),
+ X(85,149), X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117),
+ X(149,181), X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125),
+ X(29,61), X(93,125), X(157,189), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(141,149), X(157,165), X(173,181),
+ X(189,197), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(3,131), X(67,195), X(3,67), X(131,195),
+ X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35),
+ X(67,99), X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179),
+ X(51,115), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171),
+ X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(123,187), X(59,123), X(27,59), X(91,123), X(155,187), X(11,27),
+ X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(11,19), X(27,35),
+ X(43,51), X(59,67), X(75,83), X(91,99), X(107,115), X(123,131), X(139,147),
+ X(155,163), X(171,179), X(187,195), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,71), X(71,135), X(7,71), X(39,103), X(103,167), X(39,103),
+ X(7,39), X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119),
+ X(119,183), X(55,119), X(23,55), X(87,119), X(151,183), X(7,23), X(39,55),
+ X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143), X(15,79),
+ X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127),
+ X(159,191), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187),
+ X(191,195), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(3,5), X(7,9), X(11,13),
+ X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45),
+ X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77),
+ X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105),
+ X(107,109), X(111,113), X(115,117), X(119,121), X(123,125), X(127,129),
+ X(131,133), X(135,137), X(139,141), X(143,145), X(147,149), X(151,153),
+ X(155,157), X(159,161), X(163,165), X(167,169), X(171,173), X(175,177),
+ X(179,181), X(183,185), X(187,189), X(191,193), X(195,197), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98),
+ X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,82),
+ X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114),
+ X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,74),
+ X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106),
+ X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122),
+ X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(170,186), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82),
+ X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(170,178),
+ X(186,194), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(178,186),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102),
+ X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,86),
+ X(86,150), X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118),
+ X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110),
+ X(142,174), X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126),
+ X(30,62), X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(174,190), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(126,134), X(142,150), X(158,166), X(174,182),
+ X(190,198), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(194,198), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180),
+ X(52,116), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172),
+ X(44,108), X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92),
+ X(60,124), X(124,188), X(60,124), X(28,60), X(92,124), X(156,188), X(12,28),
+ X(44,60), X(76,92), X(108,124), X(140,156), X(172,188), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148),
+ X(156,164), X(172,180), X(188,196), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(120,184), X(56,120), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(16,80), X(80,144), X(16,80),
+ X(48,112), X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128),
+ X(160,192), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(152,156), X(160,164), X(168,172), X(176,180),
+ X(184,188), X(192,196), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170),
+ X(172,174), X(176,178), X(180,182), X(184,186), X(188,190), X(192,194),
+ X(196,198), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198)
+};
+M(199) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105),
+ X(137,169), X(25,89), X(89,153), X(25,89), X(57,121), X(121,185), X(57,121),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(5,133), X(69,197), X(5,69), X(133,197), X(37,101), X(101,165), X(37,101),
+ X(37,69), X(101,133), X(165,197), X(5,37), X(69,101), X(133,165), X(21,85),
+ X(85,149), X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117),
+ X(149,181), X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125),
+ X(29,61), X(93,125), X(157,189), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(141,149), X(157,165), X(173,181),
+ X(189,197), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(3,131), X(67,195), X(3,67), X(131,195),
+ X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35),
+ X(67,99), X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179),
+ X(51,115), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171),
+ X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(123,187), X(59,123), X(27,59), X(91,123), X(155,187), X(11,27),
+ X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(11,19), X(27,35),
+ X(43,51), X(59,67), X(75,83), X(91,99), X(107,115), X(123,131), X(139,147),
+ X(155,163), X(171,179), X(187,195), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55),
+ X(87,119), X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(183,199), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(15,79), X(79,143), X(15,79), X(47,111), X(111,175), X(47,111), X(15,47),
+ X(79,111), X(143,175), X(31,95), X(95,159), X(31,95), X(63,127), X(127,191),
+ X(63,127), X(31,63), X(95,127), X(159,191), X(15,31), X(47,63), X(79,95),
+ X(111,127), X(143,159), X(175,191), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(159,167),
+ X(175,183), X(191,199), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79),
+ X(87,95), X(103,111), X(119,127), X(135,143), X(151,159), X(167,175),
+ X(183,191), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(195,199), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162),
+ X(34,98), X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50),
+ X(82,114), X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162),
+ X(178,194), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(10,74), X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42),
+ X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(122,186),
+ X(58,122), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(170,178),
+ X(186,194), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(178,186),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102),
+ X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,86),
+ X(86,150), X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118),
+ X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110),
+ X(142,174), X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126),
+ X(30,62), X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(174,190), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(126,134), X(142,150), X(158,166), X(174,182),
+ X(190,198), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(194,198), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180),
+ X(52,116), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172),
+ X(44,108), X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92),
+ X(60,124), X(124,188), X(60,124), X(28,60), X(92,124), X(156,188), X(12,28),
+ X(44,60), X(76,92), X(108,124), X(140,156), X(172,188), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148),
+ X(156,164), X(172,180), X(188,196), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(8,72), X(72,136), X(8,72), X(40,104), X(104,168), X(40,104),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(120,184), X(56,120), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(16,80), X(80,144), X(16,80),
+ X(48,112), X(112,176), X(48,112), X(16,48), X(80,112), X(144,176), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128),
+ X(160,192), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(152,156), X(160,164), X(168,172), X(176,180),
+ X(184,188), X(192,196), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170),
+ X(172,174), X(176,178), X(180,182), X(184,186), X(188,190), X(192,194),
+ X(196,198), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(182,183), X(184,185), X(186,187), X(188,189), X(190,191),
+ X(192,193), X(194,195), X(196,197), X(198,199), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198)
+};
+M(200) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,73),
+ X(73,137), X(9,73), X(41,105), X(105,169), X(41,105), X(9,41), X(73,105),
+ X(137,169), X(25,89), X(89,153), X(25,89), X(57,121), X(121,185), X(57,121),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(5,133), X(69,197), X(5,69), X(133,197), X(37,101), X(101,165), X(37,101),
+ X(37,69), X(101,133), X(165,197), X(5,37), X(69,101), X(133,165), X(21,85),
+ X(85,149), X(21,85), X(53,117), X(117,181), X(53,117), X(21,53), X(85,117),
+ X(149,181), X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(13,77),
+ X(77,141), X(13,77), X(45,109), X(109,173), X(45,109), X(13,45), X(77,109),
+ X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125),
+ X(29,61), X(93,125), X(157,189), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(13,21), X(29,37), X(45,53), X(61,69), X(77,85),
+ X(93,101), X(109,117), X(125,133), X(141,149), X(157,165), X(173,181),
+ X(189,197), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93),
+ X(101,109), X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(3,131), X(67,195), X(3,67), X(131,195),
+ X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35),
+ X(67,99), X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179),
+ X(51,115), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(11,75), X(75,139), X(11,75), X(43,107), X(107,171),
+ X(43,107), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(123,187), X(59,123), X(27,59), X(91,123), X(155,187), X(11,27),
+ X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(11,19), X(27,35),
+ X(43,51), X(59,67), X(75,83), X(91,99), X(107,115), X(123,131), X(139,147),
+ X(155,163), X(171,179), X(187,195), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55),
+ X(87,119), X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(183,199), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(15,79), X(79,143), X(15,79), X(47,111), X(111,175), X(47,111), X(15,47),
+ X(79,111), X(143,175), X(31,95), X(95,159), X(31,95), X(63,127), X(127,191),
+ X(63,127), X(31,63), X(95,127), X(159,191), X(15,31), X(47,63), X(79,95),
+ X(111,127), X(143,159), X(175,191), X(15,23), X(31,39), X(47,55), X(63,71),
+ X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(159,167),
+ X(175,183), X(191,199), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79),
+ X(87,95), X(103,111), X(119,127), X(135,143), X(151,159), X(167,175),
+ X(183,191), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(195,199), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162),
+ X(34,98), X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50),
+ X(82,114), X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162),
+ X(178,194), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(10,74), X(74,138), X(10,74), X(42,106), X(106,170), X(42,106), X(10,42),
+ X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(122,186),
+ X(58,122), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(170,178),
+ X(186,194), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(178,186),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102),
+ X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,86),
+ X(86,150), X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118),
+ X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,78),
+ X(78,142), X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110),
+ X(142,174), X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126),
+ X(30,62), X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(174,190), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(126,134), X(142,150), X(158,166), X(174,182),
+ X(190,198), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(194,198), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180),
+ X(52,116), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172),
+ X(44,108), X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92),
+ X(60,124), X(124,188), X(60,124), X(28,60), X(92,124), X(156,188), X(12,28),
+ X(44,60), X(76,92), X(108,124), X(140,156), X(172,188), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148),
+ X(156,164), X(172,180), X(188,196), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168),
+ X(40,104), X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56),
+ X(88,120), X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168),
+ X(184,200), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112), X(16,48),
+ X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(128,192),
+ X(64,128), X(32,64), X(96,128), X(160,192), X(16,32), X(48,64), X(80,96),
+ X(112,128), X(144,160), X(176,192), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(192,200), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200)
+};
+M(201) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,137),
+ X(73,201), X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73),
+ X(105,137), X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153),
+ X(25,89), X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185),
+ X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(193,201), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(181,197), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(165,181), X(13,77), X(77,141), X(13,77), X(45,109),
+ X(109,173), X(45,109), X(13,45), X(77,109), X(141,173), X(29,93), X(93,157),
+ X(29,93), X(61,125), X(125,189), X(61,125), X(29,61), X(93,125), X(157,189),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133),
+ X(141,149), X(157,165), X(173,181), X(189,197), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(165,173), X(181,189), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193),
+ X(197,201), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(193,197), X(3,131),
+ X(67,195), X(3,67), X(131,195), X(35,99), X(99,163), X(35,99), X(35,67),
+ X(99,131), X(163,195), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115), X(147,179),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(179,195), X(3,19),
+ X(35,51), X(67,83), X(99,115), X(131,147), X(163,179), X(11,75), X(75,139),
+ X(11,75), X(43,107), X(107,171), X(43,107), X(11,43), X(75,107), X(139,171),
+ X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123), X(27,59),
+ X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(187,195),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(7,135),
+ X(71,199), X(7,71), X(135,199), X(39,103), X(103,167), X(39,103), X(39,71),
+ X(103,135), X(167,199), X(7,39), X(71,103), X(135,167), X(23,87), X(87,151),
+ X(23,87), X(55,119), X(119,183), X(55,119), X(23,55), X(87,119), X(151,183),
+ X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63),
+ X(95,127), X(159,191), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159),
+ X(175,191), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103),
+ X(111,119), X(127,135), X(143,151), X(159,167), X(175,183), X(191,199),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(2,130),
+ X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98), X(34,66),
+ X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114), X(146,178),
+ X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,74), X(74,138),
+ X(10,74), X(42,106), X(106,170), X(42,106), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58),
+ X(90,122), X(154,186), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154),
+ X(170,186), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(138,146), X(154,162), X(170,178), X(186,194),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(6,134),
+ X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102), X(38,70),
+ X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118), X(150,182),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,78), X(78,142),
+ X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126), X(30,62),
+ X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(174,190), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(142,150), X(158,166), X(174,182), X(190,198),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100),
+ X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100),
+ X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116),
+ X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172), X(44,108),
+ X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124),
+ X(124,188), X(60,124), X(28,60), X(92,124), X(156,188), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(172,188), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(188,196), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168),
+ X(40,104), X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56),
+ X(88,120), X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168),
+ X(184,200), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112), X(16,48),
+ X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(128,192),
+ X(64,128), X(32,64), X(96,128), X(160,192), X(16,32), X(48,64), X(80,96),
+ X(112,128), X(144,160), X(176,192), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(192,200), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(150,151), X(152,153), X(154,155), X(156,157),
+ X(158,159), X(160,161), X(162,163), X(164,165), X(166,167), X(168,169),
+ X(170,171), X(172,173), X(174,175), X(176,177), X(178,179), X(180,181),
+ X(182,183), X(184,185), X(186,187), X(188,189), X(190,191), X(192,193),
+ X(194,195), X(196,197), X(198,199), X(200,201), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200)
+};
+M(202) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,137),
+ X(73,201), X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73),
+ X(105,137), X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153),
+ X(25,89), X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185),
+ X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(193,201), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(181,197), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(165,181), X(13,77), X(77,141), X(13,77), X(45,109),
+ X(109,173), X(45,109), X(13,45), X(77,109), X(141,173), X(29,93), X(93,157),
+ X(29,93), X(61,125), X(125,189), X(61,125), X(29,61), X(93,125), X(157,189),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133),
+ X(141,149), X(157,165), X(173,181), X(189,197), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(165,173), X(181,189), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193),
+ X(197,201), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(193,197), X(3,131),
+ X(67,195), X(3,67), X(131,195), X(35,99), X(99,163), X(35,99), X(35,67),
+ X(99,131), X(163,195), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115), X(147,179),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(179,195), X(3,19),
+ X(35,51), X(67,83), X(99,115), X(131,147), X(163,179), X(11,75), X(75,139),
+ X(11,75), X(43,107), X(107,171), X(43,107), X(11,43), X(75,107), X(139,171),
+ X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123), X(27,59),
+ X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(187,195),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(7,135),
+ X(71,199), X(7,71), X(135,199), X(39,103), X(103,167), X(39,103), X(39,71),
+ X(103,135), X(167,199), X(7,39), X(71,103), X(135,167), X(23,87), X(87,151),
+ X(23,87), X(55,119), X(119,183), X(55,119), X(23,55), X(87,119), X(151,183),
+ X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(15,79), X(79,143),
+ X(15,79), X(47,111), X(111,175), X(47,111), X(15,47), X(79,111), X(143,175),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63),
+ X(95,127), X(159,191), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159),
+ X(175,191), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103),
+ X(111,119), X(127,135), X(143,151), X(159,167), X(175,183), X(191,199),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(2,130),
+ X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98), X(34,66),
+ X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,82), X(82,146),
+ X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114), X(146,178),
+ X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,138), X(74,202),
+ X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74), X(106,138),
+ X(170,202), X(10,42), X(74,106), X(138,170), X(26,90), X(90,154), X(26,90),
+ X(58,122), X(122,186), X(58,122), X(26,58), X(90,122), X(154,186), X(26,42),
+ X(58,74), X(90,106), X(122,138), X(154,170), X(186,202), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(178,186), X(194,202), X(6,134), X(70,198), X(6,70), X(134,198),
+ X(38,102), X(102,166), X(38,102), X(38,70), X(102,134), X(166,198), X(6,38),
+ X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(118,182),
+ X(54,118), X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102),
+ X(118,134), X(150,166), X(182,198), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(166,182), X(14,78), X(78,142), X(14,78), X(46,110), X(110,174),
+ X(46,110), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150),
+ X(158,166), X(174,182), X(190,198), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50),
+ X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98), X(102,106),
+ X(110,114), X(118,122), X(126,130), X(134,138), X(142,146), X(150,154),
+ X(158,162), X(166,170), X(174,178), X(182,186), X(190,194), X(198,202), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(194,198), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180),
+ X(52,116), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(164,180), X(12,76), X(76,140), X(12,76), X(44,108), X(108,172),
+ X(44,108), X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92),
+ X(60,124), X(124,188), X(60,124), X(28,60), X(92,124), X(156,188), X(12,28),
+ X(44,60), X(76,92), X(108,124), X(140,156), X(172,188), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148),
+ X(156,164), X(172,180), X(188,196), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168),
+ X(40,104), X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56),
+ X(88,120), X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168),
+ X(184,200), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(16,80), X(80,144), X(16,80), X(48,112), X(112,176), X(48,112), X(16,48),
+ X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(128,192),
+ X(64,128), X(32,64), X(96,128), X(160,192), X(16,32), X(48,64), X(80,96),
+ X(112,128), X(144,160), X(176,192), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(192,200), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(124,126),
+ X(128,130), X(132,134), X(136,138), X(140,142), X(144,146), X(148,150),
+ X(152,154), X(156,158), X(160,162), X(164,166), X(168,170), X(172,174),
+ X(176,178), X(180,182), X(184,186), X(188,190), X(192,194), X(196,198),
+ X(200,202), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202)
+};
+M(203) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,137),
+ X(73,201), X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73),
+ X(105,137), X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153),
+ X(25,89), X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185),
+ X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(193,201), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(181,197), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(165,181), X(13,77), X(77,141), X(13,77), X(45,109),
+ X(109,173), X(45,109), X(13,45), X(77,109), X(141,173), X(29,93), X(93,157),
+ X(29,93), X(61,125), X(125,189), X(61,125), X(29,61), X(93,125), X(157,189),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133),
+ X(141,149), X(157,165), X(173,181), X(189,197), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(165,173), X(181,189), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193),
+ X(197,201), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(193,197), X(3,131),
+ X(67,195), X(3,67), X(131,195), X(35,99), X(99,163), X(35,99), X(35,67),
+ X(99,131), X(163,195), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115), X(147,179),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(179,195), X(3,19),
+ X(35,51), X(67,83), X(99,115), X(131,147), X(163,179), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139),
+ X(171,203), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(123,187), X(59,123), X(27,59), X(91,123), X(155,187), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(155,171), X(187,203), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(171,187), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155),
+ X(163,171), X(179,187), X(195,203), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(119,183),
+ X(55,119), X(23,55), X(87,119), X(151,183), X(23,39), X(55,71), X(87,103),
+ X(119,135), X(151,167), X(183,199), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(167,183), X(15,79), X(79,143), X(15,79), X(47,111), X(111,175),
+ X(47,111), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159), X(31,95),
+ X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159), X(167,175),
+ X(183,191), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51),
+ X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(103,107),
+ X(111,115), X(119,123), X(127,131), X(135,139), X(143,147), X(151,155),
+ X(159,163), X(167,171), X(175,179), X(183,187), X(191,195), X(199,203), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98),
+ X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,82),
+ X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114),
+ X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,138),
+ X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74),
+ X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(122,186), X(58,122), X(26,58), X(90,122), X(154,186),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,102), X(102,166), X(38,102), X(38,70), X(102,134), X(166,198),
+ X(6,38), X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118),
+ X(118,182), X(54,118), X(22,54), X(86,118), X(150,182), X(22,38), X(54,70),
+ X(86,102), X(118,134), X(150,166), X(182,198), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(14,78), X(78,142), X(14,78), X(46,110),
+ X(110,174), X(46,110), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158),
+ X(30,94), X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190),
+ X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(158,166), X(174,182), X(190,198), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194),
+ X(198,202), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(170,174), X(178,182), X(186,190), X(194,198), X(4,132),
+ X(68,196), X(4,68), X(132,196), X(36,100), X(100,164), X(36,100), X(36,68),
+ X(100,132), X(164,196), X(4,36), X(68,100), X(132,164), X(20,84), X(84,148),
+ X(20,84), X(52,116), X(116,180), X(52,116), X(20,52), X(84,116), X(148,180),
+ X(20,36), X(52,68), X(84,100), X(116,132), X(148,164), X(180,196), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(12,76), X(76,140),
+ X(12,76), X(44,108), X(108,172), X(44,108), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(124,132), X(140,148), X(156,164), X(172,180), X(188,196),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(8,136),
+ X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104), X(40,72),
+ X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,88), X(88,152),
+ X(24,88), X(56,120), X(120,184), X(56,120), X(24,56), X(88,120), X(152,184),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200), X(8,24),
+ X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(112,176), X(48,112), X(16,48), X(80,112), X(144,176),
+ X(32,96), X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64),
+ X(96,128), X(160,192), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160),
+ X(176,192), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(176,184), X(192,200),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(160,162),
+ X(164,166), X(168,170), X(172,174), X(176,178), X(180,182), X(184,186),
+ X(188,190), X(192,194), X(196,198), X(200,202), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176),
+ X(178,180), X(182,184), X(186,188), X(190,192), X(194,196), X(198,200), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202)
+};
+M(204) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,137),
+ X(73,201), X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73),
+ X(105,137), X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153),
+ X(25,89), X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185),
+ X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(193,201), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(181,197), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(165,181), X(13,77), X(77,141), X(13,77), X(45,109),
+ X(109,173), X(45,109), X(13,45), X(77,109), X(141,173), X(29,93), X(93,157),
+ X(29,93), X(61,125), X(125,189), X(61,125), X(29,61), X(93,125), X(157,189),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133),
+ X(141,149), X(157,165), X(173,181), X(189,197), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(165,173), X(181,189), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193),
+ X(197,201), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(193,197), X(3,131),
+ X(67,195), X(3,67), X(131,195), X(35,99), X(99,163), X(35,99), X(35,67),
+ X(99,131), X(163,195), X(3,35), X(67,99), X(131,163), X(19,83), X(83,147),
+ X(19,83), X(51,115), X(115,179), X(51,115), X(19,51), X(83,115), X(147,179),
+ X(19,35), X(51,67), X(83,99), X(115,131), X(147,163), X(179,195), X(3,19),
+ X(35,51), X(67,83), X(99,115), X(131,147), X(163,179), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139),
+ X(171,203), X(11,43), X(75,107), X(139,171), X(27,91), X(91,155), X(27,91),
+ X(59,123), X(123,187), X(59,123), X(27,59), X(91,123), X(155,187), X(27,43),
+ X(59,75), X(91,107), X(123,139), X(155,171), X(187,203), X(11,27), X(43,59),
+ X(75,91), X(107,123), X(139,155), X(171,187), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155),
+ X(163,171), X(179,187), X(195,203), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,87), X(87,151), X(23,87), X(55,119), X(119,183),
+ X(55,119), X(23,55), X(87,119), X(151,183), X(23,39), X(55,71), X(87,103),
+ X(119,135), X(151,167), X(183,199), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(167,183), X(15,79), X(79,143), X(15,79), X(47,111), X(111,175),
+ X(47,111), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159), X(31,95),
+ X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(7,15), X(23,31), X(39,47), X(55,63),
+ X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159), X(167,175),
+ X(183,191), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51),
+ X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(103,107),
+ X(111,115), X(119,123), X(127,131), X(135,139), X(143,147), X(151,155),
+ X(159,163), X(167,171), X(175,179), X(183,187), X(191,195), X(199,203), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98),
+ X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,82),
+ X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50), X(82,114),
+ X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(10,138),
+ X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74),
+ X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,90), X(90,154),
+ X(26,90), X(58,122), X(122,186), X(58,122), X(26,58), X(90,122), X(154,186),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,102), X(102,166), X(38,102), X(38,70), X(102,134), X(166,198),
+ X(6,38), X(70,102), X(134,166), X(22,86), X(86,150), X(22,86), X(54,118),
+ X(118,182), X(54,118), X(22,54), X(86,118), X(150,182), X(22,38), X(54,70),
+ X(86,102), X(118,134), X(150,166), X(182,198), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(14,78), X(78,142), X(14,78), X(46,110),
+ X(110,174), X(46,110), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158),
+ X(30,94), X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190),
+ X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(158,166), X(174,182), X(190,198), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194),
+ X(198,202), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(170,174), X(178,182), X(186,190), X(194,198), X(4,132),
+ X(68,196), X(4,68), X(132,196), X(36,100), X(100,164), X(36,100), X(36,68),
+ X(100,132), X(164,196), X(4,36), X(68,100), X(132,164), X(20,84), X(84,148),
+ X(20,84), X(52,116), X(116,180), X(52,116), X(20,52), X(84,116), X(148,180),
+ X(20,36), X(52,68), X(84,100), X(116,132), X(148,164), X(180,196), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(12,140), X(76,204),
+ X(12,76), X(140,204), X(44,108), X(108,172), X(44,108), X(44,76), X(108,140),
+ X(172,204), X(12,44), X(76,108), X(140,172), X(28,92), X(92,156), X(28,92),
+ X(60,124), X(124,188), X(60,124), X(28,60), X(92,124), X(156,188), X(28,44),
+ X(60,76), X(92,108), X(124,140), X(156,172), X(188,204), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(172,188), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156),
+ X(164,172), X(180,188), X(196,204), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,104), X(104,168), X(40,104), X(40,72), X(104,136), X(168,200), X(8,40),
+ X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(120,184),
+ X(56,120), X(24,56), X(88,120), X(152,184), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(152,168), X(184,200), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(168,184), X(16,80), X(80,144), X(16,80), X(48,112), X(112,176),
+ X(48,112), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96),
+ X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(176,184), X(192,200), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(152,156),
+ X(160,164), X(168,172), X(176,180), X(184,188), X(192,196), X(200,204), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(172,176),
+ X(180,184), X(188,192), X(196,200), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(154,156),
+ X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(178,180),
+ X(182,184), X(186,188), X(190,192), X(194,196), X(198,200), X(202,204), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204)
+};
+M(205) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,137),
+ X(73,201), X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73),
+ X(105,137), X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153),
+ X(25,89), X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185),
+ X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(193,201), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(181,197), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(165,181), X(13,141), X(77,205), X(13,77), X(141,205),
+ X(45,109), X(109,173), X(45,109), X(45,77), X(109,141), X(173,205), X(13,45),
+ X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189),
+ X(61,125), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(189,205), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173),
+ X(181,189), X(197,205), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(3,131), X(67,195), X(3,67), X(131,195), X(35,99),
+ X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35), X(67,99),
+ X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115),
+ X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99), X(115,131),
+ X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107), X(107,171),
+ X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107), X(139,171),
+ X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(195,203),
+ X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167), X(39,103),
+ X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167), X(23,87),
+ X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(15,79),
+ X(79,143), X(15,79), X(47,111), X(111,175), X(47,111), X(15,47), X(79,111),
+ X(143,175), X(31,95), X(95,159), X(31,95), X(63,127), X(127,191), X(63,127),
+ X(31,63), X(95,127), X(159,191), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(143,159), X(175,191), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87),
+ X(95,103), X(111,119), X(127,135), X(143,151), X(159,167), X(175,183),
+ X(191,199), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(167,175), X(183,191),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(149,151),
+ X(153,155), X(157,159), X(161,163), X(165,167), X(169,171), X(173,175),
+ X(177,179), X(181,183), X(185,187), X(189,191), X(193,195), X(197,199),
+ X(201,203), X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162),
+ X(34,98), X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50),
+ X(82,114), X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162),
+ X(178,194), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106),
+ X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58), X(90,122),
+ X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122),
+ X(130,138), X(146,154), X(162,170), X(178,186), X(194,202), X(6,134),
+ X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102), X(38,70),
+ X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118), X(150,182),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,78), X(78,142),
+ X(14,78), X(46,110), X(110,174), X(46,110), X(14,46), X(78,110), X(142,174),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126), X(30,62),
+ X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(174,190), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(142,150), X(158,166), X(174,182), X(190,198),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(174,178), X(182,186),
+ X(190,194), X(198,202), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100), X(100,164),
+ X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100), X(132,164),
+ X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116), X(20,52),
+ X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132), X(148,164),
+ X(180,196), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172), X(44,108),
+ X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172), X(28,92),
+ X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60), X(92,124),
+ X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(188,204),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(148,156), X(164,172), X(180,188), X(196,204), X(8,136),
+ X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104), X(40,72),
+ X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,88), X(88,152),
+ X(24,88), X(56,120), X(120,184), X(56,120), X(24,56), X(88,120), X(152,184),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200), X(8,24),
+ X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(16,80), X(80,144),
+ X(16,80), X(48,112), X(112,176), X(48,112), X(16,48), X(80,112), X(144,176),
+ X(32,96), X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64),
+ X(96,128), X(160,192), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160),
+ X(176,192), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(176,184), X(192,200),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(152,156), X(160,164), X(168,172), X(176,180),
+ X(184,188), X(192,196), X(200,204), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(158,159), X(160,161), X(162,163),
+ X(164,165), X(166,167), X(168,169), X(170,171), X(172,173), X(174,175),
+ X(176,177), X(178,179), X(180,181), X(182,183), X(184,185), X(186,187),
+ X(188,189), X(190,191), X(192,193), X(194,195), X(196,197), X(198,199),
+ X(200,201), X(202,203), X(204,205), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204)
+};
+M(206) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,137),
+ X(73,201), X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73),
+ X(105,137), X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153),
+ X(25,89), X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185),
+ X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(193,201), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(181,197), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(165,181), X(13,141), X(77,205), X(13,77), X(141,205),
+ X(45,109), X(109,173), X(45,109), X(45,77), X(109,141), X(173,205), X(13,45),
+ X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189),
+ X(61,125), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(189,205), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173),
+ X(181,189), X(197,205), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(3,131), X(67,195), X(3,67), X(131,195), X(35,99),
+ X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35), X(67,99),
+ X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115),
+ X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99), X(115,131),
+ X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107), X(107,171),
+ X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107), X(139,171),
+ X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(195,203),
+ X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167), X(39,103),
+ X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167), X(23,87),
+ X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(15,79),
+ X(79,143), X(15,79), X(47,111), X(111,175), X(47,111), X(15,47), X(79,111),
+ X(143,175), X(31,95), X(95,159), X(31,95), X(63,127), X(127,191), X(63,127),
+ X(31,63), X(95,127), X(159,191), X(15,31), X(47,63), X(79,95), X(111,127),
+ X(143,159), X(175,191), X(15,23), X(31,39), X(47,55), X(63,71), X(79,87),
+ X(95,103), X(111,119), X(127,135), X(143,151), X(159,167), X(175,183),
+ X(191,199), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95),
+ X(103,111), X(119,127), X(135,143), X(151,159), X(167,175), X(183,191),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(149,151),
+ X(153,155), X(157,159), X(161,163), X(165,167), X(169,171), X(173,175),
+ X(177,179), X(181,183), X(185,187), X(189,191), X(193,195), X(197,199),
+ X(201,203), X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162),
+ X(34,98), X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50),
+ X(82,114), X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162),
+ X(178,194), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106),
+ X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58), X(90,122),
+ X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122),
+ X(130,138), X(146,154), X(162,170), X(178,186), X(194,202), X(6,134),
+ X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102), X(38,70),
+ X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118), X(150,182),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,142), X(78,206),
+ X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142),
+ X(174,206), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(30,46),
+ X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(198,206), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100),
+ X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100),
+ X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116),
+ X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(16,80),
+ X(80,144), X(16,80), X(48,112), X(112,176), X(48,112), X(16,48), X(80,112),
+ X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(128,192), X(64,128),
+ X(32,64), X(96,128), X(160,192), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(144,160), X(176,192), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88),
+ X(96,104), X(112,120), X(128,136), X(144,152), X(160,168), X(176,184),
+ X(192,200), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(168,176), X(184,192),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(144,148), X(152,156), X(160,164), X(168,172),
+ X(176,180), X(184,188), X(192,196), X(200,204), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(160,162),
+ X(164,166), X(168,170), X(172,174), X(176,178), X(180,182), X(184,186),
+ X(188,190), X(192,194), X(196,198), X(200,202), X(204,206), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(202,204), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206)
+};
+M(207) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,137),
+ X(73,201), X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73),
+ X(105,137), X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153),
+ X(25,89), X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185),
+ X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(193,201), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(181,197), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(165,181), X(13,141), X(77,205), X(13,77), X(141,205),
+ X(45,109), X(109,173), X(45,109), X(45,77), X(109,141), X(173,205), X(13,45),
+ X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189),
+ X(61,125), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(189,205), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173),
+ X(181,189), X(197,205), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(3,131), X(67,195), X(3,67), X(131,195), X(35,99),
+ X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35), X(67,99),
+ X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115),
+ X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99), X(115,131),
+ X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107), X(107,171),
+ X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107), X(139,171),
+ X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(195,203),
+ X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167), X(39,103),
+ X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167), X(23,87),
+ X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(15,143),
+ X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111), X(47,79),
+ X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159),
+ X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(205,207), X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162),
+ X(34,98), X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50),
+ X(82,114), X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162),
+ X(178,194), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106),
+ X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58), X(90,122),
+ X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122),
+ X(130,138), X(146,154), X(162,170), X(178,186), X(194,202), X(6,134),
+ X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102), X(38,70),
+ X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118), X(150,182),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,142), X(78,206),
+ X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142),
+ X(174,206), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(30,46),
+ X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(198,206), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100),
+ X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100),
+ X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116),
+ X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(16,80),
+ X(80,144), X(16,80), X(48,112), X(112,176), X(48,112), X(16,48), X(80,112),
+ X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(128,192), X(64,128),
+ X(32,64), X(96,128), X(160,192), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(144,160), X(176,192), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88),
+ X(96,104), X(112,120), X(128,136), X(144,152), X(160,168), X(176,184),
+ X(192,200), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(168,176), X(184,192),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(144,148), X(152,156), X(160,164), X(168,172),
+ X(176,180), X(184,188), X(192,196), X(200,204), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(160,162),
+ X(164,166), X(168,170), X(172,174), X(176,178), X(180,182), X(184,186),
+ X(188,190), X(192,194), X(196,198), X(200,202), X(204,206), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(202,204), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(182,183), X(184,185), X(186,187), X(188,189), X(190,191),
+ X(192,193), X(194,195), X(196,197), X(198,199), X(200,201), X(202,203),
+ X(204,205), X(206,207), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206)
+};
+M(208) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,81),
+ X(81,145), X(17,81), X(49,113), X(113,177), X(49,113), X(17,49), X(81,113),
+ X(145,177), X(17,33), X(49,65), X(81,97), X(113,129), X(145,161), X(177,193),
+ X(1,17), X(33,49), X(65,81), X(97,113), X(129,145), X(161,177), X(9,137),
+ X(73,201), X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73),
+ X(105,137), X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153),
+ X(25,89), X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185),
+ X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25),
+ X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(1,9), X(17,25),
+ X(33,41), X(49,57), X(65,73), X(81,89), X(97,105), X(113,121), X(129,137),
+ X(145,153), X(161,169), X(177,185), X(193,201), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197),
+ X(5,37), X(69,101), X(133,165), X(21,85), X(85,149), X(21,85), X(53,117),
+ X(117,181), X(53,117), X(21,53), X(85,117), X(149,181), X(21,37), X(53,69),
+ X(85,101), X(117,133), X(149,165), X(181,197), X(5,21), X(37,53), X(69,85),
+ X(101,117), X(133,149), X(165,181), X(13,141), X(77,205), X(13,77), X(141,205),
+ X(45,109), X(109,173), X(45,109), X(45,77), X(109,141), X(173,205), X(13,45),
+ X(77,109), X(141,173), X(29,93), X(93,157), X(29,93), X(61,125), X(125,189),
+ X(61,125), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(189,205), X(13,29), X(45,61), X(77,93), X(109,125),
+ X(141,157), X(173,189), X(5,13), X(21,29), X(37,45), X(53,61), X(69,77),
+ X(85,93), X(101,109), X(117,125), X(133,141), X(149,157), X(165,173),
+ X(181,189), X(197,205), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(3,131), X(67,195), X(3,67), X(131,195), X(35,99),
+ X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35), X(67,99),
+ X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179), X(51,115),
+ X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99), X(115,131),
+ X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107), X(107,171),
+ X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107), X(139,171),
+ X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(195,203),
+ X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167), X(39,103),
+ X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167), X(23,87),
+ X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(15,143),
+ X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111), X(47,79),
+ X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159),
+ X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(205,207), X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162),
+ X(34,98), X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162),
+ X(18,82), X(82,146), X(18,82), X(50,114), X(114,178), X(50,114), X(18,50),
+ X(82,114), X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162),
+ X(178,194), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106),
+ X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,90),
+ X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58), X(90,122),
+ X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122),
+ X(130,138), X(146,154), X(162,170), X(178,186), X(194,202), X(6,134),
+ X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102), X(38,70),
+ X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,86), X(86,150),
+ X(22,86), X(54,118), X(118,182), X(54,118), X(22,54), X(86,118), X(150,182),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(14,142), X(78,206),
+ X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142),
+ X(174,206), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(30,46),
+ X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(198,206), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100),
+ X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100),
+ X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116),
+ X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(16,144),
+ X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80),
+ X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160),
+ X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192),
+ X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(154,156),
+ X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(178,180),
+ X(182,184), X(186,188), X(190,192), X(194,196), X(198,200), X(202,204),
+ X(206,208), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200), X(201,202), X(203,204),
+ X(205,206), X(207,208)
+};
+M(209) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(25,41),
+ X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(137,153), X(169,185), X(9,17), X(25,33), X(41,49),
+ X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145), X(153,161),
+ X(169,177), X(185,193), X(201,209), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(5,133), X(69,197), X(5,69), X(133,197), X(37,101),
+ X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37), X(69,101),
+ X(133,165), X(21,85), X(85,149), X(21,85), X(53,117), X(117,181), X(53,117),
+ X(21,53), X(85,117), X(149,181), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(149,165), X(181,197), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(165,181), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61),
+ X(93,125), X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(189,205), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(3,131), X(67,195), X(3,67), X(131,195),
+ X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35),
+ X(67,99), X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179),
+ X(51,115), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107),
+ X(107,171), X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55),
+ X(87,119), X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(183,199), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111),
+ X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127),
+ X(159,191), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(3,5), X(7,9), X(11,13), X(15,17),
+ X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49),
+ X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81),
+ X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105), X(107,109),
+ X(111,113), X(115,117), X(119,121), X(123,125), X(127,129), X(131,133),
+ X(135,137), X(139,141), X(143,145), X(147,149), X(151,153), X(155,157),
+ X(159,161), X(163,165), X(167,169), X(171,173), X(175,177), X(179,181),
+ X(183,185), X(187,189), X(191,193), X(195,197), X(199,201), X(203,205),
+ X(207,209), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(129,131), X(133,135), X(137,139), X(141,143),
+ X(145,147), X(149,151), X(153,155), X(157,159), X(161,163), X(165,167),
+ X(169,171), X(173,175), X(177,179), X(181,183), X(185,187), X(189,191),
+ X(193,195), X(197,199), X(201,203), X(205,207), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194),
+ X(2,34), X(66,98), X(130,162), X(18,82), X(82,146), X(18,82), X(50,114),
+ X(114,178), X(50,114), X(18,50), X(82,114), X(146,178), X(18,34), X(50,66),
+ X(82,98), X(114,130), X(146,162), X(178,194), X(2,18), X(34,50), X(66,82),
+ X(98,114), X(130,146), X(162,178), X(10,138), X(74,202), X(10,74), X(138,202),
+ X(42,106), X(106,170), X(42,106), X(42,74), X(106,138), X(170,202), X(10,42),
+ X(74,106), X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(122,186),
+ X(58,122), X(26,58), X(90,122), X(154,186), X(26,42), X(58,74), X(90,106),
+ X(122,138), X(154,170), X(186,202), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(170,186), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(6,134), X(70,198), X(6,70), X(134,198), X(38,102),
+ X(102,166), X(38,102), X(38,70), X(102,134), X(166,198), X(6,38), X(70,102),
+ X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118),
+ X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102), X(118,134),
+ X(150,166), X(182,198), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(166,182), X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174),
+ X(46,110), X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126), X(30,62),
+ X(94,126), X(158,190), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174),
+ X(190,206), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(198,206), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(194,198), X(202,206), X(4,132), X(68,196), X(4,68),
+ X(132,196), X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196),
+ X(4,36), X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116),
+ X(116,180), X(52,116), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68),
+ X(84,100), X(116,132), X(148,164), X(180,196), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(12,140), X(76,204), X(12,76), X(140,204),
+ X(44,108), X(108,172), X(44,108), X(44,76), X(108,140), X(172,204), X(12,44),
+ X(76,108), X(140,172), X(28,92), X(92,156), X(28,92), X(60,124), X(124,188),
+ X(60,124), X(28,60), X(92,124), X(156,188), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(188,204), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(140,156), X(172,188), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(8,136), X(72,200), X(8,72), X(136,200), X(40,104),
+ X(104,168), X(40,104), X(40,72), X(104,136), X(168,200), X(8,40), X(72,104),
+ X(136,168), X(24,88), X(88,152), X(24,88), X(56,120), X(120,184), X(56,120),
+ X(24,56), X(88,120), X(152,184), X(24,40), X(56,72), X(88,104), X(120,136),
+ X(152,168), X(184,200), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(168,184), X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176),
+ X(48,112), X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176),
+ X(32,96), X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64),
+ X(96,128), X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176),
+ X(192,208), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(200,208), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(172,176),
+ X(180,184), X(188,192), X(196,200), X(204,208), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176),
+ X(178,180), X(182,184), X(186,188), X(190,192), X(194,196), X(198,200),
+ X(202,204), X(206,208), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(182,183), X(184,185), X(186,187), X(188,189), X(190,191),
+ X(192,193), X(194,195), X(196,197), X(198,199), X(200,201), X(202,203),
+ X(204,205), X(206,207), X(208,209), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208)
+};
+M(210) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(25,41),
+ X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(137,153), X(169,185), X(9,17), X(25,33), X(41,49),
+ X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145), X(153,161),
+ X(169,177), X(185,193), X(201,209), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(5,133), X(69,197), X(5,69), X(133,197), X(37,101),
+ X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37), X(69,101),
+ X(133,165), X(21,85), X(85,149), X(21,85), X(53,117), X(117,181), X(53,117),
+ X(21,53), X(85,117), X(149,181), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(149,165), X(181,197), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(165,181), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61),
+ X(93,125), X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(189,205), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(3,131), X(67,195), X(3,67), X(131,195),
+ X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35),
+ X(67,99), X(131,163), X(19,83), X(83,147), X(19,83), X(51,115), X(115,179),
+ X(51,115), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107),
+ X(107,171), X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55),
+ X(87,119), X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(183,199), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111),
+ X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127),
+ X(159,191), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(3,5), X(7,9), X(11,13), X(15,17),
+ X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49),
+ X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81),
+ X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105), X(107,109),
+ X(111,113), X(115,117), X(119,121), X(123,125), X(127,129), X(131,133),
+ X(135,137), X(139,141), X(143,145), X(147,149), X(151,153), X(155,157),
+ X(159,161), X(163,165), X(167,169), X(171,173), X(175,177), X(179,181),
+ X(183,185), X(187,189), X(191,193), X(195,197), X(199,201), X(203,205),
+ X(207,209), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(129,131), X(133,135), X(137,139), X(141,143),
+ X(145,147), X(149,151), X(153,155), X(157,159), X(161,163), X(165,167),
+ X(169,171), X(173,175), X(177,179), X(181,183), X(185,187), X(189,191),
+ X(193,195), X(197,199), X(201,203), X(205,207), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194),
+ X(2,34), X(66,98), X(130,162), X(18,146), X(82,210), X(18,82), X(146,210),
+ X(50,114), X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50),
+ X(82,114), X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(162,178), X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106),
+ X(106,170), X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106),
+ X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122),
+ X(26,58), X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138),
+ X(154,170), X(186,202), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154),
+ X(170,186), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(138,146), X(154,162), X(170,178), X(186,194),
+ X(202,210), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(178,186),
+ X(194,202), X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166),
+ X(38,102), X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118), X(22,54),
+ X(86,118), X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166),
+ X(182,198), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174), X(46,110),
+ X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174), X(30,94),
+ X(94,158), X(30,94), X(62,126), X(126,190), X(62,126), X(30,62), X(94,126),
+ X(158,190), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(190,206),
+ X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126),
+ X(134,142), X(150,158), X(166,174), X(182,190), X(198,206), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(174,178), X(182,186),
+ X(190,194), X(198,202), X(206,210), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100),
+ X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100),
+ X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180), X(52,116),
+ X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(16,144),
+ X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80),
+ X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160),
+ X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192),
+ X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158),
+ X(160,162), X(164,166), X(168,170), X(172,174), X(176,178), X(180,182),
+ X(184,186), X(188,190), X(192,194), X(196,198), X(200,202), X(204,206),
+ X(208,210), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210)
+};
+M(211) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(25,41),
+ X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(137,153), X(169,185), X(9,17), X(25,33), X(41,49),
+ X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145), X(153,161),
+ X(169,177), X(185,193), X(201,209), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(5,133), X(69,197), X(5,69), X(133,197), X(37,101),
+ X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37), X(69,101),
+ X(133,165), X(21,85), X(85,149), X(21,85), X(53,117), X(117,181), X(53,117),
+ X(21,53), X(85,117), X(149,181), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(149,165), X(181,197), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(165,181), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61),
+ X(93,125), X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(189,205), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(3,131), X(67,195), X(3,67), X(131,195),
+ X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35),
+ X(67,99), X(131,163), X(19,147), X(83,211), X(19,83), X(147,211), X(51,115),
+ X(115,179), X(51,115), X(51,83), X(115,147), X(179,211), X(19,51), X(83,115),
+ X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147), X(163,179),
+ X(195,211), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107), X(107,171),
+ X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107), X(139,171),
+ X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187),
+ X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(107,115),
+ X(123,131), X(139,147), X(155,163), X(171,179), X(187,195), X(203,211),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(195,203),
+ X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167), X(39,103),
+ X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167), X(23,87),
+ X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(15,143),
+ X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111), X(47,79),
+ X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159),
+ X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187),
+ X(191,195), X(199,203), X(207,211), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98),
+ X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,146),
+ X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114), X(50,82),
+ X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138), X(74,202),
+ X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74), X(106,138),
+ X(170,202), X(10,42), X(74,106), X(138,170), X(26,90), X(90,154), X(26,90),
+ X(58,122), X(122,186), X(58,122), X(26,58), X(90,122), X(154,186), X(26,42),
+ X(58,74), X(90,106), X(122,138), X(154,170), X(186,202), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162),
+ X(170,178), X(186,194), X(202,210), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(6,134), X(70,198), X(6,70), X(134,198), X(38,102),
+ X(102,166), X(38,102), X(38,70), X(102,134), X(166,198), X(6,38), X(70,102),
+ X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118),
+ X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102), X(118,134),
+ X(150,166), X(182,198), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(166,182), X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174),
+ X(46,110), X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126), X(30,62),
+ X(94,126), X(158,190), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174),
+ X(190,206), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(198,206),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(182,186), X(190,194), X(198,202), X(206,210), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,84), X(84,148), X(20,84), X(52,116), X(116,180),
+ X(52,116), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(164,180), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108),
+ X(108,172), X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108),
+ X(140,172), X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124),
+ X(28,60), X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140),
+ X(156,172), X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(180,188),
+ X(196,204), X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168),
+ X(40,104), X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168),
+ X(24,88), X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56),
+ X(88,120), X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168),
+ X(184,200), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112),
+ X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,96),
+ X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128),
+ X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(184,192), X(200,208), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158),
+ X(160,162), X(164,166), X(168,170), X(172,174), X(176,178), X(180,182),
+ X(184,186), X(188,190), X(192,194), X(196,198), X(200,202), X(204,206),
+ X(208,210), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210)
+};
+M(212) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(25,41),
+ X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(137,153), X(169,185), X(9,17), X(25,33), X(41,49),
+ X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145), X(153,161),
+ X(169,177), X(185,193), X(201,209), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(5,133), X(69,197), X(5,69), X(133,197), X(37,101),
+ X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37), X(69,101),
+ X(133,165), X(21,85), X(85,149), X(21,85), X(53,117), X(117,181), X(53,117),
+ X(21,53), X(85,117), X(149,181), X(21,37), X(53,69), X(85,101), X(117,133),
+ X(149,165), X(181,197), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149),
+ X(165,181), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61),
+ X(93,125), X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(189,205), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(3,131), X(67,195), X(3,67), X(131,195),
+ X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195), X(3,35),
+ X(67,99), X(131,163), X(19,147), X(83,211), X(19,83), X(147,211), X(51,115),
+ X(115,179), X(51,115), X(51,83), X(115,147), X(179,211), X(19,51), X(83,115),
+ X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147), X(163,179),
+ X(195,211), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107), X(107,171),
+ X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107), X(139,171),
+ X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187),
+ X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(107,115),
+ X(123,131), X(139,147), X(155,163), X(171,179), X(187,195), X(203,211),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(195,203),
+ X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167), X(39,103),
+ X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167), X(23,87),
+ X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(15,143),
+ X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111), X(47,79),
+ X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159),
+ X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(7,11), X(15,19), X(23,27),
+ X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91),
+ X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187),
+ X(191,195), X(199,203), X(207,211), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98),
+ X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,146),
+ X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114), X(50,82),
+ X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138), X(74,202),
+ X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74), X(106,138),
+ X(170,202), X(10,42), X(74,106), X(138,170), X(26,90), X(90,154), X(26,90),
+ X(58,122), X(122,186), X(58,122), X(26,58), X(90,122), X(154,186), X(26,42),
+ X(58,74), X(90,106), X(122,138), X(154,170), X(186,202), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162),
+ X(170,178), X(186,194), X(202,210), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(6,134), X(70,198), X(6,70), X(134,198), X(38,102),
+ X(102,166), X(38,102), X(38,70), X(102,134), X(166,198), X(6,38), X(70,102),
+ X(134,166), X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118),
+ X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102), X(118,134),
+ X(150,166), X(182,198), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(166,182), X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174),
+ X(46,110), X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126), X(30,62),
+ X(94,126), X(158,190), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174),
+ X(190,206), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(198,206),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(182,186), X(190,194), X(198,202), X(206,210), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116),
+ X(116,180), X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116),
+ X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(196,212), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(188,196), X(204,212),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(16,144),
+ X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80),
+ X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160),
+ X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192),
+ X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(184,188),
+ X(192,196), X(200,204), X(208,212), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212)
+};
+M(213) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(25,41),
+ X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(137,153), X(169,185), X(9,17), X(25,33), X(41,49),
+ X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145), X(153,161),
+ X(169,177), X(185,193), X(201,209), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(5,133), X(69,197), X(5,69), X(133,197), X(37,101),
+ X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37), X(69,101),
+ X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,93),
+ X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61), X(93,125),
+ X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173), X(189,205),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133),
+ X(141,149), X(157,165), X(173,181), X(189,197), X(205,213), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(3,131), X(67,195), X(3,67),
+ X(131,195), X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195),
+ X(3,35), X(67,99), X(131,163), X(19,147), X(83,211), X(19,83), X(147,211),
+ X(51,115), X(115,179), X(51,115), X(51,83), X(115,147), X(179,211), X(19,51),
+ X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107),
+ X(107,171), X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(187,195),
+ X(203,211), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55),
+ X(87,119), X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(183,199), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111),
+ X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127),
+ X(159,191), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187),
+ X(191,195), X(199,203), X(207,211), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(207,209), X(211,213), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194),
+ X(2,34), X(66,98), X(130,162), X(18,146), X(82,210), X(18,82), X(146,210),
+ X(50,114), X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50),
+ X(82,114), X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(162,178), X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106),
+ X(106,170), X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106),
+ X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122),
+ X(26,58), X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138),
+ X(154,170), X(186,202), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154),
+ X(170,186), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(138,146), X(154,162), X(170,178), X(186,194),
+ X(202,210), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(178,186),
+ X(194,202), X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166),
+ X(38,102), X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166),
+ X(22,86), X(86,150), X(22,86), X(54,118), X(118,182), X(54,118), X(22,54),
+ X(86,118), X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166),
+ X(182,198), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174), X(46,110),
+ X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174), X(30,94),
+ X(94,158), X(30,94), X(62,126), X(126,190), X(62,126), X(30,62), X(94,126),
+ X(158,190), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(190,206),
+ X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126),
+ X(134,142), X(150,158), X(166,174), X(182,190), X(198,206), X(6,10), X(14,18),
+ X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82),
+ X(86,90), X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(174,178), X(182,186),
+ X(190,194), X(198,202), X(206,210), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100),
+ X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100),
+ X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116), X(116,180),
+ X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116), X(148,180),
+ X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(196,212),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172), X(44,108),
+ X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172), X(28,92),
+ X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60), X(92,124),
+ X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(188,204),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188), X(12,20),
+ X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(124,132),
+ X(140,148), X(156,164), X(172,180), X(188,196), X(204,212), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(180,188), X(196,204), X(8,136), X(72,200), X(8,72),
+ X(136,200), X(40,104), X(104,168), X(40,104), X(40,72), X(104,136), X(168,200),
+ X(8,40), X(72,104), X(136,168), X(24,88), X(88,152), X(24,88), X(56,120),
+ X(120,184), X(56,120), X(24,56), X(88,120), X(152,184), X(24,40), X(56,72),
+ X(88,104), X(120,136), X(152,168), X(184,200), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(168,184), X(16,144), X(80,208), X(16,80), X(144,208),
+ X(48,112), X(112,176), X(48,112), X(48,80), X(112,144), X(176,208), X(16,48),
+ X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128), X(128,192),
+ X(64,128), X(32,64), X(96,128), X(160,192), X(32,48), X(64,80), X(96,112),
+ X(128,144), X(160,176), X(192,208), X(16,32), X(48,64), X(80,96), X(112,128),
+ X(144,160), X(176,192), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44),
+ X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100),
+ X(104,108), X(112,116), X(120,124), X(128,132), X(136,140), X(144,148),
+ X(152,156), X(160,164), X(168,172), X(176,180), X(184,188), X(192,196),
+ X(200,204), X(208,212), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208), X(209,210), X(211,212)
+};
+M(214) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(25,41),
+ X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(137,153), X(169,185), X(9,17), X(25,33), X(41,49),
+ X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145), X(153,161),
+ X(169,177), X(185,193), X(201,209), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(5,133), X(69,197), X(5,69), X(133,197), X(37,101),
+ X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37), X(69,101),
+ X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,93),
+ X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61), X(93,125),
+ X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173), X(189,205),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133),
+ X(141,149), X(157,165), X(173,181), X(189,197), X(205,213), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(3,131), X(67,195), X(3,67),
+ X(131,195), X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195),
+ X(3,35), X(67,99), X(131,163), X(19,147), X(83,211), X(19,83), X(147,211),
+ X(51,115), X(115,179), X(51,115), X(51,83), X(115,147), X(179,211), X(19,51),
+ X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107),
+ X(107,171), X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(187,195),
+ X(203,211), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,87), X(87,151), X(23,87), X(55,119), X(119,183), X(55,119), X(23,55),
+ X(87,119), X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167),
+ X(183,199), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111),
+ X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95),
+ X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127),
+ X(159,191), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(7,11), X(15,19),
+ X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83),
+ X(87,91), X(95,99), X(103,107), X(111,115), X(119,123), X(127,131), X(135,139),
+ X(143,147), X(151,155), X(159,163), X(167,171), X(175,179), X(183,187),
+ X(191,195), X(199,203), X(207,211), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(207,209), X(211,213), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194),
+ X(2,34), X(66,98), X(130,162), X(18,146), X(82,210), X(18,82), X(146,210),
+ X(50,114), X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50),
+ X(82,114), X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(162,178), X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106),
+ X(106,170), X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106),
+ X(138,170), X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122),
+ X(26,58), X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138),
+ X(154,170), X(186,202), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154),
+ X(170,186), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(138,146), X(154,162), X(170,178), X(186,194),
+ X(202,210), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(178,186),
+ X(194,202), X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166),
+ X(38,102), X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166),
+ X(22,150), X(86,214), X(22,86), X(150,214), X(54,118), X(118,182), X(54,118),
+ X(54,86), X(118,150), X(182,214), X(22,54), X(86,118), X(150,182), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(14,142),
+ X(78,206), X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78),
+ X(110,142), X(174,206), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158),
+ X(30,94), X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150),
+ X(158,166), X(174,182), X(190,198), X(206,214), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(198,206), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116),
+ X(116,180), X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116),
+ X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(196,212), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(188,196), X(204,212),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(16,144),
+ X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80),
+ X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160),
+ X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192),
+ X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(184,188),
+ X(192,196), X(200,204), X(208,212), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(160,162),
+ X(164,166), X(168,170), X(172,174), X(176,178), X(180,182), X(184,186),
+ X(188,190), X(192,194), X(196,198), X(200,202), X(204,206), X(208,210),
+ X(212,214), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214)
+};
+M(215) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(25,41),
+ X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(137,153), X(169,185), X(9,17), X(25,33), X(41,49),
+ X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145), X(153,161),
+ X(169,177), X(185,193), X(201,209), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(5,133), X(69,197), X(5,69), X(133,197), X(37,101),
+ X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37), X(69,101),
+ X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,93),
+ X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61), X(93,125),
+ X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173), X(189,205),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133),
+ X(141,149), X(157,165), X(173,181), X(189,197), X(205,213), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(3,131), X(67,195), X(3,67),
+ X(131,195), X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195),
+ X(3,35), X(67,99), X(131,163), X(19,147), X(83,211), X(19,83), X(147,211),
+ X(51,115), X(115,179), X(51,115), X(51,83), X(115,147), X(179,211), X(19,51),
+ X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107),
+ X(107,171), X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(187,195),
+ X(203,211), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183), X(55,119),
+ X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215), X(15,143),
+ X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111), X(47,79),
+ X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159),
+ X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(167,175), X(183,191), X(199,207), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(211,215), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(205,207), X(209,211), X(213,215), X(2,130), X(66,194), X(2,66), X(130,194),
+ X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194), X(2,34),
+ X(66,98), X(130,162), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170),
+ X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58),
+ X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170),
+ X(186,202), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(138,146), X(154,162), X(170,178), X(186,194), X(202,210),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(194,202),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102),
+ X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,150),
+ X(86,214), X(22,86), X(150,214), X(54,118), X(118,182), X(54,118), X(54,86),
+ X(118,150), X(182,214), X(22,54), X(86,118), X(150,182), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(14,142), X(78,206),
+ X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142),
+ X(174,206), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(30,46),
+ X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(14,22), X(30,38), X(46,54),
+ X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(158,166),
+ X(174,182), X(190,198), X(206,214), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116),
+ X(116,180), X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116),
+ X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(196,212), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(188,196), X(204,212),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,88),
+ X(88,152), X(24,88), X(56,120), X(120,184), X(56,120), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(16,144),
+ X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80),
+ X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160),
+ X(32,96), X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192),
+ X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(184,188),
+ X(192,196), X(200,204), X(208,212), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(160,162),
+ X(164,166), X(168,170), X(172,174), X(176,178), X(180,182), X(184,186),
+ X(188,190), X(192,194), X(196,198), X(200,202), X(204,206), X(208,210),
+ X(212,214), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202), X(203,204), X(205,206), X(207,208), X(209,210),
+ X(211,212), X(213,214)
+};
+M(216) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,89), X(89,153), X(25,89),
+ X(57,121), X(121,185), X(57,121), X(25,57), X(89,121), X(153,185), X(25,41),
+ X(57,73), X(89,105), X(121,137), X(153,169), X(185,201), X(9,25), X(41,57),
+ X(73,89), X(105,121), X(137,153), X(169,185), X(9,17), X(25,33), X(41,49),
+ X(57,65), X(73,81), X(89,97), X(105,113), X(121,129), X(137,145), X(153,161),
+ X(169,177), X(185,193), X(201,209), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(5,133), X(69,197), X(5,69), X(133,197), X(37,101),
+ X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37), X(69,101),
+ X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,93),
+ X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61), X(93,125),
+ X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173), X(189,205),
+ X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(13,21),
+ X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133),
+ X(141,149), X(157,165), X(173,181), X(189,197), X(205,213), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(1,5), X(9,13), X(17,21),
+ X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85),
+ X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(3,131), X(67,195), X(3,67),
+ X(131,195), X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195),
+ X(3,35), X(67,99), X(131,163), X(19,147), X(83,211), X(19,83), X(147,211),
+ X(51,115), X(115,179), X(51,115), X(51,83), X(115,147), X(179,211), X(19,51),
+ X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107),
+ X(107,171), X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(187,195),
+ X(203,211), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183), X(55,119),
+ X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215), X(15,143),
+ X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111), X(47,79),
+ X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159),
+ X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(167,175), X(183,191), X(199,207), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(211,215), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(205,207), X(209,211), X(213,215), X(2,130), X(66,194), X(2,66), X(130,194),
+ X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194), X(2,34),
+ X(66,98), X(130,162), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170),
+ X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58),
+ X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170),
+ X(186,202), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(138,146), X(154,162), X(170,178), X(186,194), X(202,210),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(194,202),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102),
+ X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,150),
+ X(86,214), X(22,86), X(150,214), X(54,118), X(118,182), X(54,118), X(54,86),
+ X(118,150), X(182,214), X(22,54), X(86,118), X(150,182), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(14,142), X(78,206),
+ X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142),
+ X(174,206), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(30,46),
+ X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(14,22), X(30,38), X(46,54),
+ X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(158,166),
+ X(174,182), X(190,198), X(206,214), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116),
+ X(116,180), X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116),
+ X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(196,212), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(188,196), X(204,212),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,152),
+ X(88,216), X(24,88), X(152,216), X(56,120), X(120,184), X(56,120), X(56,88),
+ X(120,152), X(184,216), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(200,216), X(16,144), X(80,208),
+ X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80), X(112,144),
+ X(176,208), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96),
+ X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192), X(32,48),
+ X(64,80), X(96,112), X(128,144), X(160,176), X(192,208), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(192,200), X(208,216), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(154,156),
+ X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(178,180),
+ X(182,184), X(186,188), X(190,192), X(194,196), X(198,200), X(202,204),
+ X(206,208), X(210,212), X(214,216), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208), X(209,210), X(211,212),
+ X(213,214), X(215,216)
+};
+M(217) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89),
+ X(153,217), X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(201,217), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61),
+ X(93,125), X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(189,205), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117),
+ X(125,133), X(141,149), X(157,165), X(173,181), X(189,197), X(205,213),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(3,131), X(67,195), X(3,67),
+ X(131,195), X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195),
+ X(3,35), X(67,99), X(131,163), X(19,147), X(83,211), X(19,83), X(147,211),
+ X(51,115), X(115,179), X(51,115), X(51,83), X(115,147), X(179,211), X(19,51),
+ X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107),
+ X(107,171), X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(187,195),
+ X(203,211), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183), X(55,119),
+ X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215), X(15,143),
+ X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111), X(47,79),
+ X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159),
+ X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(167,175), X(183,191), X(199,207), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(211,215), X(3,5), X(7,9), X(11,13), X(15,17),
+ X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49),
+ X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81),
+ X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105), X(107,109),
+ X(111,113), X(115,117), X(119,121), X(123,125), X(127,129), X(131,133),
+ X(135,137), X(139,141), X(143,145), X(147,149), X(151,153), X(155,157),
+ X(159,161), X(163,165), X(167,169), X(171,173), X(175,177), X(179,181),
+ X(183,185), X(187,189), X(191,193), X(195,197), X(199,201), X(203,205),
+ X(207,209), X(211,213), X(215,217), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(205,207), X(209,211), X(213,215), X(2,130), X(66,194), X(2,66), X(130,194),
+ X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194), X(2,34),
+ X(66,98), X(130,162), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170),
+ X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170),
+ X(26,90), X(90,154), X(26,90), X(58,122), X(122,186), X(58,122), X(26,58),
+ X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170),
+ X(186,202), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(138,146), X(154,162), X(170,178), X(186,194), X(202,210),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(194,202),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102),
+ X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,150),
+ X(86,214), X(22,86), X(150,214), X(54,118), X(118,182), X(54,118), X(54,86),
+ X(118,150), X(182,214), X(22,54), X(86,118), X(150,182), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(14,142), X(78,206),
+ X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142),
+ X(174,206), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(30,46),
+ X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(14,22), X(30,38), X(46,54),
+ X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(158,166),
+ X(174,182), X(190,198), X(206,214), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116),
+ X(116,180), X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116),
+ X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(196,212), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(188,196), X(204,212),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,152),
+ X(88,216), X(24,88), X(152,216), X(56,120), X(120,184), X(56,120), X(56,88),
+ X(120,152), X(184,216), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(200,216), X(16,144), X(80,208),
+ X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80), X(112,144),
+ X(176,208), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96),
+ X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192), X(32,48),
+ X(64,80), X(96,112), X(128,144), X(160,176), X(192,208), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(192,200), X(208,216), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(154,156),
+ X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(178,180),
+ X(182,184), X(186,188), X(190,192), X(194,196), X(198,200), X(202,204),
+ X(206,208), X(210,212), X(214,216), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189),
+ X(190,191), X(192,193), X(194,195), X(196,197), X(198,199), X(200,201),
+ X(202,203), X(204,205), X(206,207), X(208,209), X(210,211), X(212,213),
+ X(214,215), X(216,217), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210), X(211,212), X(213,214),
+ X(215,216)
+};
+M(218) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89),
+ X(153,217), X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(201,217), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61),
+ X(93,125), X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(189,205), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117),
+ X(125,133), X(141,149), X(157,165), X(173,181), X(189,197), X(205,213),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(3,131), X(67,195), X(3,67),
+ X(131,195), X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195),
+ X(3,35), X(67,99), X(131,163), X(19,147), X(83,211), X(19,83), X(147,211),
+ X(51,115), X(115,179), X(51,115), X(51,83), X(115,147), X(179,211), X(19,51),
+ X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107),
+ X(107,171), X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107),
+ X(139,171), X(27,91), X(91,155), X(27,91), X(59,123), X(123,187), X(59,123),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(187,195),
+ X(203,211), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183), X(55,119),
+ X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215), X(15,143),
+ X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111), X(47,79),
+ X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159),
+ X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(167,175), X(183,191), X(199,207), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(211,215), X(3,5), X(7,9), X(11,13), X(15,17),
+ X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49),
+ X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81),
+ X(83,85), X(87,89), X(91,93), X(95,97), X(99,101), X(103,105), X(107,109),
+ X(111,113), X(115,117), X(119,121), X(123,125), X(127,129), X(131,133),
+ X(135,137), X(139,141), X(143,145), X(147,149), X(151,153), X(155,157),
+ X(159,161), X(163,165), X(167,169), X(171,173), X(175,177), X(179,181),
+ X(183,185), X(187,189), X(191,193), X(195,197), X(199,201), X(203,205),
+ X(207,209), X(211,213), X(215,217), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(205,207), X(209,211), X(213,215), X(2,130), X(66,194), X(2,66), X(130,194),
+ X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194), X(2,34),
+ X(66,98), X(130,162), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170),
+ X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170),
+ X(26,154), X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122),
+ X(58,90), X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122),
+ X(130,138), X(146,154), X(162,170), X(178,186), X(194,202), X(210,218),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102),
+ X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,150),
+ X(86,214), X(22,86), X(150,214), X(54,118), X(118,182), X(54,118), X(54,86),
+ X(118,150), X(182,214), X(22,54), X(86,118), X(150,182), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(14,142), X(78,206),
+ X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142),
+ X(174,206), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158), X(30,94),
+ X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190), X(30,46),
+ X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(14,22), X(30,38), X(46,54),
+ X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(158,166),
+ X(174,182), X(190,198), X(206,214), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194),
+ X(198,202), X(206,210), X(214,218), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116),
+ X(116,180), X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116),
+ X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(196,212), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(188,196), X(204,212),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,152),
+ X(88,216), X(24,88), X(152,216), X(56,120), X(120,184), X(56,120), X(56,88),
+ X(120,152), X(184,216), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(200,216), X(16,144), X(80,208),
+ X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80), X(112,144),
+ X(176,208), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96),
+ X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192), X(32,48),
+ X(64,80), X(96,112), X(128,144), X(160,176), X(192,208), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(192,200), X(208,216), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158),
+ X(160,162), X(164,166), X(168,170), X(172,174), X(176,178), X(180,182),
+ X(184,186), X(188,190), X(192,194), X(196,198), X(200,202), X(204,206),
+ X(208,210), X(212,214), X(216,218), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(154,156),
+ X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(178,180),
+ X(182,184), X(186,188), X(190,192), X(194,196), X(198,200), X(202,204),
+ X(206,208), X(210,212), X(214,216), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208), X(209,210), X(211,212),
+ X(213,214), X(215,216), X(217,218)
+};
+M(219) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89),
+ X(153,217), X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(201,217), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61),
+ X(93,125), X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(189,205), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117),
+ X(125,133), X(141,149), X(157,165), X(173,181), X(189,197), X(205,213),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(3,131), X(67,195), X(3,67),
+ X(131,195), X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195),
+ X(3,35), X(67,99), X(131,163), X(19,147), X(83,211), X(19,83), X(147,211),
+ X(51,115), X(115,179), X(51,115), X(51,83), X(115,147), X(179,211), X(19,51),
+ X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107),
+ X(107,171), X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107),
+ X(139,171), X(27,155), X(91,219), X(27,91), X(155,219), X(59,123), X(123,187),
+ X(59,123), X(59,91), X(123,155), X(187,219), X(27,59), X(91,123), X(155,187),
+ X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(203,219),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(195,203),
+ X(211,219), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183), X(55,119),
+ X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215), X(15,143),
+ X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111), X(47,79),
+ X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159),
+ X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(167,175), X(183,191), X(199,207), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(119,123), X(127,131), X(135,139), X(143,147),
+ X(151,155), X(159,163), X(167,171), X(175,179), X(183,187), X(191,195),
+ X(199,203), X(207,211), X(215,219), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(211,215), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(205,207), X(209,211), X(213,215), X(217,219), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194),
+ X(2,34), X(66,98), X(130,162), X(18,146), X(82,210), X(18,82), X(146,210),
+ X(50,114), X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50),
+ X(82,114), X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(162,178), X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106),
+ X(106,170), X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106),
+ X(138,170), X(26,154), X(90,218), X(26,90), X(154,218), X(58,122), X(122,186),
+ X(58,122), X(58,90), X(122,154), X(186,218), X(26,58), X(90,122), X(154,186),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(202,218),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(194,202),
+ X(210,218), X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166),
+ X(38,102), X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166),
+ X(22,150), X(86,214), X(22,86), X(150,214), X(54,118), X(118,182), X(54,118),
+ X(54,86), X(118,150), X(182,214), X(22,54), X(86,118), X(150,182), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(14,142),
+ X(78,206), X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78),
+ X(110,142), X(174,206), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158),
+ X(30,94), X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150),
+ X(158,166), X(174,182), X(190,198), X(206,214), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(198,206), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194),
+ X(198,202), X(206,210), X(214,218), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116),
+ X(116,180), X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116),
+ X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(196,212), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,92), X(92,156), X(28,92), X(60,124), X(124,188), X(60,124), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100), X(108,116),
+ X(124,132), X(140,148), X(156,164), X(172,180), X(188,196), X(204,212),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,152),
+ X(88,216), X(24,88), X(152,216), X(56,120), X(120,184), X(56,120), X(56,88),
+ X(120,152), X(184,216), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(200,216), X(16,144), X(80,208),
+ X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80), X(112,144),
+ X(176,208), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96),
+ X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192), X(32,48),
+ X(64,80), X(96,112), X(128,144), X(160,176), X(192,208), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(192,200), X(208,216), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158),
+ X(160,162), X(164,166), X(168,170), X(172,174), X(176,178), X(180,182),
+ X(184,186), X(188,190), X(192,194), X(196,198), X(200,202), X(204,206),
+ X(208,210), X(212,214), X(216,218), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(154,156),
+ X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(178,180),
+ X(182,184), X(186,188), X(190,192), X(194,196), X(198,200), X(202,204),
+ X(206,208), X(210,212), X(214,216), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189),
+ X(190,191), X(192,193), X(194,195), X(196,197), X(198,199), X(200,201),
+ X(202,203), X(204,205), X(206,207), X(208,209), X(210,211), X(212,213),
+ X(214,215), X(216,217), X(218,219), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208), X(209,210), X(211,212),
+ X(213,214), X(215,216), X(217,218)
+};
+M(220) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89),
+ X(153,217), X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(201,217), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,93), X(93,157), X(29,93), X(61,125), X(125,189), X(61,125), X(29,61),
+ X(93,125), X(157,189), X(29,45), X(61,77), X(93,109), X(125,141), X(157,173),
+ X(189,205), X(13,29), X(45,61), X(77,93), X(109,125), X(141,157), X(173,189),
+ X(13,21), X(29,37), X(45,53), X(61,69), X(77,85), X(93,101), X(109,117),
+ X(125,133), X(141,149), X(157,165), X(173,181), X(189,197), X(205,213),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(3,131), X(67,195), X(3,67),
+ X(131,195), X(35,99), X(99,163), X(35,99), X(35,67), X(99,131), X(163,195),
+ X(3,35), X(67,99), X(131,163), X(19,147), X(83,211), X(19,83), X(147,211),
+ X(51,115), X(115,179), X(51,115), X(51,83), X(115,147), X(179,211), X(19,51),
+ X(83,115), X(147,179), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(11,139), X(75,203), X(11,75), X(139,203), X(43,107),
+ X(107,171), X(43,107), X(43,75), X(107,139), X(171,203), X(11,43), X(75,107),
+ X(139,171), X(27,155), X(91,219), X(27,91), X(155,219), X(59,123), X(123,187),
+ X(59,123), X(59,91), X(123,155), X(187,219), X(27,59), X(91,123), X(155,187),
+ X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(203,219),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(195,203),
+ X(211,219), X(7,135), X(71,199), X(7,71), X(135,199), X(39,103), X(103,167),
+ X(39,103), X(39,71), X(103,135), X(167,199), X(7,39), X(71,103), X(135,167),
+ X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183), X(55,119),
+ X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215), X(15,143),
+ X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111), X(47,79),
+ X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,95), X(95,159),
+ X(31,95), X(63,127), X(127,191), X(63,127), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(167,175), X(183,191), X(199,207), X(7,11), X(15,19), X(23,27), X(31,35),
+ X(39,43), X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(119,123), X(127,131), X(135,139), X(143,147),
+ X(151,155), X(159,163), X(167,171), X(175,179), X(183,187), X(191,195),
+ X(199,203), X(207,211), X(215,219), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(211,215), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(205,207), X(209,211), X(213,215), X(217,219), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194),
+ X(2,34), X(66,98), X(130,162), X(18,146), X(82,210), X(18,82), X(146,210),
+ X(50,114), X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50),
+ X(82,114), X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(162,178), X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106),
+ X(106,170), X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106),
+ X(138,170), X(26,154), X(90,218), X(26,90), X(154,218), X(58,122), X(122,186),
+ X(58,122), X(58,90), X(122,154), X(186,218), X(26,58), X(90,122), X(154,186),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(202,218),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(194,202),
+ X(210,218), X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166),
+ X(38,102), X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166),
+ X(22,150), X(86,214), X(22,86), X(150,214), X(54,118), X(118,182), X(54,118),
+ X(54,86), X(118,150), X(182,214), X(22,54), X(86,118), X(150,182), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(14,142),
+ X(78,206), X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78),
+ X(110,142), X(174,206), X(14,46), X(78,110), X(142,174), X(30,94), X(94,158),
+ X(30,94), X(62,126), X(126,190), X(62,126), X(30,62), X(94,126), X(158,190),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150),
+ X(158,166), X(174,182), X(190,198), X(206,214), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(198,206), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194),
+ X(198,202), X(206,210), X(214,218), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36),
+ X(68,100), X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116),
+ X(116,180), X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116),
+ X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180),
+ X(196,212), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172),
+ X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172),
+ X(28,156), X(92,220), X(28,92), X(156,220), X(60,124), X(124,188), X(60,124),
+ X(60,92), X(124,156), X(188,220), X(28,60), X(92,124), X(156,188), X(12,28),
+ X(44,60), X(76,92), X(108,124), X(140,156), X(172,188), X(204,220), X(4,12),
+ X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124),
+ X(132,140), X(148,156), X(164,172), X(180,188), X(196,204), X(212,220),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104),
+ X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,152),
+ X(88,216), X(24,88), X(152,216), X(56,120), X(120,184), X(56,120), X(56,88),
+ X(120,152), X(184,216), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56),
+ X(72,88), X(104,120), X(136,152), X(168,184), X(200,216), X(16,144), X(80,208),
+ X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80), X(112,144),
+ X(176,208), X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96),
+ X(64,128), X(128,192), X(64,128), X(32,64), X(96,128), X(160,192), X(32,48),
+ X(64,80), X(96,112), X(128,144), X(160,176), X(192,208), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(16,24), X(32,40), X(48,56),
+ X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(192,200), X(208,216), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44),
+ X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100),
+ X(104,108), X(112,116), X(120,124), X(128,132), X(136,140), X(144,148),
+ X(152,156), X(160,164), X(168,172), X(176,180), X(184,188), X(192,196),
+ X(200,204), X(208,212), X(216,220), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(154,156),
+ X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(178,180),
+ X(182,184), X(186,188), X(190,192), X(194,196), X(198,200), X(202,204),
+ X(206,208), X(210,212), X(214,216), X(218,220), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202), X(203,204), X(205,206), X(207,208), X(209,210),
+ X(211,212), X(213,214), X(215,216), X(217,218), X(219,220)
+};
+M(221) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89),
+ X(153,217), X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(201,217), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,157), X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125),
+ X(61,93), X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,99), X(99,163), X(35,99),
+ X(35,67), X(99,131), X(163,195), X(3,35), X(67,99), X(131,163), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139),
+ X(171,203), X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63),
+ X(95,127), X(159,191), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175),
+ X(191,207), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191),
+ X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119),
+ X(127,135), X(143,151), X(159,167), X(175,183), X(191,199), X(207,215),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(207,211), X(215,219), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(203,207), X(211,215), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(147,149),
+ X(151,153), X(155,157), X(159,161), X(163,165), X(167,169), X(171,173),
+ X(175,177), X(179,181), X(183,185), X(187,189), X(191,193), X(195,197),
+ X(199,201), X(203,205), X(207,209), X(211,213), X(215,217), X(219,221), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98),
+ X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,146),
+ X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114), X(50,82),
+ X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138), X(74,202),
+ X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74), X(106,138),
+ X(170,202), X(10,42), X(74,106), X(138,170), X(26,154), X(90,218), X(26,90),
+ X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154), X(186,218),
+ X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(170,186), X(202,218), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(6,134), X(70,198), X(6,70), X(134,198),
+ X(38,102), X(102,166), X(38,102), X(38,70), X(102,134), X(166,198), X(6,38),
+ X(70,102), X(134,166), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118),
+ X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118),
+ X(150,182), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174),
+ X(46,110), X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174),
+ X(30,94), X(94,158), X(30,94), X(62,126), X(126,190), X(62,126), X(30,62),
+ X(94,126), X(158,190), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174),
+ X(190,206), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190),
+ X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118),
+ X(126,134), X(142,150), X(158,166), X(174,182), X(190,198), X(206,214),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(198,206),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(182,186), X(190,194), X(198,202), X(206,210), X(214,218), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(194,198), X(202,206), X(210,214), X(4,132),
+ X(68,196), X(4,68), X(132,196), X(36,100), X(100,164), X(36,100), X(36,68),
+ X(100,132), X(164,196), X(4,36), X(68,100), X(132,164), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,108), X(108,172), X(44,108), X(44,76), X(108,140), X(172,204),
+ X(12,44), X(76,108), X(140,172), X(28,156), X(92,220), X(28,92), X(156,220),
+ X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60),
+ X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(204,220), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,104), X(104,168), X(40,104), X(40,72), X(104,136), X(168,200), X(8,40),
+ X(72,104), X(136,168), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176),
+ X(48,112), X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176),
+ X(32,96), X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64),
+ X(96,128), X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176),
+ X(192,208), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120),
+ X(128,136), X(144,152), X(160,168), X(176,184), X(192,200), X(208,216),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(200,208),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(144,148), X(152,156), X(160,164), X(168,172),
+ X(176,180), X(184,188), X(192,196), X(200,204), X(208,212), X(216,220), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(172,176),
+ X(180,184), X(188,192), X(196,200), X(204,208), X(212,216), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(202,204), X(206,208), X(210,212), X(214,216), X(218,220), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200), X(201,202), X(203,204),
+ X(205,206), X(207,208), X(209,210), X(211,212), X(213,214), X(215,216),
+ X(217,218), X(219,220)
+};
+M(222) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89),
+ X(153,217), X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(201,217), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,157), X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125),
+ X(61,93), X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,99), X(99,163), X(35,99),
+ X(35,67), X(99,131), X(163,195), X(3,35), X(67,99), X(131,163), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139),
+ X(171,203), X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,95), X(95,159), X(31,95), X(63,127), X(127,191), X(63,127), X(31,63),
+ X(95,127), X(159,191), X(31,47), X(63,79), X(95,111), X(127,143), X(159,175),
+ X(191,207), X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191),
+ X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119),
+ X(127,135), X(143,151), X(159,167), X(175,183), X(191,199), X(207,215),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(207,211), X(215,219), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(203,207), X(211,215), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(147,149),
+ X(151,153), X(155,157), X(159,161), X(163,165), X(167,169), X(171,173),
+ X(175,177), X(179,181), X(183,185), X(187,189), X(191,193), X(195,197),
+ X(199,201), X(203,205), X(207,209), X(211,213), X(215,217), X(219,221), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162), X(34,98),
+ X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162), X(18,146),
+ X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114), X(50,82),
+ X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138), X(74,202),
+ X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74), X(106,138),
+ X(170,202), X(10,42), X(74,106), X(138,170), X(26,154), X(90,218), X(26,90),
+ X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154), X(186,218),
+ X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(170,186), X(202,218), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(6,134), X(70,198), X(6,70), X(134,198),
+ X(38,102), X(102,166), X(38,102), X(38,70), X(102,134), X(166,198), X(6,38),
+ X(70,102), X(134,166), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118),
+ X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118),
+ X(150,182), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174),
+ X(46,110), X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174),
+ X(30,158), X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126),
+ X(62,94), X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126),
+ X(134,142), X(150,158), X(166,174), X(182,190), X(198,206), X(214,222), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(194,198), X(202,206), X(210,214), X(218,222),
+ X(4,132), X(68,196), X(4,68), X(132,196), X(36,100), X(100,164), X(36,100),
+ X(36,68), X(100,132), X(164,196), X(4,36), X(68,100), X(132,164), X(20,148),
+ X(84,212), X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84),
+ X(116,148), X(180,212), X(20,52), X(84,116), X(148,180), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204),
+ X(12,76), X(140,204), X(44,108), X(108,172), X(44,108), X(44,76), X(108,140),
+ X(172,204), X(12,44), X(76,108), X(140,172), X(28,156), X(92,220), X(28,92),
+ X(156,220), X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220),
+ X(28,60), X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(140,156), X(172,188), X(204,220), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,104), X(104,168), X(40,104), X(40,72), X(104,136), X(168,200), X(8,40),
+ X(72,104), X(136,168), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176),
+ X(48,112), X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176),
+ X(32,96), X(96,160), X(32,96), X(64,128), X(128,192), X(64,128), X(32,64),
+ X(96,128), X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176),
+ X(192,208), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120),
+ X(128,136), X(144,152), X(160,168), X(176,184), X(192,200), X(208,216),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(200,208),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(144,148), X(152,156), X(160,164), X(168,172),
+ X(176,180), X(184,188), X(192,196), X(200,204), X(208,212), X(216,220), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(172,176),
+ X(180,184), X(188,192), X(196,200), X(204,208), X(212,216), X(4,6), X(8,10),
+ X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42),
+ X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74),
+ X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102),
+ X(104,106), X(108,110), X(112,114), X(116,118), X(120,122), X(124,126),
+ X(128,130), X(132,134), X(136,138), X(140,142), X(144,146), X(148,150),
+ X(152,154), X(156,158), X(160,162), X(164,166), X(168,170), X(172,174),
+ X(176,178), X(180,182), X(184,186), X(188,190), X(192,194), X(196,198),
+ X(200,202), X(204,206), X(208,210), X(212,214), X(216,218), X(220,222), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(166,168),
+ X(170,172), X(174,176), X(178,180), X(182,184), X(186,188), X(190,192),
+ X(194,196), X(198,200), X(202,204), X(206,208), X(210,212), X(214,216),
+ X(218,220), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200), X(201,202), X(203,204),
+ X(205,206), X(207,208), X(209,210), X(211,212), X(213,214), X(215,216),
+ X(217,218), X(219,220), X(221,222)
+};
+M(223) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89),
+ X(153,217), X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(201,217), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,157), X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125),
+ X(61,93), X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,99), X(99,163), X(35,99),
+ X(35,67), X(99,131), X(163,195), X(3,35), X(67,99), X(131,163), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139),
+ X(171,203), X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(221,223), X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162),
+ X(34,98), X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162),
+ X(18,146), X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114),
+ X(50,82), X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138),
+ X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74),
+ X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,154), X(90,218),
+ X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154),
+ X(186,218), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(202,218), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(178,186), X(194,202), X(210,218), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,102), X(102,166), X(38,102), X(38,70), X(102,134), X(166,198),
+ X(6,38), X(70,102), X(134,166), X(22,150), X(86,214), X(22,86), X(150,214),
+ X(54,118), X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54),
+ X(86,118), X(150,182), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(166,182), X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,110),
+ X(110,174), X(46,110), X(46,78), X(110,142), X(174,206), X(14,46), X(78,110),
+ X(142,174), X(30,158), X(94,222), X(30,94), X(158,222), X(62,126), X(126,190),
+ X(62,126), X(62,94), X(126,158), X(190,222), X(30,62), X(94,126), X(158,190),
+ X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(206,222),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(198,206),
+ X(214,222), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(170,174), X(178,182), X(186,190), X(194,198), X(202,206),
+ X(210,214), X(218,222), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100),
+ X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100),
+ X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116), X(116,180),
+ X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116), X(148,180),
+ X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(196,212),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172), X(44,108),
+ X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172), X(28,156),
+ X(92,220), X(28,92), X(156,220), X(60,124), X(124,188), X(60,124), X(60,92),
+ X(124,156), X(188,220), X(28,60), X(92,124), X(156,188), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(172,188), X(204,220), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(180,188), X(196,204), X(212,220), X(8,136),
+ X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104), X(40,72),
+ X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,120), X(120,184), X(56,120), X(56,88), X(120,152),
+ X(184,216), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(168,184), X(200,216), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,112), X(112,176), X(48,112), X(48,80), X(112,144), X(176,208),
+ X(16,48), X(80,112), X(144,176), X(32,96), X(96,160), X(32,96), X(64,128),
+ X(128,192), X(64,128), X(32,64), X(96,128), X(160,192), X(32,48), X(64,80),
+ X(96,112), X(128,144), X(160,176), X(192,208), X(16,32), X(48,64), X(80,96),
+ X(112,128), X(144,160), X(176,192), X(16,24), X(32,40), X(48,56), X(64,72),
+ X(80,88), X(96,104), X(112,120), X(128,136), X(144,152), X(160,168),
+ X(176,184), X(192,200), X(208,216), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44),
+ X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100),
+ X(104,108), X(112,116), X(120,124), X(128,132), X(136,140), X(144,148),
+ X(152,156), X(160,164), X(168,172), X(176,180), X(184,188), X(192,196),
+ X(200,204), X(208,212), X(216,220), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158),
+ X(160,162), X(164,166), X(168,170), X(172,174), X(176,178), X(180,182),
+ X(184,186), X(188,190), X(192,194), X(196,198), X(200,202), X(204,206),
+ X(208,210), X(212,214), X(216,218), X(220,222), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176),
+ X(178,180), X(182,184), X(186,188), X(190,192), X(194,196), X(198,200),
+ X(202,204), X(206,208), X(210,212), X(214,216), X(218,220), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210), X(211,212), X(213,214),
+ X(215,216), X(217,218), X(219,220), X(221,222)
+};
+M(224) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,97), X(97,161), X(33,97),
+ X(33,65), X(97,129), X(161,193), X(1,33), X(65,97), X(129,161), X(17,145),
+ X(81,209), X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81),
+ X(113,145), X(177,209), X(17,49), X(81,113), X(145,177), X(1,17), X(33,49),
+ X(65,81), X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201),
+ X(9,73), X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137),
+ X(169,201), X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89),
+ X(153,217), X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217),
+ X(25,57), X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121),
+ X(137,153), X(169,185), X(201,217), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,157), X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125),
+ X(61,93), X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,99), X(99,163), X(35,99),
+ X(35,67), X(99,131), X(163,195), X(3,35), X(67,99), X(131,163), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139),
+ X(171,203), X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(221,223), X(2,130), X(66,194), X(2,66), X(130,194), X(34,98), X(98,162),
+ X(34,98), X(34,66), X(98,130), X(162,194), X(2,34), X(66,98), X(130,162),
+ X(18,146), X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114),
+ X(50,82), X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138),
+ X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74),
+ X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,154), X(90,218),
+ X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154),
+ X(186,218), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(202,218), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(178,186), X(194,202), X(210,218), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,102), X(102,166), X(38,102), X(38,70), X(102,134), X(166,198),
+ X(6,38), X(70,102), X(134,166), X(22,150), X(86,214), X(22,86), X(150,214),
+ X(54,118), X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54),
+ X(86,118), X(150,182), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(166,182), X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,110),
+ X(110,174), X(46,110), X(46,78), X(110,142), X(174,206), X(14,46), X(78,110),
+ X(142,174), X(30,158), X(94,222), X(30,94), X(158,222), X(62,126), X(126,190),
+ X(62,126), X(62,94), X(126,158), X(190,222), X(30,62), X(94,126), X(158,190),
+ X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(206,222),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(198,206),
+ X(214,222), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(170,174), X(178,182), X(186,190), X(194,198), X(202,206),
+ X(210,214), X(218,222), X(4,132), X(68,196), X(4,68), X(132,196), X(36,100),
+ X(100,164), X(36,100), X(36,68), X(100,132), X(164,196), X(4,36), X(68,100),
+ X(132,164), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116), X(116,180),
+ X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116), X(148,180),
+ X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(196,212),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172), X(44,108),
+ X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172), X(28,156),
+ X(92,220), X(28,92), X(156,220), X(60,124), X(124,188), X(60,124), X(60,92),
+ X(124,156), X(188,220), X(28,60), X(92,124), X(156,188), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(172,188), X(204,220), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(180,188), X(196,204), X(212,220), X(8,136),
+ X(72,200), X(8,72), X(136,200), X(40,104), X(104,168), X(40,104), X(40,72),
+ X(104,136), X(168,200), X(8,40), X(72,104), X(136,168), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,120), X(120,184), X(56,120), X(56,88), X(120,152),
+ X(184,216), X(24,56), X(88,120), X(152,184), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(168,184), X(200,216), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,112), X(112,176), X(48,112), X(48,80), X(112,144), X(176,208),
+ X(16,48), X(80,112), X(144,176), X(32,160), X(96,224), X(32,96), X(160,224),
+ X(64,128), X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64),
+ X(96,128), X(160,192), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160),
+ X(176,192), X(208,224), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(216,224), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(220,224), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176),
+ X(178,180), X(182,184), X(186,188), X(190,192), X(194,196), X(198,200),
+ X(202,204), X(206,208), X(210,212), X(214,216), X(218,220), X(222,224), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214), X(215,216), X(217,218),
+ X(219,220), X(221,222), X(223,224)
+};
+M(225) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137), X(169,201),
+ X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89), X(153,217),
+ X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57),
+ X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153),
+ X(169,185), X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(201,209), X(217,225), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,157), X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125),
+ X(61,93), X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(221,225), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,99), X(99,163), X(35,99),
+ X(35,67), X(99,131), X(163,195), X(3,35), X(67,99), X(131,163), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139),
+ X(171,203), X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145),
+ X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(167,169),
+ X(171,173), X(175,177), X(179,181), X(183,185), X(187,189), X(191,193),
+ X(195,197), X(199,201), X(203,205), X(207,209), X(211,213), X(215,217),
+ X(219,221), X(223,225), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(2,130), X(66,194), X(2,66), X(130,194),
+ X(34,98), X(98,162), X(34,98), X(34,66), X(98,130), X(162,194), X(2,34),
+ X(66,98), X(130,162), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170),
+ X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170),
+ X(26,154), X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122),
+ X(58,90), X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(2,10),
+ X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122),
+ X(130,138), X(146,154), X(162,170), X(178,186), X(194,202), X(210,218),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102),
+ X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,150),
+ X(86,214), X(22,86), X(150,214), X(54,118), X(118,182), X(54,118), X(54,86),
+ X(118,150), X(182,214), X(22,54), X(86,118), X(150,182), X(6,22), X(38,54),
+ X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(14,142), X(78,206),
+ X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142),
+ X(174,206), X(14,46), X(78,110), X(142,174), X(30,158), X(94,222), X(30,94),
+ X(158,222), X(62,126), X(126,190), X(62,126), X(62,94), X(126,158), X(190,222),
+ X(30,62), X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(174,190), X(206,222), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(218,222), X(4,132), X(68,196), X(4,68),
+ X(132,196), X(36,100), X(100,164), X(36,100), X(36,68), X(100,132), X(164,196),
+ X(4,36), X(68,100), X(132,164), X(20,148), X(84,212), X(20,84), X(148,212),
+ X(52,116), X(116,180), X(52,116), X(52,84), X(116,148), X(180,212), X(20,52),
+ X(84,116), X(148,180), X(4,20), X(36,52), X(68,84), X(100,116), X(132,148),
+ X(164,180), X(196,212), X(12,140), X(76,204), X(12,76), X(140,204), X(44,108),
+ X(108,172), X(44,108), X(44,76), X(108,140), X(172,204), X(12,44), X(76,108),
+ X(140,172), X(28,156), X(92,220), X(28,92), X(156,220), X(60,124), X(124,188),
+ X(60,124), X(60,92), X(124,156), X(188,220), X(28,60), X(92,124), X(156,188),
+ X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188), X(204,220),
+ X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92), X(100,108),
+ X(116,124), X(132,140), X(148,156), X(164,172), X(180,188), X(196,204),
+ X(212,220), X(8,136), X(72,200), X(8,72), X(136,200), X(40,104), X(104,168),
+ X(40,104), X(40,72), X(104,136), X(168,200), X(8,40), X(72,104), X(136,168),
+ X(24,152), X(88,216), X(24,88), X(152,216), X(56,120), X(120,184), X(56,120),
+ X(56,88), X(120,152), X(184,216), X(24,56), X(88,120), X(152,184), X(8,24),
+ X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(200,216), X(16,144),
+ X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112), X(48,80),
+ X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,160), X(96,224),
+ X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96), X(128,160),
+ X(192,224), X(32,64), X(96,128), X(160,192), X(16,32), X(48,64), X(80,96),
+ X(112,128), X(144,160), X(176,192), X(208,224), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160),
+ X(168,176), X(184,192), X(200,208), X(216,224), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(202,204), X(206,208), X(210,212), X(214,216), X(218,220),
+ X(222,224), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(150,151), X(152,153), X(154,155), X(156,157),
+ X(158,159), X(160,161), X(162,163), X(164,165), X(166,167), X(168,169),
+ X(170,171), X(172,173), X(174,175), X(176,177), X(178,179), X(180,181),
+ X(182,183), X(184,185), X(186,187), X(188,189), X(190,191), X(192,193),
+ X(194,195), X(196,197), X(198,199), X(200,201), X(202,203), X(204,205),
+ X(206,207), X(208,209), X(210,211), X(212,213), X(214,215), X(216,217),
+ X(218,219), X(220,221), X(222,223), X(224,225), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202), X(203,204), X(205,206), X(207,208), X(209,210),
+ X(211,212), X(213,214), X(215,216), X(217,218), X(219,220), X(221,222),
+ X(223,224)
+};
+M(226) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137), X(169,201),
+ X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89), X(153,217),
+ X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57),
+ X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153),
+ X(169,185), X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(201,209), X(217,225), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,157), X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125),
+ X(61,93), X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(221,225), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,99), X(99,163), X(35,99),
+ X(35,67), X(99,131), X(163,195), X(3,35), X(67,99), X(131,163), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139),
+ X(171,203), X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145),
+ X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(167,169),
+ X(171,173), X(175,177), X(179,181), X(183,185), X(187,189), X(191,193),
+ X(195,197), X(199,201), X(203,205), X(207,209), X(211,213), X(215,217),
+ X(219,221), X(223,225), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(2,130), X(66,194), X(2,66), X(130,194),
+ X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98), X(130,162),
+ X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114), X(114,178),
+ X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114), X(146,178),
+ X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194), X(210,226),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210),
+ X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106),
+ X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,154),
+ X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90),
+ X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146),
+ X(154,162), X(170,178), X(186,194), X(202,210), X(218,226), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(6,134),
+ X(70,198), X(6,70), X(134,198), X(38,102), X(102,166), X(38,102), X(38,70),
+ X(102,134), X(166,198), X(6,38), X(70,102), X(134,166), X(22,150), X(86,214),
+ X(22,86), X(150,214), X(54,118), X(118,182), X(54,118), X(54,86), X(118,150),
+ X(182,214), X(22,54), X(86,118), X(150,182), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(198,214), X(14,142), X(78,206), X(14,78),
+ X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142), X(174,206),
+ X(14,46), X(78,110), X(142,174), X(30,158), X(94,222), X(30,94), X(158,222),
+ X(62,126), X(126,190), X(62,126), X(62,94), X(126,158), X(190,222), X(30,62),
+ X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(174,190), X(206,222), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194),
+ X(198,202), X(206,210), X(214,218), X(222,226), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(4,132),
+ X(68,196), X(4,68), X(132,196), X(36,100), X(100,164), X(36,100), X(36,68),
+ X(100,132), X(164,196), X(4,36), X(68,100), X(132,164), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,108), X(108,172), X(44,108), X(44,76), X(108,140), X(172,204),
+ X(12,44), X(76,108), X(140,172), X(28,156), X(92,220), X(28,92), X(156,220),
+ X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60),
+ X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(204,220), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,104), X(104,168), X(40,104), X(40,72), X(104,136), X(168,200), X(8,40),
+ X(72,104), X(136,168), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176),
+ X(48,112), X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176),
+ X(32,160), X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128),
+ X(64,96), X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(172,176),
+ X(180,184), X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170),
+ X(172,174), X(176,178), X(180,182), X(184,186), X(188,190), X(192,194),
+ X(196,198), X(200,202), X(204,206), X(208,210), X(212,214), X(216,218),
+ X(220,222), X(224,226), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208), X(209,210), X(211,212),
+ X(213,214), X(215,216), X(217,218), X(219,220), X(221,222), X(223,224),
+ X(225,226)
+};
+M(227) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137), X(169,201),
+ X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89), X(153,217),
+ X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57),
+ X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153),
+ X(169,185), X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(201,209), X(217,225), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,157), X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125),
+ X(61,93), X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(221,225), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83), X(115,147),
+ X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139), X(171,203),
+ X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(215,223),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(207,211), X(215,219),
+ X(223,227), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(195,199), X(203,207),
+ X(211,215), X(219,223), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98),
+ X(130,162), X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194),
+ X(210,226), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170),
+ X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170),
+ X(26,154), X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122),
+ X(58,90), X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(10,18),
+ X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130),
+ X(138,146), X(154,162), X(170,178), X(186,194), X(202,210), X(218,226),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(194,202),
+ X(210,218), X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166),
+ X(38,102), X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166),
+ X(22,150), X(86,214), X(22,86), X(150,214), X(54,118), X(118,182), X(54,118),
+ X(54,86), X(118,150), X(182,214), X(22,54), X(86,118), X(150,182), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(14,142),
+ X(78,206), X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78),
+ X(110,142), X(174,206), X(14,46), X(78,110), X(142,174), X(30,158), X(94,222),
+ X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94), X(126,158),
+ X(190,222), X(30,62), X(94,126), X(158,190), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(142,158), X(174,190), X(206,222), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(198,206), X(214,222), X(6,10), X(14,18), X(22,26),
+ X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90),
+ X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(174,178), X(182,186),
+ X(190,194), X(198,202), X(206,210), X(214,218), X(222,226), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(4,132),
+ X(68,196), X(4,68), X(132,196), X(36,100), X(100,164), X(36,100), X(36,68),
+ X(100,132), X(164,196), X(4,36), X(68,100), X(132,164), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,108), X(108,172), X(44,108), X(44,76), X(108,140), X(172,204),
+ X(12,44), X(76,108), X(140,172), X(28,156), X(92,220), X(28,92), X(156,220),
+ X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60),
+ X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(204,220), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,104), X(104,168), X(40,104), X(40,72), X(104,136), X(168,200), X(8,40),
+ X(72,104), X(136,168), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176),
+ X(48,112), X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176),
+ X(32,160), X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128),
+ X(64,96), X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(172,176),
+ X(180,184), X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170),
+ X(172,174), X(176,178), X(180,182), X(184,186), X(188,190), X(192,194),
+ X(196,198), X(200,202), X(204,206), X(208,210), X(212,214), X(216,218),
+ X(220,222), X(224,226), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189),
+ X(190,191), X(192,193), X(194,195), X(196,197), X(198,199), X(200,201),
+ X(202,203), X(204,205), X(206,207), X(208,209), X(210,211), X(212,213),
+ X(214,215), X(216,217), X(218,219), X(220,221), X(222,223), X(224,225),
+ X(226,227), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200), X(201,202), X(203,204),
+ X(205,206), X(207,208), X(209,210), X(211,212), X(213,214), X(215,216),
+ X(217,218), X(219,220), X(221,222), X(223,224), X(225,226)
+};
+M(228) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137), X(169,201),
+ X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89), X(153,217),
+ X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57),
+ X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153),
+ X(169,185), X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(201,209), X(217,225), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,101), X(101,165), X(37,101), X(37,69), X(101,133), X(165,197), X(5,37),
+ X(69,101), X(133,165), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173),
+ X(45,109), X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173),
+ X(29,157), X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125),
+ X(61,93), X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29),
+ X(45,61), X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13),
+ X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125),
+ X(133,141), X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(221,225), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83), X(115,147),
+ X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139), X(171,203),
+ X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(215,223),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(207,211), X(215,219),
+ X(223,227), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(195,199), X(203,207),
+ X(211,215), X(219,223), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98),
+ X(130,162), X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194),
+ X(210,226), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170),
+ X(42,106), X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170),
+ X(26,154), X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122),
+ X(58,90), X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(10,18),
+ X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130),
+ X(138,146), X(154,162), X(170,178), X(186,194), X(202,210), X(218,226),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(194,202),
+ X(210,218), X(6,134), X(70,198), X(6,70), X(134,198), X(38,102), X(102,166),
+ X(38,102), X(38,70), X(102,134), X(166,198), X(6,38), X(70,102), X(134,166),
+ X(22,150), X(86,214), X(22,86), X(150,214), X(54,118), X(118,182), X(54,118),
+ X(54,86), X(118,150), X(182,214), X(22,54), X(86,118), X(150,182), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(14,142),
+ X(78,206), X(14,78), X(142,206), X(46,110), X(110,174), X(46,110), X(46,78),
+ X(110,142), X(174,206), X(14,46), X(78,110), X(142,174), X(30,158), X(94,222),
+ X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94), X(126,158),
+ X(190,222), X(30,62), X(94,126), X(158,190), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(142,158), X(174,190), X(206,222), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(198,206), X(214,222), X(6,10), X(14,18), X(22,26),
+ X(30,34), X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90),
+ X(94,98), X(102,106), X(110,114), X(118,122), X(126,130), X(134,138),
+ X(142,146), X(150,154), X(158,162), X(166,170), X(174,178), X(182,186),
+ X(190,194), X(198,202), X(206,210), X(214,218), X(222,226), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(4,132),
+ X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100), X(164,228),
+ X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212), X(20,84),
+ X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148), X(180,212),
+ X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76), X(140,204),
+ X(44,108), X(108,172), X(44,108), X(44,76), X(108,140), X(172,204), X(12,44),
+ X(76,108), X(140,172), X(28,156), X(92,220), X(28,92), X(156,220), X(60,124),
+ X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60), X(92,124),
+ X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(204,220), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(124,132), X(140,148), X(156,164), X(172,180), X(188,196),
+ X(204,212), X(220,228), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,104), X(104,168), X(40,104), X(40,72), X(104,136), X(168,200), X(8,40),
+ X(72,104), X(136,168), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176),
+ X(48,112), X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176),
+ X(32,160), X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128),
+ X(64,96), X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(184,192), X(200,208), X(216,224),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(144,148), X(152,156), X(160,164), X(168,172),
+ X(176,180), X(184,188), X(192,196), X(200,204), X(208,212), X(216,220),
+ X(224,228), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(204,208),
+ X(212,216), X(220,224), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(226,228), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202), X(203,204), X(205,206), X(207,208), X(209,210),
+ X(211,212), X(213,214), X(215,216), X(217,218), X(219,220), X(221,222),
+ X(223,224), X(225,226), X(227,228)
+};
+M(229) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137), X(169,201),
+ X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89), X(153,217),
+ X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57),
+ X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153),
+ X(169,185), X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(201,209), X(217,225), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(217,221), X(225,229),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83), X(115,147),
+ X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139), X(171,203),
+ X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(215,223),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(207,211), X(215,219),
+ X(223,227), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(195,199), X(203,207),
+ X(211,215), X(219,223), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(207,209), X(211,213),
+ X(215,217), X(219,221), X(223,225), X(227,229), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(149,151),
+ X(153,155), X(157,159), X(161,163), X(165,167), X(169,171), X(173,175),
+ X(177,179), X(181,183), X(185,187), X(189,191), X(193,195), X(197,199),
+ X(201,203), X(205,207), X(209,211), X(213,215), X(217,219), X(221,223),
+ X(225,227), X(2,130), X(66,194), X(2,66), X(130,194), X(34,162), X(98,226),
+ X(34,98), X(162,226), X(2,34), X(66,98), X(130,162), X(194,226), X(18,146),
+ X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114), X(50,82),
+ X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(18,34), X(50,66),
+ X(82,98), X(114,130), X(146,162), X(178,194), X(210,226), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138), X(74,202),
+ X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74), X(106,138),
+ X(170,202), X(10,42), X(74,106), X(138,170), X(26,154), X(90,218), X(26,90),
+ X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154), X(186,218),
+ X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(170,186), X(202,218), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(170,178),
+ X(186,194), X(202,210), X(218,226), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(6,134), X(70,198), X(6,70), X(134,198),
+ X(38,102), X(102,166), X(38,102), X(38,70), X(102,134), X(166,198), X(6,38),
+ X(70,102), X(134,166), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118),
+ X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118),
+ X(150,182), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174),
+ X(46,110), X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174),
+ X(30,158), X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126),
+ X(62,94), X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(6,14),
+ X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126),
+ X(134,142), X(150,158), X(166,174), X(182,190), X(198,206), X(214,222),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(182,186), X(190,194), X(198,202), X(206,210), X(214,218),
+ X(222,226), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(170,174), X(178,182), X(186,190), X(194,198), X(202,206),
+ X(210,214), X(218,222), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164),
+ X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228),
+ X(20,148), X(84,212), X(20,84), X(148,212), X(52,116), X(116,180), X(52,116),
+ X(52,84), X(116,148), X(180,212), X(20,52), X(84,116), X(148,180), X(20,36),
+ X(52,68), X(84,100), X(116,132), X(148,164), X(180,196), X(212,228), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(12,140),
+ X(76,204), X(12,76), X(140,204), X(44,108), X(108,172), X(44,108), X(44,76),
+ X(108,140), X(172,204), X(12,44), X(76,108), X(140,172), X(28,156), X(92,220),
+ X(28,92), X(156,220), X(60,124), X(124,188), X(60,124), X(60,92), X(124,156),
+ X(188,220), X(28,60), X(92,124), X(156,188), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(172,188), X(204,220), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(188,196), X(204,212), X(220,228), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156),
+ X(164,172), X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72),
+ X(136,200), X(40,104), X(104,168), X(40,104), X(40,72), X(104,136), X(168,200),
+ X(8,40), X(72,104), X(136,168), X(24,152), X(88,216), X(24,88), X(152,216),
+ X(56,120), X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56),
+ X(88,120), X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152),
+ X(168,184), X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,112),
+ X(112,176), X(48,112), X(48,80), X(112,144), X(176,208), X(16,48), X(80,112),
+ X(144,176), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128), X(128,192),
+ X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128), X(160,192),
+ X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(208,224),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(200,208),
+ X(216,224), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(152,156),
+ X(160,164), X(168,172), X(176,180), X(184,188), X(192,196), X(200,204),
+ X(208,212), X(216,220), X(224,228), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(220,224), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176),
+ X(178,180), X(182,184), X(186,188), X(190,192), X(194,196), X(198,200),
+ X(202,204), X(206,208), X(210,212), X(214,216), X(218,220), X(222,224),
+ X(226,228), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(150,151), X(152,153), X(154,155), X(156,157),
+ X(158,159), X(160,161), X(162,163), X(164,165), X(166,167), X(168,169),
+ X(170,171), X(172,173), X(174,175), X(176,177), X(178,179), X(180,181),
+ X(182,183), X(184,185), X(186,187), X(188,189), X(190,191), X(192,193),
+ X(194,195), X(196,197), X(198,199), X(200,201), X(202,203), X(204,205),
+ X(206,207), X(208,209), X(210,211), X(212,213), X(214,215), X(216,217),
+ X(218,219), X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214), X(215,216), X(217,218),
+ X(219,220), X(221,222), X(223,224), X(225,226), X(227,228)
+};
+M(230) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137), X(169,201),
+ X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89), X(153,217),
+ X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57),
+ X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153),
+ X(169,185), X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(201,209), X(217,225), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(217,221), X(225,229),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83), X(115,147),
+ X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139), X(171,203),
+ X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,103), X(103,167), X(39,103), X(39,71), X(103,135), X(167,199), X(7,39),
+ X(71,103), X(135,167), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15),
+ X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127),
+ X(135,143), X(151,159), X(167,175), X(183,191), X(199,207), X(215,223),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(207,211), X(215,219),
+ X(223,227), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(195,199), X(203,207),
+ X(211,215), X(219,223), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(207,209), X(211,213),
+ X(215,217), X(219,221), X(223,225), X(227,229), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(149,151),
+ X(153,155), X(157,159), X(161,163), X(165,167), X(169,171), X(173,175),
+ X(177,179), X(181,183), X(185,187), X(189,191), X(193,195), X(197,199),
+ X(201,203), X(205,207), X(209,211), X(213,215), X(217,219), X(221,223),
+ X(225,227), X(2,130), X(66,194), X(2,66), X(130,194), X(34,162), X(98,226),
+ X(34,98), X(162,226), X(2,34), X(66,98), X(130,162), X(194,226), X(18,146),
+ X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114), X(50,82),
+ X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(18,34), X(50,66),
+ X(82,98), X(114,130), X(146,162), X(178,194), X(210,226), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138), X(74,202),
+ X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74), X(106,138),
+ X(170,202), X(10,42), X(74,106), X(138,170), X(26,154), X(90,218), X(26,90),
+ X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154), X(186,218),
+ X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(170,186), X(202,218), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(170,178),
+ X(186,194), X(202,210), X(218,226), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(6,134), X(70,198), X(6,70), X(134,198),
+ X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102), X(134,166),
+ X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118), X(118,182),
+ X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118), X(150,182),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198), X(214,230),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(198,214),
+ X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174), X(46,110),
+ X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174), X(30,158),
+ X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94),
+ X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150),
+ X(158,166), X(174,182), X(190,198), X(206,214), X(222,230), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(182,190), X(198,206), X(214,222), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100),
+ X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,108), X(108,172), X(44,108), X(44,76), X(108,140), X(172,204),
+ X(12,44), X(76,108), X(140,172), X(28,156), X(92,220), X(28,92), X(156,220),
+ X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60),
+ X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(204,220), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84),
+ X(92,100), X(108,116), X(124,132), X(140,148), X(156,164), X(172,180),
+ X(188,196), X(204,212), X(220,228), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,104), X(104,168), X(40,104), X(40,72), X(104,136), X(168,200), X(8,40),
+ X(72,104), X(136,168), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176),
+ X(48,112), X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176),
+ X(32,160), X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128),
+ X(64,96), X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(184,192), X(200,208), X(216,224),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(144,148), X(152,156), X(160,164), X(168,172),
+ X(176,180), X(184,188), X(192,196), X(200,204), X(208,212), X(216,220),
+ X(224,228), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(204,208),
+ X(212,216), X(220,224), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(160,162),
+ X(164,166), X(168,170), X(172,174), X(176,178), X(180,182), X(184,186),
+ X(188,190), X(192,194), X(196,198), X(200,202), X(204,206), X(208,210),
+ X(212,214), X(216,218), X(220,222), X(224,226), X(228,230), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(202,204), X(206,208), X(210,212), X(214,216), X(218,220),
+ X(222,224), X(226,228), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210), X(211,212), X(213,214),
+ X(215,216), X(217,218), X(219,220), X(221,222), X(223,224), X(225,226),
+ X(227,228), X(229,230)
+};
+M(231) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137), X(169,201),
+ X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89), X(153,217),
+ X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57),
+ X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153),
+ X(169,185), X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(201,209), X(217,225), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(217,221), X(225,229),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83), X(115,147),
+ X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139), X(171,203),
+ X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103), X(135,167),
+ X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183),
+ X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183),
+ X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199), X(215,231),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111),
+ X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(223,231), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(221,223), X(225,227), X(229,231), X(2,130), X(66,194), X(2,66), X(130,194),
+ X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98), X(130,162),
+ X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114), X(114,178),
+ X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114), X(146,178),
+ X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194), X(210,226),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210),
+ X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106),
+ X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,154),
+ X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90),
+ X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146),
+ X(154,162), X(170,178), X(186,194), X(202,210), X(218,226), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(6,134),
+ X(70,198), X(6,70), X(134,198), X(38,166), X(102,230), X(38,102), X(166,230),
+ X(6,38), X(70,102), X(134,166), X(198,230), X(22,150), X(86,214), X(22,86),
+ X(150,214), X(54,118), X(118,182), X(54,118), X(54,86), X(118,150), X(182,214),
+ X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102), X(118,134),
+ X(150,166), X(182,198), X(214,230), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(166,182), X(198,214), X(14,142), X(78,206), X(14,78), X(142,206),
+ X(46,110), X(110,174), X(46,110), X(46,78), X(110,142), X(174,206), X(14,46),
+ X(78,110), X(142,174), X(30,158), X(94,222), X(30,94), X(158,222), X(62,126),
+ X(126,190), X(62,126), X(62,94), X(126,158), X(190,222), X(30,62), X(94,126),
+ X(158,190), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190),
+ X(206,222), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(142,150), X(158,166), X(174,182), X(190,198),
+ X(206,214), X(222,230), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(218,222), X(226,230), X(4,132),
+ X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100), X(164,228),
+ X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212), X(20,84),
+ X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148), X(180,212),
+ X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76), X(140,204),
+ X(44,108), X(108,172), X(44,108), X(44,76), X(108,140), X(172,204), X(12,44),
+ X(76,108), X(140,172), X(28,156), X(92,220), X(28,92), X(156,220), X(60,124),
+ X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60), X(92,124),
+ X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(204,220), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(124,132), X(140,148), X(156,164), X(172,180), X(188,196),
+ X(204,212), X(220,228), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,104), X(104,168), X(40,104), X(40,72), X(104,136), X(168,200), X(8,40),
+ X(72,104), X(136,168), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176),
+ X(48,112), X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176),
+ X(32,160), X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128),
+ X(64,96), X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(8,16),
+ X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128),
+ X(136,144), X(152,160), X(168,176), X(184,192), X(200,208), X(216,224),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(144,148), X(152,156), X(160,164), X(168,172),
+ X(176,180), X(184,188), X(192,196), X(200,204), X(208,212), X(216,220),
+ X(224,228), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(204,208),
+ X(212,216), X(220,224), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(160,162),
+ X(164,166), X(168,170), X(172,174), X(176,178), X(180,182), X(184,186),
+ X(188,190), X(192,194), X(196,198), X(200,202), X(204,206), X(208,210),
+ X(212,214), X(216,218), X(220,222), X(224,226), X(228,230), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(202,204), X(206,208), X(210,212), X(214,216), X(218,220),
+ X(222,224), X(226,228), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(182,183), X(184,185), X(186,187), X(188,189), X(190,191),
+ X(192,193), X(194,195), X(196,197), X(198,199), X(200,201), X(202,203),
+ X(204,205), X(206,207), X(208,209), X(210,211), X(212,213), X(214,215),
+ X(216,217), X(218,219), X(220,221), X(222,223), X(224,225), X(226,227),
+ X(228,229), X(230,231), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210), X(211,212), X(213,214),
+ X(215,216), X(217,218), X(219,220), X(221,222), X(223,224), X(225,226),
+ X(227,228), X(229,230)
+};
+M(232) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,105), X(105,169), X(41,105), X(41,73), X(105,137), X(169,201),
+ X(9,41), X(73,105), X(137,169), X(25,153), X(89,217), X(25,89), X(153,217),
+ X(57,121), X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57),
+ X(89,121), X(153,185), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153),
+ X(169,185), X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81),
+ X(89,97), X(105,113), X(121,129), X(137,145), X(153,161), X(169,177),
+ X(185,193), X(201,209), X(217,225), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(217,221), X(225,229),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83), X(115,147),
+ X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139), X(171,203),
+ X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83),
+ X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103), X(135,167),
+ X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183),
+ X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183),
+ X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199), X(215,231),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111),
+ X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(223,231), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(221,223), X(225,227), X(229,231), X(2,130), X(66,194), X(2,66), X(130,194),
+ X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98), X(130,162),
+ X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114), X(114,178),
+ X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114), X(146,178),
+ X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194), X(210,226),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210),
+ X(10,138), X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106),
+ X(42,74), X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,154),
+ X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90),
+ X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(10,18), X(26,34),
+ X(42,50), X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146),
+ X(154,162), X(170,178), X(186,194), X(202,210), X(218,226), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(6,134),
+ X(70,198), X(6,70), X(134,198), X(38,166), X(102,230), X(38,102), X(166,230),
+ X(6,38), X(70,102), X(134,166), X(198,230), X(22,150), X(86,214), X(22,86),
+ X(150,214), X(54,118), X(118,182), X(54,118), X(54,86), X(118,150), X(182,214),
+ X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102), X(118,134),
+ X(150,166), X(182,198), X(214,230), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(166,182), X(198,214), X(14,142), X(78,206), X(14,78), X(142,206),
+ X(46,110), X(110,174), X(46,110), X(46,78), X(110,142), X(174,206), X(14,46),
+ X(78,110), X(142,174), X(30,158), X(94,222), X(30,94), X(158,222), X(62,126),
+ X(126,190), X(62,126), X(62,94), X(126,158), X(190,222), X(30,62), X(94,126),
+ X(158,190), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190),
+ X(206,222), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(142,150), X(158,166), X(174,182), X(190,198),
+ X(206,214), X(222,230), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(218,222), X(226,230), X(4,132),
+ X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100), X(164,228),
+ X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212), X(20,84),
+ X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148), X(180,212),
+ X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100), X(116,132),
+ X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76), X(140,204),
+ X(44,108), X(108,172), X(44,108), X(44,76), X(108,140), X(172,204), X(12,44),
+ X(76,108), X(140,172), X(28,156), X(92,220), X(28,92), X(156,220), X(60,124),
+ X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60), X(92,124),
+ X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(204,220), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(124,132), X(140,148), X(156,164), X(172,180), X(188,196),
+ X(204,212), X(220,228), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104), X(136,168),
+ X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120), X(120,184),
+ X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120), X(152,184),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200), X(216,232),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(200,216),
+ X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112),
+ X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,160),
+ X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96),
+ X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(176,184), X(192,200), X(208,216), X(224,232), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(228,232), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(166,168),
+ X(170,172), X(174,176), X(178,180), X(182,184), X(186,188), X(190,192),
+ X(194,196), X(198,200), X(202,204), X(206,208), X(210,212), X(214,216),
+ X(218,220), X(222,224), X(226,228), X(230,232), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202), X(203,204), X(205,206), X(207,208), X(209,210),
+ X(211,212), X(213,214), X(215,216), X(217,218), X(219,220), X(221,222),
+ X(223,224), X(225,226), X(227,228), X(229,230), X(231,232)
+};
+M(233) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(157,161), X(165,169), X(173,177), X(181,185),
+ X(189,193), X(197,201), X(205,209), X(213,217), X(221,225), X(229,233), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(225,229), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67),
+ X(83,99), X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139),
+ X(171,203), X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67),
+ X(75,83), X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103), X(135,167),
+ X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183),
+ X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183),
+ X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199), X(215,231),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111),
+ X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(223,231), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145),
+ X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(167,169),
+ X(171,173), X(175,177), X(179,181), X(183,185), X(187,189), X(191,193),
+ X(195,197), X(199,201), X(203,205), X(207,209), X(211,213), X(215,217),
+ X(219,221), X(223,225), X(227,229), X(231,233), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(149,151),
+ X(153,155), X(157,159), X(161,163), X(165,167), X(169,171), X(173,175),
+ X(177,179), X(181,183), X(185,187), X(189,191), X(193,195), X(197,199),
+ X(201,203), X(205,207), X(209,211), X(213,215), X(217,219), X(221,223),
+ X(225,227), X(229,231), X(2,130), X(66,194), X(2,66), X(130,194), X(34,162),
+ X(98,226), X(34,98), X(162,226), X(2,34), X(66,98), X(130,162), X(194,226),
+ X(18,146), X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114),
+ X(50,82), X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(18,34),
+ X(50,66), X(82,98), X(114,130), X(146,162), X(178,194), X(210,226), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138),
+ X(74,202), X(10,74), X(138,202), X(42,106), X(106,170), X(42,106), X(42,74),
+ X(106,138), X(170,202), X(10,42), X(74,106), X(138,170), X(26,154), X(90,218),
+ X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154),
+ X(186,218), X(26,58), X(90,122), X(154,186), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(202,218), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162),
+ X(170,178), X(186,194), X(202,210), X(218,226), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(178,186), X(194,202), X(210,218), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102),
+ X(134,166), X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118),
+ X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118),
+ X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198),
+ X(214,230), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174),
+ X(46,110), X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174),
+ X(30,158), X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126),
+ X(62,94), X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(158,166), X(174,182), X(190,198), X(206,214), X(222,230),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(198,206),
+ X(214,222), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54),
+ X(58,62), X(66,70), X(74,78), X(82,86), X(90,94), X(98,102), X(106,110),
+ X(114,118), X(122,126), X(130,134), X(138,142), X(146,150), X(154,158),
+ X(162,166), X(170,174), X(178,182), X(186,190), X(194,198), X(202,206),
+ X(210,214), X(218,222), X(226,230), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,164), X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164),
+ X(196,228), X(20,148), X(84,212), X(20,84), X(148,212), X(52,116), X(116,180),
+ X(52,116), X(52,84), X(116,148), X(180,212), X(20,52), X(84,116), X(148,180),
+ X(20,36), X(52,68), X(84,100), X(116,132), X(148,164), X(180,196), X(212,228),
+ X(4,20), X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(196,212),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,108), X(108,172), X(44,108),
+ X(44,76), X(108,140), X(172,204), X(12,44), X(76,108), X(140,172), X(28,156),
+ X(92,220), X(28,92), X(156,220), X(60,124), X(124,188), X(60,124), X(60,92),
+ X(124,156), X(188,220), X(28,60), X(92,124), X(156,188), X(12,28), X(44,60),
+ X(76,92), X(108,124), X(140,156), X(172,188), X(204,220), X(12,20), X(28,36),
+ X(44,52), X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148),
+ X(156,164), X(172,180), X(188,196), X(204,212), X(220,228), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(180,188), X(196,204), X(212,220), X(8,136),
+ X(72,200), X(8,72), X(136,200), X(40,168), X(104,232), X(40,104), X(168,232),
+ X(8,40), X(72,104), X(136,168), X(200,232), X(24,152), X(88,216), X(24,88),
+ X(152,216), X(56,120), X(120,184), X(56,120), X(56,88), X(120,152), X(184,216),
+ X(24,56), X(88,120), X(152,184), X(24,40), X(56,72), X(88,104), X(120,136),
+ X(152,168), X(184,200), X(216,232), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(168,184), X(200,216), X(16,144), X(80,208), X(16,80), X(144,208),
+ X(48,112), X(112,176), X(48,112), X(48,80), X(112,144), X(176,208), X(16,48),
+ X(80,112), X(144,176), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128),
+ X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128),
+ X(160,192), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(208,224), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(176,184), X(192,200),
+ X(208,216), X(224,232), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80),
+ X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(216,224), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(220,224), X(228,232), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(202,204), X(206,208), X(210,212), X(214,216), X(218,220),
+ X(222,224), X(226,228), X(230,232), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189),
+ X(190,191), X(192,193), X(194,195), X(196,197), X(198,199), X(200,201),
+ X(202,203), X(204,205), X(206,207), X(208,209), X(210,211), X(212,213),
+ X(214,215), X(216,217), X(218,219), X(220,221), X(222,223), X(224,225),
+ X(226,227), X(228,229), X(230,231), X(232,233), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202), X(203,204), X(205,206), X(207,208), X(209,210),
+ X(211,212), X(213,214), X(215,216), X(217,218), X(219,220), X(221,222),
+ X(223,224), X(225,226), X(227,228), X(229,230), X(231,232)
+};
+M(234) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(157,161), X(165,169), X(173,177), X(181,185),
+ X(189,193), X(197,201), X(205,209), X(213,217), X(221,225), X(229,233), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(225,229), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67),
+ X(83,99), X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,107), X(107,171), X(43,107), X(43,75), X(107,139),
+ X(171,203), X(11,43), X(75,107), X(139,171), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67),
+ X(75,83), X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103), X(135,167),
+ X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183),
+ X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183),
+ X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199), X(215,231),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175), X(47,111),
+ X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(223,231), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145),
+ X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(167,169),
+ X(171,173), X(175,177), X(179,181), X(183,185), X(187,189), X(191,193),
+ X(195,197), X(199,201), X(203,205), X(207,209), X(211,213), X(215,217),
+ X(219,221), X(223,225), X(227,229), X(231,233), X(1,3), X(5,7), X(9,11),
+ X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43),
+ X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75),
+ X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103),
+ X(105,107), X(109,111), X(113,115), X(117,119), X(121,123), X(125,127),
+ X(129,131), X(133,135), X(137,139), X(141,143), X(145,147), X(149,151),
+ X(153,155), X(157,159), X(161,163), X(165,167), X(169,171), X(173,175),
+ X(177,179), X(181,183), X(185,187), X(189,191), X(193,195), X(197,199),
+ X(201,203), X(205,207), X(209,211), X(213,215), X(217,219), X(221,223),
+ X(225,227), X(229,231), X(2,130), X(66,194), X(2,66), X(130,194), X(34,162),
+ X(98,226), X(34,98), X(162,226), X(2,34), X(66,98), X(130,162), X(194,226),
+ X(18,146), X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114),
+ X(50,82), X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(18,34),
+ X(50,66), X(82,98), X(114,130), X(146,162), X(178,194), X(210,226), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138),
+ X(74,202), X(10,74), X(138,202), X(42,170), X(106,234), X(42,106), X(170,234),
+ X(10,42), X(74,106), X(138,170), X(202,234), X(26,154), X(90,218), X(26,90),
+ X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154), X(186,218),
+ X(26,58), X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138),
+ X(154,170), X(186,202), X(218,234), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(170,186), X(202,218), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(226,234), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102),
+ X(134,166), X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118),
+ X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118),
+ X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198),
+ X(214,230), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,110), X(110,174),
+ X(46,110), X(46,78), X(110,142), X(174,206), X(14,46), X(78,110), X(142,174),
+ X(30,158), X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126),
+ X(62,94), X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(14,30),
+ X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(14,22),
+ X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134),
+ X(142,150), X(158,166), X(174,182), X(190,198), X(206,214), X(222,230),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(198,206),
+ X(214,222), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50),
+ X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98), X(102,106),
+ X(110,114), X(118,122), X(126,130), X(134,138), X(142,146), X(150,154),
+ X(158,162), X(166,170), X(174,178), X(182,186), X(190,194), X(198,202),
+ X(206,210), X(214,218), X(222,226), X(230,234), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100),
+ X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,108), X(108,172), X(44,108), X(44,76), X(108,140), X(172,204),
+ X(12,44), X(76,108), X(140,172), X(28,156), X(92,220), X(28,92), X(156,220),
+ X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60),
+ X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(204,220), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84),
+ X(92,100), X(108,116), X(124,132), X(140,148), X(156,164), X(172,180),
+ X(188,196), X(204,212), X(220,228), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104), X(136,168),
+ X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120), X(120,184),
+ X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120), X(152,184),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200), X(216,232),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(200,216),
+ X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112),
+ X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,160),
+ X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96),
+ X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(176,184), X(192,200), X(208,216), X(224,232), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(228,232), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170),
+ X(172,174), X(176,178), X(180,182), X(184,186), X(188,190), X(192,194),
+ X(196,198), X(200,202), X(204,206), X(208,210), X(212,214), X(216,218),
+ X(220,222), X(224,226), X(228,230), X(232,234), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176),
+ X(178,180), X(182,184), X(186,188), X(190,192), X(194,196), X(198,200),
+ X(202,204), X(206,208), X(210,212), X(214,216), X(218,220), X(222,224),
+ X(226,228), X(230,232), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210), X(211,212), X(213,214),
+ X(215,216), X(217,218), X(219,220), X(221,222), X(223,224), X(225,226),
+ X(227,228), X(229,230), X(231,232), X(233,234)
+};
+M(235) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(157,161), X(165,169), X(173,177), X(181,185),
+ X(189,193), X(197,201), X(205,209), X(213,217), X(221,225), X(229,233), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(225,229), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67),
+ X(83,99), X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43),
+ X(75,107), X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(219,235), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(215,231), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23),
+ X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135),
+ X(143,151), X(159,167), X(175,183), X(191,199), X(207,215), X(223,231),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(215,223), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51),
+ X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(103,107),
+ X(111,115), X(119,123), X(127,131), X(135,139), X(143,147), X(151,155),
+ X(159,163), X(167,171), X(175,179), X(183,187), X(191,195), X(199,203),
+ X(207,211), X(215,219), X(223,227), X(231,235), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(221,223), X(225,227), X(229,231), X(233,235), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98),
+ X(130,162), X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194),
+ X(210,226), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,170), X(106,234),
+ X(42,106), X(170,234), X(10,42), X(74,106), X(138,170), X(202,234), X(26,154),
+ X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90),
+ X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(26,42), X(58,74),
+ X(90,106), X(122,138), X(154,170), X(186,202), X(218,234), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(226,234),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,166), X(102,230), X(38,102),
+ X(166,230), X(6,38), X(70,102), X(134,166), X(198,230), X(22,150), X(86,214),
+ X(22,86), X(150,214), X(54,118), X(118,182), X(54,118), X(54,86), X(118,150),
+ X(182,214), X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102),
+ X(118,134), X(150,166), X(182,198), X(214,230), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(198,214), X(14,142), X(78,206), X(14,78),
+ X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142), X(174,206),
+ X(14,46), X(78,110), X(142,174), X(30,158), X(94,222), X(30,94), X(158,222),
+ X(62,126), X(126,190), X(62,126), X(62,94), X(126,158), X(190,222), X(30,62),
+ X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(174,190), X(206,222), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(126,134), X(142,150), X(158,166), X(174,182),
+ X(190,198), X(206,214), X(222,230), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194),
+ X(198,202), X(206,210), X(214,218), X(222,226), X(230,234), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100),
+ X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,108), X(108,172), X(44,108), X(44,76), X(108,140), X(172,204),
+ X(12,44), X(76,108), X(140,172), X(28,156), X(92,220), X(28,92), X(156,220),
+ X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60),
+ X(92,124), X(156,188), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(204,220), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84),
+ X(92,100), X(108,116), X(124,132), X(140,148), X(156,164), X(172,180),
+ X(188,196), X(204,212), X(220,228), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104), X(136,168),
+ X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120), X(120,184),
+ X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120), X(152,184),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200), X(216,232),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(200,216),
+ X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112),
+ X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,160),
+ X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96),
+ X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(176,184), X(192,200), X(208,216), X(224,232), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(228,232), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170),
+ X(172,174), X(176,178), X(180,182), X(184,186), X(188,190), X(192,194),
+ X(196,198), X(200,202), X(204,206), X(208,210), X(212,214), X(216,218),
+ X(220,222), X(224,226), X(228,230), X(232,234), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176),
+ X(178,180), X(182,184), X(186,188), X(190,192), X(194,196), X(198,200),
+ X(202,204), X(206,208), X(210,212), X(214,216), X(218,220), X(222,224),
+ X(226,228), X(230,232), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(182,183), X(184,185), X(186,187), X(188,189), X(190,191),
+ X(192,193), X(194,195), X(196,197), X(198,199), X(200,201), X(202,203),
+ X(204,205), X(206,207), X(208,209), X(210,211), X(212,213), X(214,215),
+ X(216,217), X(218,219), X(220,221), X(222,223), X(224,225), X(226,227),
+ X(228,229), X(230,231), X(232,233), X(234,235), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202), X(203,204), X(205,206), X(207,208), X(209,210),
+ X(211,212), X(213,214), X(215,216), X(217,218), X(219,220), X(221,222),
+ X(223,224), X(225,226), X(227,228), X(229,230), X(231,232), X(233,234)
+};
+M(236) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,109), X(109,173), X(45,109),
+ X(45,77), X(109,141), X(173,205), X(13,45), X(77,109), X(141,173), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(5,9), X(13,17),
+ X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73), X(77,81),
+ X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129), X(133,137),
+ X(141,145), X(149,153), X(157,161), X(165,169), X(173,177), X(181,185),
+ X(189,193), X(197,201), X(205,209), X(213,217), X(221,225), X(229,233), X(1,5),
+ X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69),
+ X(73,77), X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125),
+ X(129,133), X(137,141), X(145,149), X(153,157), X(161,165), X(169,173),
+ X(177,181), X(185,189), X(193,197), X(201,205), X(209,213), X(217,221),
+ X(225,229), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67),
+ X(83,99), X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43),
+ X(75,107), X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(219,235), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(215,231), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23),
+ X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135),
+ X(143,151), X(159,167), X(175,183), X(191,199), X(207,215), X(223,231),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(215,223), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51),
+ X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(103,107),
+ X(111,115), X(119,123), X(127,131), X(135,139), X(143,147), X(151,155),
+ X(159,163), X(167,171), X(175,179), X(183,187), X(191,195), X(199,203),
+ X(207,211), X(215,219), X(223,227), X(231,235), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(221,223), X(225,227), X(229,231), X(233,235), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98),
+ X(130,162), X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194),
+ X(210,226), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,170), X(106,234),
+ X(42,106), X(170,234), X(10,42), X(74,106), X(138,170), X(202,234), X(26,154),
+ X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90),
+ X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(26,42), X(58,74),
+ X(90,106), X(122,138), X(154,170), X(186,202), X(218,234), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(226,234),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,166), X(102,230), X(38,102),
+ X(166,230), X(6,38), X(70,102), X(134,166), X(198,230), X(22,150), X(86,214),
+ X(22,86), X(150,214), X(54,118), X(118,182), X(54,118), X(54,86), X(118,150),
+ X(182,214), X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102),
+ X(118,134), X(150,166), X(182,198), X(214,230), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(198,214), X(14,142), X(78,206), X(14,78),
+ X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142), X(174,206),
+ X(14,46), X(78,110), X(142,174), X(30,158), X(94,222), X(30,94), X(158,222),
+ X(62,126), X(126,190), X(62,126), X(62,94), X(126,158), X(190,222), X(30,62),
+ X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(174,190), X(206,222), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(126,134), X(142,150), X(158,166), X(174,182),
+ X(190,198), X(206,214), X(222,230), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194),
+ X(198,202), X(206,210), X(214,218), X(222,226), X(230,234), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100),
+ X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,172), X(108,236), X(44,108), X(172,236), X(12,44), X(76,108),
+ X(140,172), X(204,236), X(28,156), X(92,220), X(28,92), X(156,220), X(60,124),
+ X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60), X(92,124),
+ X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(188,204),
+ X(220,236), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(204,220), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(180,188),
+ X(196,204), X(212,220), X(228,236), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104), X(136,168),
+ X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120), X(120,184),
+ X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120), X(152,184),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200), X(216,232),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(200,216),
+ X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112),
+ X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,160),
+ X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96),
+ X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(176,184), X(192,200), X(208,216), X(224,232), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(152,156), X(160,164), X(168,172), X(176,180),
+ X(184,188), X(192,196), X(200,204), X(208,212), X(216,220), X(224,228),
+ X(232,236), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(204,208),
+ X(212,216), X(220,224), X(228,232), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(154,156),
+ X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(178,180),
+ X(182,184), X(186,188), X(190,192), X(194,196), X(198,200), X(202,204),
+ X(206,208), X(210,212), X(214,216), X(218,220), X(222,224), X(226,228),
+ X(230,232), X(234,236), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210), X(211,212), X(213,214),
+ X(215,216), X(217,218), X(219,220), X(221,222), X(223,224), X(225,226),
+ X(227,228), X(229,230), X(231,232), X(233,234), X(235,236)
+};
+M(237) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237), X(45,109),
+ X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157), X(93,221),
+ X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93), X(125,157),
+ X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(141,157), X(173,189), X(205,221), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(165,173), X(181,189), X(197,205), X(213,221), X(229,237), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(217,221), X(225,229),
+ X(233,237), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67),
+ X(83,99), X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43),
+ X(75,107), X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(219,235), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(215,231), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23),
+ X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135),
+ X(143,151), X(159,167), X(175,183), X(191,199), X(207,215), X(223,231),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(215,223), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51),
+ X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(103,107),
+ X(111,115), X(119,123), X(127,131), X(135,139), X(143,147), X(151,155),
+ X(159,163), X(167,171), X(175,179), X(183,187), X(191,195), X(199,203),
+ X(207,211), X(215,219), X(223,227), X(231,235), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145),
+ X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(167,169),
+ X(171,173), X(175,177), X(179,181), X(183,185), X(187,189), X(191,193),
+ X(195,197), X(199,201), X(203,205), X(207,209), X(211,213), X(215,217),
+ X(219,221), X(223,225), X(227,229), X(231,233), X(235,237), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(221,223), X(225,227), X(229,231), X(233,235), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98),
+ X(130,162), X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194),
+ X(210,226), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,170), X(106,234),
+ X(42,106), X(170,234), X(10,42), X(74,106), X(138,170), X(202,234), X(26,154),
+ X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90),
+ X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(26,42), X(58,74),
+ X(90,106), X(122,138), X(154,170), X(186,202), X(218,234), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(226,234),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,166), X(102,230), X(38,102),
+ X(166,230), X(6,38), X(70,102), X(134,166), X(198,230), X(22,150), X(86,214),
+ X(22,86), X(150,214), X(54,118), X(118,182), X(54,118), X(54,86), X(118,150),
+ X(182,214), X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102),
+ X(118,134), X(150,166), X(182,198), X(214,230), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(198,214), X(14,142), X(78,206), X(14,78),
+ X(142,206), X(46,110), X(110,174), X(46,110), X(46,78), X(110,142), X(174,206),
+ X(14,46), X(78,110), X(142,174), X(30,158), X(94,222), X(30,94), X(158,222),
+ X(62,126), X(126,190), X(62,126), X(62,94), X(126,158), X(190,222), X(30,62),
+ X(94,126), X(158,190), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(174,190), X(206,222), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86),
+ X(94,102), X(110,118), X(126,134), X(142,150), X(158,166), X(174,182),
+ X(190,198), X(206,214), X(222,230), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(6,10), X(14,18), X(22,26), X(30,34),
+ X(38,42), X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194),
+ X(198,202), X(206,210), X(214,218), X(222,226), X(230,234), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100),
+ X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,172), X(108,236), X(44,108), X(172,236), X(12,44), X(76,108),
+ X(140,172), X(204,236), X(28,156), X(92,220), X(28,92), X(156,220), X(60,124),
+ X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60), X(92,124),
+ X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(188,204),
+ X(220,236), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(204,220), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(180,188),
+ X(196,204), X(212,220), X(228,236), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104), X(136,168),
+ X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120), X(120,184),
+ X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120), X(152,184),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200), X(216,232),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(200,216),
+ X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112),
+ X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,160),
+ X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96),
+ X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(176,184), X(192,200), X(208,216), X(224,232), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(152,156), X(160,164), X(168,172), X(176,180),
+ X(184,188), X(192,196), X(200,204), X(208,212), X(216,220), X(224,228),
+ X(232,236), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(204,208),
+ X(212,216), X(220,224), X(228,232), X(2,4), X(6,8), X(10,12), X(14,16),
+ X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48),
+ X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80),
+ X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104), X(106,108),
+ X(110,112), X(114,116), X(118,120), X(122,124), X(126,128), X(130,132),
+ X(134,136), X(138,140), X(142,144), X(146,148), X(150,152), X(154,156),
+ X(158,160), X(162,164), X(166,168), X(170,172), X(174,176), X(178,180),
+ X(182,184), X(186,188), X(190,192), X(194,196), X(198,200), X(202,204),
+ X(206,208), X(210,212), X(214,216), X(218,220), X(222,224), X(226,228),
+ X(230,232), X(234,236), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(182,183), X(184,185), X(186,187), X(188,189), X(190,191),
+ X(192,193), X(194,195), X(196,197), X(198,199), X(200,201), X(202,203),
+ X(204,205), X(206,207), X(208,209), X(210,211), X(212,213), X(214,215),
+ X(216,217), X(218,219), X(220,221), X(222,223), X(224,225), X(226,227),
+ X(228,229), X(230,231), X(232,233), X(234,235), X(236,237), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214), X(215,216), X(217,218),
+ X(219,220), X(221,222), X(223,224), X(225,226), X(227,228), X(229,230),
+ X(231,232), X(233,234), X(235,236)
+};
+M(238) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237), X(45,109),
+ X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157), X(93,221),
+ X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93), X(125,157),
+ X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(141,157), X(173,189), X(205,221), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(165,173), X(181,189), X(197,205), X(213,221), X(229,237), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(217,221), X(225,229),
+ X(233,237), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67),
+ X(83,99), X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43),
+ X(75,107), X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(219,235), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(215,231), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,111), X(111,175),
+ X(47,111), X(47,79), X(111,143), X(175,207), X(15,47), X(79,111), X(143,175),
+ X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127),
+ X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(15,31),
+ X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23),
+ X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135),
+ X(143,151), X(159,167), X(175,183), X(191,199), X(207,215), X(223,231),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(215,223), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51),
+ X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99), X(103,107),
+ X(111,115), X(119,123), X(127,131), X(135,139), X(143,147), X(151,155),
+ X(159,163), X(167,171), X(175,179), X(183,187), X(191,195), X(199,203),
+ X(207,211), X(215,219), X(223,227), X(231,235), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(3,5),
+ X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37),
+ X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69),
+ X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97),
+ X(99,101), X(103,105), X(107,109), X(111,113), X(115,117), X(119,121),
+ X(123,125), X(127,129), X(131,133), X(135,137), X(139,141), X(143,145),
+ X(147,149), X(151,153), X(155,157), X(159,161), X(163,165), X(167,169),
+ X(171,173), X(175,177), X(179,181), X(183,185), X(187,189), X(191,193),
+ X(195,197), X(199,201), X(203,205), X(207,209), X(211,213), X(215,217),
+ X(219,221), X(223,225), X(227,229), X(231,233), X(235,237), X(1,3), X(5,7),
+ X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39),
+ X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71),
+ X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(221,223), X(225,227), X(229,231), X(233,235), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98),
+ X(130,162), X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,114),
+ X(114,178), X(50,114), X(50,82), X(114,146), X(178,210), X(18,50), X(82,114),
+ X(146,178), X(18,34), X(50,66), X(82,98), X(114,130), X(146,162), X(178,194),
+ X(210,226), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178),
+ X(194,210), X(10,138), X(74,202), X(10,74), X(138,202), X(42,170), X(106,234),
+ X(42,106), X(170,234), X(10,42), X(74,106), X(138,170), X(202,234), X(26,154),
+ X(90,218), X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90),
+ X(122,154), X(186,218), X(26,58), X(90,122), X(154,186), X(26,42), X(58,74),
+ X(90,106), X(122,138), X(154,170), X(186,202), X(218,234), X(10,26), X(42,58),
+ X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(226,234),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,166), X(102,230), X(38,102),
+ X(166,230), X(6,38), X(70,102), X(134,166), X(198,230), X(22,150), X(86,214),
+ X(22,86), X(150,214), X(54,118), X(118,182), X(54,118), X(54,86), X(118,150),
+ X(182,214), X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102),
+ X(118,134), X(150,166), X(182,198), X(214,230), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(198,214), X(14,142), X(78,206), X(14,78),
+ X(142,206), X(46,174), X(110,238), X(46,110), X(174,238), X(14,46), X(78,110),
+ X(142,174), X(206,238), X(30,158), X(94,222), X(30,94), X(158,222), X(62,126),
+ X(126,190), X(62,126), X(62,94), X(126,158), X(190,222), X(30,62), X(94,126),
+ X(158,190), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(190,206),
+ X(222,238), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190),
+ X(206,222), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94),
+ X(102,110), X(118,126), X(134,142), X(150,158), X(166,174), X(182,190),
+ X(198,206), X(214,222), X(230,238), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(218,222), X(226,230), X(234,238),
+ X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100),
+ X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,172), X(108,236), X(44,108), X(172,236), X(12,44), X(76,108),
+ X(140,172), X(204,236), X(28,156), X(92,220), X(28,92), X(156,220), X(60,124),
+ X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60), X(92,124),
+ X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(188,204),
+ X(220,236), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(204,220), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(180,188),
+ X(196,204), X(212,220), X(228,236), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104), X(136,168),
+ X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120), X(120,184),
+ X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120), X(152,184),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200), X(216,232),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(200,216),
+ X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176), X(48,112),
+ X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176), X(32,160),
+ X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96),
+ X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(16,24), X(32,40),
+ X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136), X(144,152),
+ X(160,168), X(176,184), X(192,200), X(208,216), X(224,232), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(8,12), X(16,20),
+ X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84),
+ X(88,92), X(96,100), X(104,108), X(112,116), X(120,124), X(128,132),
+ X(136,140), X(144,148), X(152,156), X(160,164), X(168,172), X(176,180),
+ X(184,188), X(192,196), X(200,204), X(208,212), X(216,220), X(224,228),
+ X(232,236), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(204,208),
+ X(212,216), X(220,224), X(228,232), X(4,6), X(8,10), X(12,14), X(16,18),
+ X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50),
+ X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82),
+ X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110),
+ X(112,114), X(116,118), X(120,122), X(124,126), X(128,130), X(132,134),
+ X(136,138), X(140,142), X(144,146), X(148,150), X(152,154), X(156,158),
+ X(160,162), X(164,166), X(168,170), X(172,174), X(176,178), X(180,182),
+ X(184,186), X(188,190), X(192,194), X(196,198), X(200,202), X(204,206),
+ X(208,210), X(212,214), X(216,218), X(220,222), X(224,226), X(228,230),
+ X(232,234), X(236,238), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(226,228), X(230,232), X(234,236), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214), X(215,216), X(217,218),
+ X(219,220), X(221,222), X(223,224), X(225,226), X(227,228), X(229,230),
+ X(231,232), X(233,234), X(235,236), X(237,238)
+};
+M(239) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237), X(45,109),
+ X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157), X(93,221),
+ X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93), X(125,157),
+ X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(141,157), X(173,189), X(205,221), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(165,173), X(181,189), X(197,205), X(213,221), X(229,237), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(217,221), X(225,229),
+ X(233,237), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67),
+ X(83,99), X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43),
+ X(75,107), X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(219,235), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(215,231), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239),
+ X(47,111), X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(231,239), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(203,207), X(211,215), X(219,223),
+ X(227,231), X(235,239), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(229,231), X(233,235),
+ X(237,239), X(2,130), X(66,194), X(2,66), X(130,194), X(34,162), X(98,226),
+ X(34,98), X(162,226), X(2,34), X(66,98), X(130,162), X(194,226), X(18,146),
+ X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114), X(50,82),
+ X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(18,34), X(50,66),
+ X(82,98), X(114,130), X(146,162), X(178,194), X(210,226), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138), X(74,202),
+ X(10,74), X(138,202), X(42,170), X(106,234), X(42,106), X(170,234), X(10,42),
+ X(74,106), X(138,170), X(202,234), X(26,154), X(90,218), X(26,90), X(154,218),
+ X(58,122), X(122,186), X(58,122), X(58,90), X(122,154), X(186,218), X(26,58),
+ X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170),
+ X(186,202), X(218,234), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154),
+ X(170,186), X(202,218), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(226,234), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102),
+ X(134,166), X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118),
+ X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118),
+ X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198),
+ X(214,230), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,174), X(110,238),
+ X(46,110), X(174,238), X(14,46), X(78,110), X(142,174), X(206,238), X(30,158),
+ X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94),
+ X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(158,174), X(190,206), X(222,238), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(182,190), X(198,206), X(214,222), X(230,238), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(194,198), X(202,206), X(210,214), X(218,222),
+ X(226,230), X(234,238), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164),
+ X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228),
+ X(20,148), X(84,212), X(20,84), X(148,212), X(52,116), X(116,180), X(52,116),
+ X(52,84), X(116,148), X(180,212), X(20,52), X(84,116), X(148,180), X(20,36),
+ X(52,68), X(84,100), X(116,132), X(148,164), X(180,196), X(212,228), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(12,140),
+ X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108), X(172,236),
+ X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220), X(28,92),
+ X(156,220), X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220),
+ X(28,60), X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140),
+ X(156,172), X(188,204), X(220,236), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(140,156), X(172,188), X(204,220), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(228,236), X(8,136), X(72,200), X(8,72),
+ X(136,200), X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104),
+ X(136,168), X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(216,232), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,112), X(112,176),
+ X(48,112), X(48,80), X(112,144), X(176,208), X(16,48), X(80,112), X(144,176),
+ X(32,160), X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128),
+ X(64,96), X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(16,32),
+ X(48,64), X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(16,24),
+ X(32,40), X(48,56), X(64,72), X(80,88), X(96,104), X(112,120), X(128,136),
+ X(144,152), X(160,168), X(176,184), X(192,200), X(208,216), X(224,232),
+ X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96), X(104,112),
+ X(120,128), X(136,144), X(152,160), X(168,176), X(184,192), X(200,208),
+ X(216,224), X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52),
+ X(56,60), X(64,68), X(72,76), X(80,84), X(88,92), X(96,100), X(104,108),
+ X(112,116), X(120,124), X(128,132), X(136,140), X(144,148), X(152,156),
+ X(160,164), X(168,172), X(176,180), X(184,188), X(192,196), X(200,204),
+ X(208,212), X(216,220), X(224,228), X(232,236), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(228,232), X(4,6),
+ X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38),
+ X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70),
+ X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94), X(96,98),
+ X(100,102), X(104,106), X(108,110), X(112,114), X(116,118), X(120,122),
+ X(124,126), X(128,130), X(132,134), X(136,138), X(140,142), X(144,146),
+ X(148,150), X(152,154), X(156,158), X(160,162), X(164,166), X(168,170),
+ X(172,174), X(176,178), X(180,182), X(184,186), X(188,190), X(192,194),
+ X(196,198), X(200,202), X(204,206), X(208,210), X(212,214), X(216,218),
+ X(220,222), X(224,226), X(228,230), X(232,234), X(236,238), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(202,204), X(206,208), X(210,212), X(214,216), X(218,220),
+ X(222,224), X(226,228), X(230,232), X(234,236), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(158,159), X(160,161), X(162,163),
+ X(164,165), X(166,167), X(168,169), X(170,171), X(172,173), X(174,175),
+ X(176,177), X(178,179), X(180,181), X(182,183), X(184,185), X(186,187),
+ X(188,189), X(190,191), X(192,193), X(194,195), X(196,197), X(198,199),
+ X(200,201), X(202,203), X(204,205), X(206,207), X(208,209), X(210,211),
+ X(212,213), X(214,215), X(216,217), X(218,219), X(220,221), X(222,223),
+ X(224,225), X(226,227), X(228,229), X(230,231), X(232,233), X(234,235),
+ X(236,237), X(238,239), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210), X(211,212), X(213,214),
+ X(215,216), X(217,218), X(219,220), X(221,222), X(223,224), X(225,226),
+ X(227,228), X(229,230), X(231,232), X(233,234), X(235,236), X(237,238)
+};
+M(240) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,113), X(113,177), X(49,113), X(49,81), X(113,145),
+ X(177,209), X(17,49), X(81,113), X(145,177), X(17,33), X(49,65), X(81,97),
+ X(113,129), X(145,161), X(177,193), X(209,225), X(1,17), X(33,49), X(65,81),
+ X(97,113), X(129,145), X(161,177), X(193,209), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69), X(133,197),
+ X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101), X(133,165),
+ X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117), X(117,181),
+ X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117), X(149,181),
+ X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197), X(213,229),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237), X(45,109),
+ X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157), X(93,221),
+ X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93), X(125,157),
+ X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77), X(93,109),
+ X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(141,157), X(173,189), X(205,221), X(5,13), X(21,29), X(37,45),
+ X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141), X(149,157),
+ X(165,173), X(181,189), X(197,205), X(213,221), X(229,237), X(1,5), X(9,13),
+ X(17,21), X(25,29), X(33,37), X(41,45), X(49,53), X(57,61), X(65,69), X(73,77),
+ X(81,85), X(89,93), X(97,101), X(105,109), X(113,117), X(121,125), X(129,133),
+ X(137,141), X(145,149), X(153,157), X(161,165), X(169,173), X(177,181),
+ X(185,189), X(193,197), X(201,205), X(209,213), X(217,221), X(225,229),
+ X(233,237), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83),
+ X(115,147), X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67),
+ X(83,99), X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51),
+ X(67,83), X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203),
+ X(11,75), X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43),
+ X(75,107), X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219),
+ X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59),
+ X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171),
+ X(187,203), X(219,235), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155),
+ X(171,187), X(203,219), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(215,231), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239),
+ X(47,111), X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(231,239), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(203,207), X(211,215), X(219,223),
+ X(227,231), X(235,239), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(229,231), X(233,235),
+ X(237,239), X(2,130), X(66,194), X(2,66), X(130,194), X(34,162), X(98,226),
+ X(34,98), X(162,226), X(2,34), X(66,98), X(130,162), X(194,226), X(18,146),
+ X(82,210), X(18,82), X(146,210), X(50,114), X(114,178), X(50,114), X(50,82),
+ X(114,146), X(178,210), X(18,50), X(82,114), X(146,178), X(18,34), X(50,66),
+ X(82,98), X(114,130), X(146,162), X(178,194), X(210,226), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(10,138), X(74,202),
+ X(10,74), X(138,202), X(42,170), X(106,234), X(42,106), X(170,234), X(10,42),
+ X(74,106), X(138,170), X(202,234), X(26,154), X(90,218), X(26,90), X(154,218),
+ X(58,122), X(122,186), X(58,122), X(58,90), X(122,154), X(186,218), X(26,58),
+ X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170),
+ X(186,202), X(218,234), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154),
+ X(170,186), X(202,218), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(226,234), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102),
+ X(134,166), X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118),
+ X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118),
+ X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198),
+ X(214,230), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,174), X(110,238),
+ X(46,110), X(174,238), X(14,46), X(78,110), X(142,174), X(206,238), X(30,158),
+ X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94),
+ X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(158,174), X(190,206), X(222,238), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(182,190), X(198,206), X(214,222), X(230,238), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(194,198), X(202,206), X(210,214), X(218,222),
+ X(226,230), X(234,238), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164),
+ X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228),
+ X(20,148), X(84,212), X(20,84), X(148,212), X(52,116), X(116,180), X(52,116),
+ X(52,84), X(116,148), X(180,212), X(20,52), X(84,116), X(148,180), X(20,36),
+ X(52,68), X(84,100), X(116,132), X(148,164), X(180,196), X(212,228), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(12,140),
+ X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108), X(172,236),
+ X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220), X(28,92),
+ X(156,220), X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220),
+ X(28,60), X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140),
+ X(156,172), X(188,204), X(220,236), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(140,156), X(172,188), X(204,220), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(228,236), X(8,136), X(72,200), X(8,72),
+ X(136,200), X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104),
+ X(136,168), X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(216,232), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,176), X(112,240),
+ X(48,112), X(176,240), X(16,48), X(80,112), X(144,176), X(208,240), X(32,160),
+ X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96),
+ X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(32,48), X(64,80),
+ X(96,112), X(128,144), X(160,176), X(192,208), X(224,240), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(232,240), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(172,176),
+ X(180,184), X(188,192), X(196,200), X(204,208), X(212,216), X(220,224),
+ X(228,232), X(236,240), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(226,228), X(230,232), X(234,236),
+ X(238,240), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200), X(201,202), X(203,204),
+ X(205,206), X(207,208), X(209,210), X(211,212), X(213,214), X(215,216),
+ X(217,218), X(219,220), X(221,222), X(223,224), X(225,226), X(227,228),
+ X(229,230), X(231,232), X(233,234), X(235,236), X(237,238), X(239,240)
+};
+M(241) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(185,193),
+ X(201,209), X(217,225), X(233,241), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197),
+ X(213,229), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(229,237), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(221,225),
+ X(229,233), X(237,241), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(209,213), X(217,221), X(225,229), X(233,237),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83), X(115,147),
+ X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43), X(75,107),
+ X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219), X(59,123),
+ X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59), X(91,123),
+ X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171), X(187,203),
+ X(219,235), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187),
+ X(203,219), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103), X(135,167),
+ X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183),
+ X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183),
+ X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199), X(215,231),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239), X(47,111),
+ X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159), X(95,223),
+ X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95), X(127,159),
+ X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79), X(95,111),
+ X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63), X(79,95),
+ X(111,127), X(143,159), X(175,191), X(207,223), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(167,175), X(183,191), X(199,207), X(215,223), X(231,239), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231),
+ X(235,239), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93),
+ X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(207,209), X(211,213),
+ X(215,217), X(219,221), X(223,225), X(227,229), X(231,233), X(235,237),
+ X(239,241), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(129,131), X(133,135), X(137,139), X(141,143),
+ X(145,147), X(149,151), X(153,155), X(157,159), X(161,163), X(165,167),
+ X(169,171), X(173,175), X(177,179), X(181,183), X(185,187), X(189,191),
+ X(193,195), X(197,199), X(201,203), X(205,207), X(209,211), X(213,215),
+ X(217,219), X(221,223), X(225,227), X(229,231), X(233,235), X(237,239),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,162), X(98,226), X(34,98),
+ X(162,226), X(2,34), X(66,98), X(130,162), X(194,226), X(18,146), X(82,210),
+ X(18,82), X(146,210), X(50,114), X(114,178), X(50,114), X(50,82), X(114,146),
+ X(178,210), X(18,50), X(82,114), X(146,178), X(18,34), X(50,66), X(82,98),
+ X(114,130), X(146,162), X(178,194), X(210,226), X(2,18), X(34,50), X(66,82),
+ X(98,114), X(130,146), X(162,178), X(194,210), X(10,138), X(74,202), X(10,74),
+ X(138,202), X(42,170), X(106,234), X(42,106), X(170,234), X(10,42), X(74,106),
+ X(138,170), X(202,234), X(26,154), X(90,218), X(26,90), X(154,218), X(58,122),
+ X(122,186), X(58,122), X(58,90), X(122,154), X(186,218), X(26,58), X(90,122),
+ X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202),
+ X(218,234), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186),
+ X(202,218), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90),
+ X(98,106), X(114,122), X(130,138), X(146,154), X(162,170), X(178,186),
+ X(194,202), X(210,218), X(226,234), X(6,134), X(70,198), X(6,70), X(134,198),
+ X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102), X(134,166),
+ X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118), X(118,182),
+ X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118), X(150,182),
+ X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198), X(214,230),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(198,214),
+ X(14,142), X(78,206), X(14,78), X(142,206), X(46,174), X(110,238), X(46,110),
+ X(174,238), X(14,46), X(78,110), X(142,174), X(206,238), X(30,158), X(94,222),
+ X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94), X(126,158),
+ X(190,222), X(30,62), X(94,126), X(158,190), X(30,46), X(62,78), X(94,110),
+ X(126,142), X(158,174), X(190,206), X(222,238), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(142,158), X(174,190), X(206,222), X(6,14), X(22,30), X(38,46),
+ X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158),
+ X(166,174), X(182,190), X(198,206), X(214,222), X(230,238), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(234,238), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228),
+ X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148),
+ X(84,212), X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84),
+ X(116,148), X(180,212), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68),
+ X(84,100), X(116,132), X(148,164), X(180,196), X(212,228), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204),
+ X(12,76), X(140,204), X(44,172), X(108,236), X(44,108), X(172,236), X(12,44),
+ X(76,108), X(140,172), X(204,236), X(28,156), X(92,220), X(28,92), X(156,220),
+ X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60),
+ X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172),
+ X(188,204), X(220,236), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156),
+ X(172,188), X(204,220), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76),
+ X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(228,236), X(8,136), X(72,200), X(8,72),
+ X(136,200), X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104),
+ X(136,168), X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(216,232), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,176), X(112,240),
+ X(48,112), X(176,240), X(16,48), X(80,112), X(144,176), X(208,240), X(32,160),
+ X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96),
+ X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(32,48), X(64,80),
+ X(96,112), X(128,144), X(160,176), X(192,208), X(224,240), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(232,240), X(4,8),
+ X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72),
+ X(76,80), X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128),
+ X(132,136), X(140,144), X(148,152), X(156,160), X(164,168), X(172,176),
+ X(180,184), X(188,192), X(196,200), X(204,208), X(212,216), X(220,224),
+ X(228,232), X(236,240), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(226,228), X(230,232), X(234,236),
+ X(238,240), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(150,151), X(152,153), X(154,155), X(156,157),
+ X(158,159), X(160,161), X(162,163), X(164,165), X(166,167), X(168,169),
+ X(170,171), X(172,173), X(174,175), X(176,177), X(178,179), X(180,181),
+ X(182,183), X(184,185), X(186,187), X(188,189), X(190,191), X(192,193),
+ X(194,195), X(196,197), X(198,199), X(200,201), X(202,203), X(204,205),
+ X(206,207), X(208,209), X(210,211), X(212,213), X(214,215), X(216,217),
+ X(218,219), X(220,221), X(222,223), X(224,225), X(226,227), X(228,229),
+ X(230,231), X(232,233), X(234,235), X(236,237), X(238,239), X(240,241), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214), X(215,216), X(217,218),
+ X(219,220), X(221,222), X(223,224), X(225,226), X(227,228), X(229,230),
+ X(231,232), X(233,234), X(235,236), X(237,238), X(239,240)
+};
+M(242) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(185,193),
+ X(201,209), X(217,225), X(233,241), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197),
+ X(213,229), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(229,237), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(221,225),
+ X(229,233), X(237,241), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(209,213), X(217,221), X(225,229), X(233,237),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,115), X(115,179), X(51,115), X(51,83), X(115,147),
+ X(179,211), X(19,51), X(83,115), X(147,179), X(19,35), X(51,67), X(83,99),
+ X(115,131), X(147,163), X(179,195), X(211,227), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43), X(75,107),
+ X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219), X(59,123),
+ X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59), X(91,123),
+ X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171), X(187,203),
+ X(219,235), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187),
+ X(203,219), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103), X(135,167),
+ X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119), X(119,183),
+ X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119), X(151,183),
+ X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199), X(215,231),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239), X(47,111),
+ X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159), X(95,223),
+ X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95), X(127,159),
+ X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79), X(95,111),
+ X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63), X(79,95),
+ X(111,127), X(143,159), X(175,191), X(207,223), X(7,15), X(23,31), X(39,47),
+ X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143), X(151,159),
+ X(167,175), X(183,191), X(199,207), X(215,223), X(231,239), X(3,7), X(11,15),
+ X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79),
+ X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231),
+ X(235,239), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93),
+ X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(207,209), X(211,213),
+ X(215,217), X(219,221), X(223,225), X(227,229), X(231,233), X(235,237),
+ X(239,241), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27),
+ X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59),
+ X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91),
+ X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115), X(117,119),
+ X(121,123), X(125,127), X(129,131), X(133,135), X(137,139), X(141,143),
+ X(145,147), X(149,151), X(153,155), X(157,159), X(161,163), X(165,167),
+ X(169,171), X(173,175), X(177,179), X(181,183), X(185,187), X(189,191),
+ X(193,195), X(197,199), X(201,203), X(205,207), X(209,211), X(213,215),
+ X(217,219), X(221,223), X(225,227), X(229,231), X(233,235), X(237,239),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,162), X(98,226), X(34,98),
+ X(162,226), X(2,34), X(66,98), X(130,162), X(194,226), X(18,146), X(82,210),
+ X(18,82), X(146,210), X(50,178), X(114,242), X(50,114), X(178,242), X(18,50),
+ X(82,114), X(146,178), X(210,242), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(130,146), X(162,178), X(194,210), X(226,242), X(10,138), X(74,202), X(10,74),
+ X(138,202), X(42,170), X(106,234), X(42,106), X(170,234), X(10,42), X(74,106),
+ X(138,170), X(202,234), X(26,154), X(90,218), X(26,90), X(154,218), X(58,122),
+ X(122,186), X(58,122), X(58,90), X(122,154), X(186,218), X(26,58), X(90,122),
+ X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202),
+ X(218,234), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186),
+ X(202,218), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(138,146), X(154,162), X(170,178), X(186,194),
+ X(202,210), X(218,226), X(234,242), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(226,234), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102),
+ X(134,166), X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118),
+ X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118),
+ X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198),
+ X(214,230), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,174), X(110,238),
+ X(46,110), X(174,238), X(14,46), X(78,110), X(142,174), X(206,238), X(30,158),
+ X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94),
+ X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(158,174), X(190,206), X(222,238), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(182,190), X(198,206), X(214,222), X(230,238),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(182,186), X(190,194), X(198,202), X(206,210), X(214,218),
+ X(222,226), X(230,234), X(238,242), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(218,222), X(226,230), X(234,238),
+ X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100),
+ X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,172), X(108,236), X(44,108), X(172,236), X(12,44), X(76,108),
+ X(140,172), X(204,236), X(28,156), X(92,220), X(28,92), X(156,220), X(60,124),
+ X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60), X(92,124),
+ X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(188,204),
+ X(220,236), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(204,220), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(180,188),
+ X(196,204), X(212,220), X(228,236), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104), X(136,168),
+ X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120), X(120,184),
+ X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120), X(152,184),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200), X(216,232),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(200,216),
+ X(16,144), X(80,208), X(16,80), X(144,208), X(48,176), X(112,240), X(48,112),
+ X(176,240), X(16,48), X(80,112), X(144,176), X(208,240), X(32,160), X(96,224),
+ X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96), X(128,160),
+ X(192,224), X(32,64), X(96,128), X(160,192), X(32,48), X(64,80), X(96,112),
+ X(128,144), X(160,176), X(192,208), X(224,240), X(16,32), X(48,64), X(80,96),
+ X(112,128), X(144,160), X(176,192), X(208,224), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160),
+ X(168,176), X(184,192), X(200,208), X(216,224), X(232,240), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(228,232),
+ X(236,240), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62),
+ X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94),
+ X(96,98), X(100,102), X(104,106), X(108,110), X(112,114), X(116,118),
+ X(120,122), X(124,126), X(128,130), X(132,134), X(136,138), X(140,142),
+ X(144,146), X(148,150), X(152,154), X(156,158), X(160,162), X(164,166),
+ X(168,170), X(172,174), X(176,178), X(180,182), X(184,186), X(188,190),
+ X(192,194), X(196,198), X(200,202), X(204,206), X(208,210), X(212,214),
+ X(216,218), X(220,222), X(224,226), X(228,230), X(232,234), X(236,238),
+ X(240,242), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(226,228), X(230,232), X(234,236),
+ X(238,240), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200), X(201,202), X(203,204),
+ X(205,206), X(207,208), X(209,210), X(211,212), X(213,214), X(215,216),
+ X(217,218), X(219,220), X(221,222), X(223,224), X(225,226), X(227,228),
+ X(229,230), X(231,232), X(233,234), X(235,236), X(237,238), X(239,240),
+ X(241,242)
+};
+M(243) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(185,193),
+ X(201,209), X(217,225), X(233,241), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197),
+ X(213,229), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(229,237), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(221,225),
+ X(229,233), X(237,241), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(209,213), X(217,221), X(225,229), X(233,237),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,179), X(115,243), X(51,115), X(179,243), X(19,51),
+ X(83,115), X(147,179), X(211,243), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(195,211), X(227,243), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43), X(75,107),
+ X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219), X(59,123),
+ X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59), X(91,123),
+ X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171), X(187,203),
+ X(219,235), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187),
+ X(203,219), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(187,195),
+ X(203,211), X(219,227), X(235,243), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(215,231), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239),
+ X(47,111), X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(231,239),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(207,211), X(215,219),
+ X(223,227), X(231,235), X(239,243), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(235,239), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(221,223), X(225,227), X(229,231), X(233,235), X(237,239), X(241,243),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,162), X(98,226), X(34,98),
+ X(162,226), X(2,34), X(66,98), X(130,162), X(194,226), X(18,146), X(82,210),
+ X(18,82), X(146,210), X(50,178), X(114,242), X(50,114), X(178,242), X(18,50),
+ X(82,114), X(146,178), X(210,242), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(130,146), X(162,178), X(194,210), X(226,242), X(10,138), X(74,202), X(10,74),
+ X(138,202), X(42,170), X(106,234), X(42,106), X(170,234), X(10,42), X(74,106),
+ X(138,170), X(202,234), X(26,154), X(90,218), X(26,90), X(154,218), X(58,122),
+ X(122,186), X(58,122), X(58,90), X(122,154), X(186,218), X(26,58), X(90,122),
+ X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202),
+ X(218,234), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186),
+ X(202,218), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(138,146), X(154,162), X(170,178), X(186,194),
+ X(202,210), X(218,226), X(234,242), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(226,234), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102),
+ X(134,166), X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118),
+ X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118),
+ X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198),
+ X(214,230), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,174), X(110,238),
+ X(46,110), X(174,238), X(14,46), X(78,110), X(142,174), X(206,238), X(30,158),
+ X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94),
+ X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(158,174), X(190,206), X(222,238), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(182,190), X(198,206), X(214,222), X(230,238),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(182,186), X(190,194), X(198,202), X(206,210), X(214,218),
+ X(222,226), X(230,234), X(238,242), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(218,222), X(226,230), X(234,238),
+ X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100),
+ X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,116), X(116,180), X(52,116), X(52,84), X(116,148),
+ X(180,212), X(20,52), X(84,116), X(148,180), X(20,36), X(52,68), X(84,100),
+ X(116,132), X(148,164), X(180,196), X(212,228), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,172), X(108,236), X(44,108), X(172,236), X(12,44), X(76,108),
+ X(140,172), X(204,236), X(28,156), X(92,220), X(28,92), X(156,220), X(60,124),
+ X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60), X(92,124),
+ X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(188,204),
+ X(220,236), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(204,220), X(4,12), X(20,28), X(36,44), X(52,60), X(68,76), X(84,92),
+ X(100,108), X(116,124), X(132,140), X(148,156), X(164,172), X(180,188),
+ X(196,204), X(212,220), X(228,236), X(8,136), X(72,200), X(8,72), X(136,200),
+ X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104), X(136,168),
+ X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120), X(120,184),
+ X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120), X(152,184),
+ X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200), X(216,232),
+ X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184), X(200,216),
+ X(16,144), X(80,208), X(16,80), X(144,208), X(48,176), X(112,240), X(48,112),
+ X(176,240), X(16,48), X(80,112), X(144,176), X(208,240), X(32,160), X(96,224),
+ X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96), X(128,160),
+ X(192,224), X(32,64), X(96,128), X(160,192), X(32,48), X(64,80), X(96,112),
+ X(128,144), X(160,176), X(192,208), X(224,240), X(16,32), X(48,64), X(80,96),
+ X(112,128), X(144,160), X(176,192), X(208,224), X(8,16), X(24,32), X(40,48),
+ X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160),
+ X(168,176), X(184,192), X(200,208), X(216,224), X(232,240), X(4,8), X(12,16),
+ X(20,24), X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80),
+ X(84,88), X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(228,232),
+ X(236,240), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62),
+ X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94),
+ X(96,98), X(100,102), X(104,106), X(108,110), X(112,114), X(116,118),
+ X(120,122), X(124,126), X(128,130), X(132,134), X(136,138), X(140,142),
+ X(144,146), X(148,150), X(152,154), X(156,158), X(160,162), X(164,166),
+ X(168,170), X(172,174), X(176,178), X(180,182), X(184,186), X(188,190),
+ X(192,194), X(196,198), X(200,202), X(204,206), X(208,210), X(212,214),
+ X(216,218), X(220,222), X(224,226), X(228,230), X(232,234), X(236,238),
+ X(240,242), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(226,228), X(230,232), X(234,236),
+ X(238,240), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(150,151), X(152,153), X(154,155), X(156,157),
+ X(158,159), X(160,161), X(162,163), X(164,165), X(166,167), X(168,169),
+ X(170,171), X(172,173), X(174,175), X(176,177), X(178,179), X(180,181),
+ X(182,183), X(184,185), X(186,187), X(188,189), X(190,191), X(192,193),
+ X(194,195), X(196,197), X(198,199), X(200,201), X(202,203), X(204,205),
+ X(206,207), X(208,209), X(210,211), X(212,213), X(214,215), X(216,217),
+ X(218,219), X(220,221), X(222,223), X(224,225), X(226,227), X(228,229),
+ X(230,231), X(232,233), X(234,235), X(236,237), X(238,239), X(240,241),
+ X(242,243), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200), X(201,202), X(203,204),
+ X(205,206), X(207,208), X(209,210), X(211,212), X(213,214), X(215,216),
+ X(217,218), X(219,220), X(221,222), X(223,224), X(225,226), X(227,228),
+ X(229,230), X(231,232), X(233,234), X(235,236), X(237,238), X(239,240),
+ X(241,242)
+};
+M(244) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(185,193),
+ X(201,209), X(217,225), X(233,241), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,117),
+ X(117,181), X(53,117), X(53,85), X(117,149), X(181,213), X(21,53), X(85,117),
+ X(149,181), X(21,37), X(53,69), X(85,101), X(117,133), X(149,165), X(181,197),
+ X(213,229), X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181),
+ X(197,213), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(229,237), X(5,9),
+ X(13,17), X(21,25), X(29,33), X(37,41), X(45,49), X(53,57), X(61,65), X(69,73),
+ X(77,81), X(85,89), X(93,97), X(101,105), X(109,113), X(117,121), X(125,129),
+ X(133,137), X(141,145), X(149,153), X(157,161), X(165,169), X(173,177),
+ X(181,185), X(189,193), X(197,201), X(205,209), X(213,217), X(221,225),
+ X(229,233), X(237,241), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(209,213), X(217,221), X(225,229), X(233,237),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,179), X(115,243), X(51,115), X(179,243), X(19,51),
+ X(83,115), X(147,179), X(211,243), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(195,211), X(227,243), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43), X(75,107),
+ X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219), X(59,123),
+ X(123,187), X(59,123), X(59,91), X(123,155), X(187,219), X(27,59), X(91,123),
+ X(155,187), X(27,43), X(59,75), X(91,107), X(123,139), X(155,171), X(187,203),
+ X(219,235), X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187),
+ X(203,219), X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99),
+ X(107,115), X(123,131), X(139,147), X(155,163), X(171,179), X(187,195),
+ X(203,211), X(219,227), X(235,243), X(3,11), X(19,27), X(35,43), X(51,59),
+ X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,119),
+ X(119,183), X(55,119), X(55,87), X(119,151), X(183,215), X(23,55), X(87,119),
+ X(151,183), X(23,39), X(55,71), X(87,103), X(119,135), X(151,167), X(183,199),
+ X(215,231), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183),
+ X(199,215), X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239),
+ X(47,111), X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(231,239),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(207,211), X(215,219),
+ X(223,227), X(231,235), X(239,243), X(3,7), X(11,15), X(19,23), X(27,31),
+ X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(235,239), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(17,19), X(21,23), X(25,27), X(29,31), X(33,35),
+ X(37,39), X(41,43), X(45,47), X(49,51), X(53,55), X(57,59), X(61,63), X(65,67),
+ X(69,71), X(73,75), X(77,79), X(81,83), X(85,87), X(89,91), X(93,95), X(97,99),
+ X(101,103), X(105,107), X(109,111), X(113,115), X(117,119), X(121,123),
+ X(125,127), X(129,131), X(133,135), X(137,139), X(141,143), X(145,147),
+ X(149,151), X(153,155), X(157,159), X(161,163), X(165,167), X(169,171),
+ X(173,175), X(177,179), X(181,183), X(185,187), X(189,191), X(193,195),
+ X(197,199), X(201,203), X(205,207), X(209,211), X(213,215), X(217,219),
+ X(221,223), X(225,227), X(229,231), X(233,235), X(237,239), X(241,243),
+ X(2,130), X(66,194), X(2,66), X(130,194), X(34,162), X(98,226), X(34,98),
+ X(162,226), X(2,34), X(66,98), X(130,162), X(194,226), X(18,146), X(82,210),
+ X(18,82), X(146,210), X(50,178), X(114,242), X(50,114), X(178,242), X(18,50),
+ X(82,114), X(146,178), X(210,242), X(2,18), X(34,50), X(66,82), X(98,114),
+ X(130,146), X(162,178), X(194,210), X(226,242), X(10,138), X(74,202), X(10,74),
+ X(138,202), X(42,170), X(106,234), X(42,106), X(170,234), X(10,42), X(74,106),
+ X(138,170), X(202,234), X(26,154), X(90,218), X(26,90), X(154,218), X(58,122),
+ X(122,186), X(58,122), X(58,90), X(122,154), X(186,218), X(26,58), X(90,122),
+ X(154,186), X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202),
+ X(218,234), X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186),
+ X(202,218), X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98),
+ X(106,114), X(122,130), X(138,146), X(154,162), X(170,178), X(186,194),
+ X(202,210), X(218,226), X(234,242), X(2,10), X(18,26), X(34,42), X(50,58),
+ X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(226,234), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102),
+ X(134,166), X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,118),
+ X(118,182), X(54,118), X(54,86), X(118,150), X(182,214), X(22,54), X(86,118),
+ X(150,182), X(22,38), X(54,70), X(86,102), X(118,134), X(150,166), X(182,198),
+ X(214,230), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182),
+ X(198,214), X(14,142), X(78,206), X(14,78), X(142,206), X(46,174), X(110,238),
+ X(46,110), X(174,238), X(14,46), X(78,110), X(142,174), X(206,238), X(30,158),
+ X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94),
+ X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(158,174), X(190,206), X(222,238), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(182,190), X(198,206), X(214,222), X(230,238),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(182,186), X(190,194), X(198,202), X(206,210), X(214,218),
+ X(222,226), X(230,234), X(238,242), X(2,6), X(10,14), X(18,22), X(26,30),
+ X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(218,222), X(226,230), X(234,238),
+ X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228), X(36,100),
+ X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148), X(84,212),
+ X(20,84), X(148,212), X(52,180), X(116,244), X(52,116), X(180,244), X(20,52),
+ X(84,116), X(148,180), X(212,244), X(4,20), X(36,52), X(68,84), X(100,116),
+ X(132,148), X(164,180), X(196,212), X(228,244), X(12,140), X(76,204), X(12,76),
+ X(140,204), X(44,172), X(108,236), X(44,108), X(172,236), X(12,44), X(76,108),
+ X(140,172), X(204,236), X(28,156), X(92,220), X(28,92), X(156,220), X(60,124),
+ X(124,188), X(60,124), X(60,92), X(124,156), X(188,220), X(28,60), X(92,124),
+ X(156,188), X(28,44), X(60,76), X(92,108), X(124,140), X(156,172), X(188,204),
+ X(220,236), X(12,28), X(44,60), X(76,92), X(108,124), X(140,156), X(172,188),
+ X(204,220), X(12,20), X(28,36), X(44,52), X(60,68), X(76,84), X(92,100),
+ X(108,116), X(124,132), X(140,148), X(156,164), X(172,180), X(188,196),
+ X(204,212), X(220,228), X(236,244), X(4,12), X(20,28), X(36,44), X(52,60),
+ X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156), X(164,172),
+ X(180,188), X(196,204), X(212,220), X(228,236), X(8,136), X(72,200), X(8,72),
+ X(136,200), X(40,168), X(104,232), X(40,104), X(168,232), X(8,40), X(72,104),
+ X(136,168), X(200,232), X(24,152), X(88,216), X(24,88), X(152,216), X(56,120),
+ X(120,184), X(56,120), X(56,88), X(120,152), X(184,216), X(24,56), X(88,120),
+ X(152,184), X(24,40), X(56,72), X(88,104), X(120,136), X(152,168), X(184,200),
+ X(216,232), X(8,24), X(40,56), X(72,88), X(104,120), X(136,152), X(168,184),
+ X(200,216), X(16,144), X(80,208), X(16,80), X(144,208), X(48,176), X(112,240),
+ X(48,112), X(176,240), X(16,48), X(80,112), X(144,176), X(208,240), X(32,160),
+ X(96,224), X(32,96), X(160,224), X(64,128), X(128,192), X(64,128), X(64,96),
+ X(128,160), X(192,224), X(32,64), X(96,128), X(160,192), X(32,48), X(64,80),
+ X(96,112), X(128,144), X(160,176), X(192,208), X(224,240), X(16,32), X(48,64),
+ X(80,96), X(112,128), X(144,160), X(176,192), X(208,224), X(8,16), X(24,32),
+ X(40,48), X(56,64), X(72,80), X(88,96), X(104,112), X(120,128), X(136,144),
+ X(152,160), X(168,176), X(184,192), X(200,208), X(216,224), X(232,240),
+ X(8,12), X(16,20), X(24,28), X(32,36), X(40,44), X(48,52), X(56,60), X(64,68),
+ X(72,76), X(80,84), X(88,92), X(96,100), X(104,108), X(112,116), X(120,124),
+ X(128,132), X(136,140), X(144,148), X(152,156), X(160,164), X(168,172),
+ X(176,180), X(184,188), X(192,196), X(200,204), X(208,212), X(216,220),
+ X(224,228), X(232,236), X(240,244), X(4,8), X(12,16), X(20,24), X(28,32),
+ X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(220,224), X(228,232), X(236,240), X(2,4),
+ X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36),
+ X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68),
+ X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96),
+ X(98,100), X(102,104), X(106,108), X(110,112), X(114,116), X(118,120),
+ X(122,124), X(126,128), X(130,132), X(134,136), X(138,140), X(142,144),
+ X(146,148), X(150,152), X(154,156), X(158,160), X(162,164), X(166,168),
+ X(170,172), X(174,176), X(178,180), X(182,184), X(186,188), X(190,192),
+ X(194,196), X(198,200), X(202,204), X(206,208), X(210,212), X(214,216),
+ X(218,220), X(222,224), X(226,228), X(230,232), X(234,236), X(238,240),
+ X(242,244), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200), X(201,202), X(203,204),
+ X(205,206), X(207,208), X(209,210), X(211,212), X(213,214), X(215,216),
+ X(217,218), X(219,220), X(221,222), X(223,224), X(225,226), X(227,228),
+ X(229,230), X(231,232), X(233,234), X(235,236), X(237,238), X(239,240),
+ X(241,242), X(243,244)
+};
+M(245) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(185,193),
+ X(201,209), X(217,225), X(233,241), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,181),
+ X(117,245), X(53,117), X(181,245), X(21,53), X(85,117), X(149,181), X(213,245),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(229,245), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(237,245),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205),
+ X(213,221), X(229,237), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(209,213), X(217,221), X(225,229), X(233,237),
+ X(241,245), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,179), X(115,243), X(51,115), X(179,243),
+ X(19,51), X(83,115), X(147,179), X(211,243), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(227,243), X(11,139),
+ X(75,203), X(11,75), X(139,203), X(43,171), X(107,235), X(43,107), X(171,235),
+ X(11,43), X(75,107), X(139,171), X(203,235), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(219,235), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67),
+ X(75,83), X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(235,243), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155),
+ X(163,171), X(179,187), X(195,203), X(211,219), X(227,235), X(7,135),
+ X(71,199), X(7,71), X(135,199), X(39,167), X(103,231), X(39,103), X(167,231),
+ X(7,39), X(71,103), X(135,167), X(199,231), X(23,151), X(87,215), X(23,87),
+ X(151,215), X(55,119), X(119,183), X(55,119), X(55,87), X(119,151), X(183,215),
+ X(23,55), X(87,119), X(151,183), X(23,39), X(55,71), X(87,103), X(119,135),
+ X(151,167), X(183,199), X(215,231), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(167,183), X(199,215), X(15,143), X(79,207), X(15,79), X(143,207),
+ X(47,175), X(111,239), X(47,111), X(175,239), X(15,47), X(79,111), X(143,175),
+ X(207,239), X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191),
+ X(63,127), X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(223,239),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(215,223), X(231,239), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43),
+ X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(119,123), X(127,131), X(135,139), X(143,147),
+ X(151,155), X(159,163), X(167,171), X(175,179), X(183,187), X(191,195),
+ X(199,203), X(207,211), X(215,219), X(223,227), X(231,235), X(239,243), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(203,207), X(211,215), X(219,223),
+ X(227,231), X(235,239), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(207,209), X(211,213),
+ X(215,217), X(219,221), X(223,225), X(227,229), X(231,233), X(235,237),
+ X(239,241), X(243,245), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(229,231), X(233,235),
+ X(237,239), X(241,243), X(2,130), X(66,194), X(2,66), X(130,194), X(34,162),
+ X(98,226), X(34,98), X(162,226), X(2,34), X(66,98), X(130,162), X(194,226),
+ X(18,146), X(82,210), X(18,82), X(146,210), X(50,178), X(114,242), X(50,114),
+ X(178,242), X(18,50), X(82,114), X(146,178), X(210,242), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(226,242), X(10,138),
+ X(74,202), X(10,74), X(138,202), X(42,170), X(106,234), X(42,106), X(170,234),
+ X(10,42), X(74,106), X(138,170), X(202,234), X(26,154), X(90,218), X(26,90),
+ X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154), X(186,218),
+ X(26,58), X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138),
+ X(154,170), X(186,202), X(218,234), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(170,186), X(202,218), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(170,178),
+ X(186,194), X(202,210), X(218,226), X(234,242), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(178,186), X(194,202), X(210,218), X(226,234), X(6,134),
+ X(70,198), X(6,70), X(134,198), X(38,166), X(102,230), X(38,102), X(166,230),
+ X(6,38), X(70,102), X(134,166), X(198,230), X(22,150), X(86,214), X(22,86),
+ X(150,214), X(54,118), X(118,182), X(54,118), X(54,86), X(118,150), X(182,214),
+ X(22,54), X(86,118), X(150,182), X(22,38), X(54,70), X(86,102), X(118,134),
+ X(150,166), X(182,198), X(214,230), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(166,182), X(198,214), X(14,142), X(78,206), X(14,78), X(142,206),
+ X(46,174), X(110,238), X(46,110), X(174,238), X(14,46), X(78,110), X(142,174),
+ X(206,238), X(30,158), X(94,222), X(30,94), X(158,222), X(62,126), X(126,190),
+ X(62,126), X(62,94), X(126,158), X(190,222), X(30,62), X(94,126), X(158,190),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(222,238),
+ X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(206,222),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(198,206),
+ X(214,222), X(230,238), X(6,10), X(14,18), X(22,26), X(30,34), X(38,42),
+ X(46,50), X(54,58), X(62,66), X(70,74), X(78,82), X(86,90), X(94,98),
+ X(102,106), X(110,114), X(118,122), X(126,130), X(134,138), X(142,146),
+ X(150,154), X(158,162), X(166,170), X(174,178), X(182,186), X(190,194),
+ X(198,202), X(206,210), X(214,218), X(222,226), X(230,234), X(238,242), X(2,6),
+ X(10,14), X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70),
+ X(74,78), X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126),
+ X(130,134), X(138,142), X(146,150), X(154,158), X(162,166), X(170,174),
+ X(178,182), X(186,190), X(194,198), X(202,206), X(210,214), X(218,222),
+ X(226,230), X(234,238), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164),
+ X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228),
+ X(20,148), X(84,212), X(20,84), X(148,212), X(52,180), X(116,244), X(52,116),
+ X(180,244), X(20,52), X(84,116), X(148,180), X(212,244), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(228,244),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108),
+ X(172,236), X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220),
+ X(28,92), X(156,220), X(60,124), X(124,188), X(60,124), X(60,92), X(124,156),
+ X(188,220), X(28,60), X(92,124), X(156,188), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(188,204), X(220,236), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(172,188), X(204,220), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(188,196), X(204,212), X(220,228), X(236,244), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(180,188), X(196,204), X(212,220), X(228,236),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,168), X(104,232), X(40,104),
+ X(168,232), X(8,40), X(72,104), X(136,168), X(200,232), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,120), X(120,184), X(56,120), X(56,88), X(120,152),
+ X(184,216), X(24,56), X(88,120), X(152,184), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(152,168), X(184,200), X(216,232), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(168,184), X(200,216), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,176), X(112,240), X(48,112), X(176,240), X(16,48), X(80,112),
+ X(144,176), X(208,240), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128),
+ X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128),
+ X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208),
+ X(224,240), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(208,224), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(168,176), X(184,192),
+ X(200,208), X(216,224), X(232,240), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(184,188),
+ X(192,196), X(200,204), X(208,212), X(216,220), X(224,228), X(232,236),
+ X(240,244), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(204,208),
+ X(212,216), X(220,224), X(228,232), X(236,240), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176),
+ X(178,180), X(182,184), X(186,188), X(190,192), X(194,196), X(198,200),
+ X(202,204), X(206,208), X(210,212), X(214,216), X(218,220), X(222,224),
+ X(226,228), X(230,232), X(234,236), X(238,240), X(242,244), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231),
+ X(232,233), X(234,235), X(236,237), X(238,239), X(240,241), X(242,243),
+ X(244,245), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200), X(201,202), X(203,204),
+ X(205,206), X(207,208), X(209,210), X(211,212), X(213,214), X(215,216),
+ X(217,218), X(219,220), X(221,222), X(223,224), X(225,226), X(227,228),
+ X(229,230), X(231,232), X(233,234), X(235,236), X(237,238), X(239,240),
+ X(241,242), X(243,244)
+};
+M(246) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(185,193),
+ X(201,209), X(217,225), X(233,241), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,181),
+ X(117,245), X(53,117), X(181,245), X(21,53), X(85,117), X(149,181), X(213,245),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(229,245), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(237,245),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205),
+ X(213,221), X(229,237), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(209,213), X(217,221), X(225,229), X(233,237),
+ X(241,245), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,179), X(115,243), X(51,115), X(179,243),
+ X(19,51), X(83,115), X(147,179), X(211,243), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(227,243), X(11,139),
+ X(75,203), X(11,75), X(139,203), X(43,171), X(107,235), X(43,107), X(171,235),
+ X(11,43), X(75,107), X(139,171), X(203,235), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(219,235), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67),
+ X(75,83), X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(235,243), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155),
+ X(163,171), X(179,187), X(195,203), X(211,219), X(227,235), X(7,135),
+ X(71,199), X(7,71), X(135,199), X(39,167), X(103,231), X(39,103), X(167,231),
+ X(7,39), X(71,103), X(135,167), X(199,231), X(23,151), X(87,215), X(23,87),
+ X(151,215), X(55,119), X(119,183), X(55,119), X(55,87), X(119,151), X(183,215),
+ X(23,55), X(87,119), X(151,183), X(23,39), X(55,71), X(87,103), X(119,135),
+ X(151,167), X(183,199), X(215,231), X(7,23), X(39,55), X(71,87), X(103,119),
+ X(135,151), X(167,183), X(199,215), X(15,143), X(79,207), X(15,79), X(143,207),
+ X(47,175), X(111,239), X(47,111), X(175,239), X(15,47), X(79,111), X(143,175),
+ X(207,239), X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191),
+ X(63,127), X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(223,239),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(215,223), X(231,239), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43),
+ X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(119,123), X(127,131), X(135,139), X(143,147),
+ X(151,155), X(159,163), X(167,171), X(175,179), X(183,187), X(191,195),
+ X(199,203), X(207,211), X(215,219), X(223,227), X(231,235), X(239,243), X(3,7),
+ X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71),
+ X(75,79), X(83,87), X(91,95), X(99,103), X(107,111), X(115,119), X(123,127),
+ X(131,135), X(139,143), X(147,151), X(155,159), X(163,167), X(171,175),
+ X(179,183), X(187,191), X(195,199), X(203,207), X(211,215), X(219,223),
+ X(227,231), X(235,239), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25),
+ X(27,29), X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57),
+ X(59,61), X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89),
+ X(91,93), X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(207,209), X(211,213),
+ X(215,217), X(219,221), X(223,225), X(227,229), X(231,233), X(235,237),
+ X(239,241), X(243,245), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(229,231), X(233,235),
+ X(237,239), X(241,243), X(2,130), X(66,194), X(2,66), X(130,194), X(34,162),
+ X(98,226), X(34,98), X(162,226), X(2,34), X(66,98), X(130,162), X(194,226),
+ X(18,146), X(82,210), X(18,82), X(146,210), X(50,178), X(114,242), X(50,114),
+ X(178,242), X(18,50), X(82,114), X(146,178), X(210,242), X(2,18), X(34,50),
+ X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(226,242), X(10,138),
+ X(74,202), X(10,74), X(138,202), X(42,170), X(106,234), X(42,106), X(170,234),
+ X(10,42), X(74,106), X(138,170), X(202,234), X(26,154), X(90,218), X(26,90),
+ X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154), X(186,218),
+ X(26,58), X(90,122), X(154,186), X(26,42), X(58,74), X(90,106), X(122,138),
+ X(154,170), X(186,202), X(218,234), X(10,26), X(42,58), X(74,90), X(106,122),
+ X(138,154), X(170,186), X(202,218), X(10,18), X(26,34), X(42,50), X(58,66),
+ X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162), X(170,178),
+ X(186,194), X(202,210), X(218,226), X(234,242), X(2,10), X(18,26), X(34,42),
+ X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138), X(146,154),
+ X(162,170), X(178,186), X(194,202), X(210,218), X(226,234), X(6,134),
+ X(70,198), X(6,70), X(134,198), X(38,166), X(102,230), X(38,102), X(166,230),
+ X(6,38), X(70,102), X(134,166), X(198,230), X(22,150), X(86,214), X(22,86),
+ X(150,214), X(54,182), X(118,246), X(54,118), X(182,246), X(22,54), X(86,118),
+ X(150,182), X(214,246), X(6,22), X(38,54), X(70,86), X(102,118), X(134,150),
+ X(166,182), X(198,214), X(230,246), X(14,142), X(78,206), X(14,78), X(142,206),
+ X(46,174), X(110,238), X(46,110), X(174,238), X(14,46), X(78,110), X(142,174),
+ X(206,238), X(30,158), X(94,222), X(30,94), X(158,222), X(62,126), X(126,190),
+ X(62,126), X(62,94), X(126,158), X(190,222), X(30,62), X(94,126), X(158,190),
+ X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(190,206), X(222,238),
+ X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190), X(206,222),
+ X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102), X(110,118),
+ X(126,134), X(142,150), X(158,166), X(174,182), X(190,198), X(206,214),
+ X(222,230), X(238,246), X(6,14), X(22,30), X(38,46), X(54,62), X(70,78),
+ X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(230,238), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(234,238), X(242,246), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164),
+ X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228),
+ X(20,148), X(84,212), X(20,84), X(148,212), X(52,180), X(116,244), X(52,116),
+ X(180,244), X(20,52), X(84,116), X(148,180), X(212,244), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(228,244),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108),
+ X(172,236), X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220),
+ X(28,92), X(156,220), X(60,124), X(124,188), X(60,124), X(60,92), X(124,156),
+ X(188,220), X(28,60), X(92,124), X(156,188), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(188,204), X(220,236), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(172,188), X(204,220), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(188,196), X(204,212), X(220,228), X(236,244), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(180,188), X(196,204), X(212,220), X(228,236),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,168), X(104,232), X(40,104),
+ X(168,232), X(8,40), X(72,104), X(136,168), X(200,232), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,120), X(120,184), X(56,120), X(56,88), X(120,152),
+ X(184,216), X(24,56), X(88,120), X(152,184), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(152,168), X(184,200), X(216,232), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(168,184), X(200,216), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,176), X(112,240), X(48,112), X(176,240), X(16,48), X(80,112),
+ X(144,176), X(208,240), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128),
+ X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128),
+ X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208),
+ X(224,240), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(208,224), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(168,176), X(184,192),
+ X(200,208), X(216,224), X(232,240), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(184,188),
+ X(192,196), X(200,204), X(208,212), X(216,220), X(224,228), X(232,236),
+ X(240,244), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(204,208),
+ X(212,216), X(220,224), X(228,232), X(236,240), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78),
+ X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106),
+ X(108,110), X(112,114), X(116,118), X(120,122), X(124,126), X(128,130),
+ X(132,134), X(136,138), X(140,142), X(144,146), X(148,150), X(152,154),
+ X(156,158), X(160,162), X(164,166), X(168,170), X(172,174), X(176,178),
+ X(180,182), X(184,186), X(188,190), X(192,194), X(196,198), X(200,202),
+ X(204,206), X(208,210), X(212,214), X(216,218), X(220,222), X(224,226),
+ X(228,230), X(232,234), X(236,238), X(240,242), X(244,246), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(202,204), X(206,208), X(210,212), X(214,216), X(218,220),
+ X(222,224), X(226,228), X(230,232), X(234,236), X(238,240), X(242,244), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214), X(215,216), X(217,218),
+ X(219,220), X(221,222), X(223,224), X(225,226), X(227,228), X(229,230),
+ X(231,232), X(233,234), X(235,236), X(237,238), X(239,240), X(241,242),
+ X(243,244), X(245,246)
+};
+M(247) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(185,193),
+ X(201,209), X(217,225), X(233,241), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,181),
+ X(117,245), X(53,117), X(181,245), X(21,53), X(85,117), X(149,181), X(213,245),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(229,245), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(237,245),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205),
+ X(213,221), X(229,237), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(209,213), X(217,221), X(225,229), X(233,237),
+ X(241,245), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,179), X(115,243), X(51,115), X(179,243),
+ X(19,51), X(83,115), X(147,179), X(211,243), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(227,243), X(11,139),
+ X(75,203), X(11,75), X(139,203), X(43,171), X(107,235), X(43,107), X(171,235),
+ X(11,43), X(75,107), X(139,171), X(203,235), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(219,235), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67),
+ X(75,83), X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(235,243), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155),
+ X(163,171), X(179,187), X(195,203), X(211,219), X(227,235), X(7,135),
+ X(71,199), X(7,71), X(135,199), X(39,167), X(103,231), X(39,103), X(167,231),
+ X(7,39), X(71,103), X(135,167), X(199,231), X(23,151), X(87,215), X(23,87),
+ X(151,215), X(55,183), X(119,247), X(55,119), X(183,247), X(23,55), X(87,119),
+ X(151,183), X(215,247), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151),
+ X(167,183), X(199,215), X(231,247), X(15,143), X(79,207), X(15,79), X(143,207),
+ X(47,175), X(111,239), X(47,111), X(175,239), X(15,47), X(79,111), X(143,175),
+ X(207,239), X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191),
+ X(63,127), X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(223,239),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223),
+ X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119),
+ X(127,135), X(143,151), X(159,167), X(175,183), X(191,199), X(207,215),
+ X(223,231), X(239,247), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79),
+ X(87,95), X(103,111), X(119,127), X(135,143), X(151,159), X(167,175),
+ X(183,191), X(199,207), X(215,223), X(231,239), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231),
+ X(235,239), X(243,247), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(229,231), X(233,235),
+ X(237,239), X(241,243), X(245,247), X(2,130), X(66,194), X(2,66), X(130,194),
+ X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98), X(130,162),
+ X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,178), X(114,242),
+ X(50,114), X(178,242), X(18,50), X(82,114), X(146,178), X(210,242), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(226,242),
+ X(10,138), X(74,202), X(10,74), X(138,202), X(42,170), X(106,234), X(42,106),
+ X(170,234), X(10,42), X(74,106), X(138,170), X(202,234), X(26,154), X(90,218),
+ X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154),
+ X(186,218), X(26,58), X(90,122), X(154,186), X(26,42), X(58,74), X(90,106),
+ X(122,138), X(154,170), X(186,202), X(218,234), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(202,218), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162),
+ X(170,178), X(186,194), X(202,210), X(218,226), X(234,242), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(226,234),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,166), X(102,230), X(38,102),
+ X(166,230), X(6,38), X(70,102), X(134,166), X(198,230), X(22,150), X(86,214),
+ X(22,86), X(150,214), X(54,182), X(118,246), X(54,118), X(182,246), X(22,54),
+ X(86,118), X(150,182), X(214,246), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(166,182), X(198,214), X(230,246), X(14,142), X(78,206), X(14,78),
+ X(142,206), X(46,174), X(110,238), X(46,110), X(174,238), X(14,46), X(78,110),
+ X(142,174), X(206,238), X(30,158), X(94,222), X(30,94), X(158,222), X(62,126),
+ X(126,190), X(62,126), X(62,94), X(126,158), X(190,222), X(30,62), X(94,126),
+ X(158,190), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(190,206),
+ X(222,238), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190),
+ X(206,222), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(142,150), X(158,166), X(174,182), X(190,198),
+ X(206,214), X(222,230), X(238,246), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(230,238), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(234,238), X(242,246), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164),
+ X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228),
+ X(20,148), X(84,212), X(20,84), X(148,212), X(52,180), X(116,244), X(52,116),
+ X(180,244), X(20,52), X(84,116), X(148,180), X(212,244), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(228,244),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108),
+ X(172,236), X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220),
+ X(28,92), X(156,220), X(60,124), X(124,188), X(60,124), X(60,92), X(124,156),
+ X(188,220), X(28,60), X(92,124), X(156,188), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(188,204), X(220,236), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(172,188), X(204,220), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(188,196), X(204,212), X(220,228), X(236,244), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(180,188), X(196,204), X(212,220), X(228,236),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,168), X(104,232), X(40,104),
+ X(168,232), X(8,40), X(72,104), X(136,168), X(200,232), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,120), X(120,184), X(56,120), X(56,88), X(120,152),
+ X(184,216), X(24,56), X(88,120), X(152,184), X(24,40), X(56,72), X(88,104),
+ X(120,136), X(152,168), X(184,200), X(216,232), X(8,24), X(40,56), X(72,88),
+ X(104,120), X(136,152), X(168,184), X(200,216), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,176), X(112,240), X(48,112), X(176,240), X(16,48), X(80,112),
+ X(144,176), X(208,240), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128),
+ X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128),
+ X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208),
+ X(224,240), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(208,224), X(8,16), X(24,32), X(40,48), X(56,64), X(72,80), X(88,96),
+ X(104,112), X(120,128), X(136,144), X(152,160), X(168,176), X(184,192),
+ X(200,208), X(216,224), X(232,240), X(8,12), X(16,20), X(24,28), X(32,36),
+ X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(184,188),
+ X(192,196), X(200,204), X(208,212), X(216,220), X(224,228), X(232,236),
+ X(240,244), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40), X(44,48), X(52,56),
+ X(60,64), X(68,72), X(76,80), X(84,88), X(92,96), X(100,104), X(108,112),
+ X(116,120), X(124,128), X(132,136), X(140,144), X(148,152), X(156,160),
+ X(164,168), X(172,176), X(180,184), X(188,192), X(196,200), X(204,208),
+ X(212,216), X(220,224), X(228,232), X(236,240), X(4,6), X(8,10), X(12,14),
+ X(16,18), X(20,22), X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46),
+ X(48,50), X(52,54), X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78),
+ X(80,82), X(84,86), X(88,90), X(92,94), X(96,98), X(100,102), X(104,106),
+ X(108,110), X(112,114), X(116,118), X(120,122), X(124,126), X(128,130),
+ X(132,134), X(136,138), X(140,142), X(144,146), X(148,150), X(152,154),
+ X(156,158), X(160,162), X(164,166), X(168,170), X(172,174), X(176,178),
+ X(180,182), X(184,186), X(188,190), X(192,194), X(196,198), X(200,202),
+ X(204,206), X(208,210), X(212,214), X(216,218), X(220,222), X(224,226),
+ X(228,230), X(232,234), X(236,238), X(240,242), X(244,246), X(2,4), X(6,8),
+ X(10,12), X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40),
+ X(42,44), X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72),
+ X(74,76), X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100),
+ X(102,104), X(106,108), X(110,112), X(114,116), X(118,120), X(122,124),
+ X(126,128), X(130,132), X(134,136), X(138,140), X(142,144), X(146,148),
+ X(150,152), X(154,156), X(158,160), X(162,164), X(166,168), X(170,172),
+ X(174,176), X(178,180), X(182,184), X(186,188), X(190,192), X(194,196),
+ X(198,200), X(202,204), X(206,208), X(210,212), X(214,216), X(218,220),
+ X(222,224), X(226,228), X(230,232), X(234,236), X(238,240), X(242,244), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231),
+ X(232,233), X(234,235), X(236,237), X(238,239), X(240,241), X(242,243),
+ X(244,245), X(246,247), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210), X(211,212), X(213,214),
+ X(215,216), X(217,218), X(219,220), X(221,222), X(223,224), X(225,226),
+ X(227,228), X(229,230), X(231,232), X(233,234), X(235,236), X(237,238),
+ X(239,240), X(241,242), X(243,244), X(245,246)
+};
+M(248) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,121),
+ X(121,185), X(57,121), X(57,89), X(121,153), X(185,217), X(25,57), X(89,121),
+ X(153,185), X(25,41), X(57,73), X(89,105), X(121,137), X(153,169), X(185,201),
+ X(217,233), X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185),
+ X(201,217), X(9,17), X(25,33), X(41,49), X(57,65), X(73,81), X(89,97),
+ X(105,113), X(121,129), X(137,145), X(153,161), X(169,177), X(185,193),
+ X(201,209), X(217,225), X(233,241), X(1,9), X(17,25), X(33,41), X(49,57),
+ X(65,73), X(81,89), X(97,105), X(113,121), X(129,137), X(145,153), X(161,169),
+ X(177,185), X(193,201), X(209,217), X(225,233), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,181),
+ X(117,245), X(53,117), X(181,245), X(21,53), X(85,117), X(149,181), X(213,245),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(229,245), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(237,245),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205),
+ X(213,221), X(229,237), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37),
+ X(41,45), X(49,53), X(57,61), X(65,69), X(73,77), X(81,85), X(89,93),
+ X(97,101), X(105,109), X(113,117), X(121,125), X(129,133), X(137,141),
+ X(145,149), X(153,157), X(161,165), X(169,173), X(177,181), X(185,189),
+ X(193,197), X(201,205), X(209,213), X(217,221), X(225,229), X(233,237),
+ X(241,245), X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227),
+ X(35,99), X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147),
+ X(83,211), X(19,83), X(147,211), X(51,179), X(115,243), X(51,115), X(179,243),
+ X(19,51), X(83,115), X(147,179), X(211,243), X(3,19), X(35,51), X(67,83),
+ X(99,115), X(131,147), X(163,179), X(195,211), X(227,243), X(11,139),
+ X(75,203), X(11,75), X(139,203), X(43,171), X(107,235), X(43,107), X(171,235),
+ X(11,43), X(75,107), X(139,171), X(203,235), X(27,155), X(91,219), X(27,91),
+ X(155,219), X(59,123), X(123,187), X(59,123), X(59,91), X(123,155), X(187,219),
+ X(27,59), X(91,123), X(155,187), X(27,43), X(59,75), X(91,107), X(123,139),
+ X(155,171), X(187,203), X(219,235), X(11,27), X(43,59), X(75,91), X(107,123),
+ X(139,155), X(171,187), X(203,219), X(11,19), X(27,35), X(43,51), X(59,67),
+ X(75,83), X(91,99), X(107,115), X(123,131), X(139,147), X(155,163), X(171,179),
+ X(187,195), X(203,211), X(219,227), X(235,243), X(3,11), X(19,27), X(35,43),
+ X(51,59), X(67,75), X(83,91), X(99,107), X(115,123), X(131,139), X(147,155),
+ X(163,171), X(179,187), X(195,203), X(211,219), X(227,235), X(7,135),
+ X(71,199), X(7,71), X(135,199), X(39,167), X(103,231), X(39,103), X(167,231),
+ X(7,39), X(71,103), X(135,167), X(199,231), X(23,151), X(87,215), X(23,87),
+ X(151,215), X(55,183), X(119,247), X(55,119), X(183,247), X(23,55), X(87,119),
+ X(151,183), X(215,247), X(7,23), X(39,55), X(71,87), X(103,119), X(135,151),
+ X(167,183), X(199,215), X(231,247), X(15,143), X(79,207), X(15,79), X(143,207),
+ X(47,175), X(111,239), X(47,111), X(175,239), X(15,47), X(79,111), X(143,175),
+ X(207,239), X(31,159), X(95,223), X(31,95), X(159,223), X(63,127), X(127,191),
+ X(63,127), X(63,95), X(127,159), X(191,223), X(31,63), X(95,127), X(159,191),
+ X(31,47), X(63,79), X(95,111), X(127,143), X(159,175), X(191,207), X(223,239),
+ X(15,31), X(47,63), X(79,95), X(111,127), X(143,159), X(175,191), X(207,223),
+ X(15,23), X(31,39), X(47,55), X(63,71), X(79,87), X(95,103), X(111,119),
+ X(127,135), X(143,151), X(159,167), X(175,183), X(191,199), X(207,215),
+ X(223,231), X(239,247), X(7,15), X(23,31), X(39,47), X(55,63), X(71,79),
+ X(87,95), X(103,111), X(119,127), X(135,143), X(151,159), X(167,175),
+ X(183,191), X(199,207), X(215,223), X(231,239), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231),
+ X(235,239), X(243,247), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(229,231), X(233,235),
+ X(237,239), X(241,243), X(245,247), X(2,130), X(66,194), X(2,66), X(130,194),
+ X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98), X(130,162),
+ X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,178), X(114,242),
+ X(50,114), X(178,242), X(18,50), X(82,114), X(146,178), X(210,242), X(2,18),
+ X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210), X(226,242),
+ X(10,138), X(74,202), X(10,74), X(138,202), X(42,170), X(106,234), X(42,106),
+ X(170,234), X(10,42), X(74,106), X(138,170), X(202,234), X(26,154), X(90,218),
+ X(26,90), X(154,218), X(58,122), X(122,186), X(58,122), X(58,90), X(122,154),
+ X(186,218), X(26,58), X(90,122), X(154,186), X(26,42), X(58,74), X(90,106),
+ X(122,138), X(154,170), X(186,202), X(218,234), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(202,218), X(10,18), X(26,34), X(42,50),
+ X(58,66), X(74,82), X(90,98), X(106,114), X(122,130), X(138,146), X(154,162),
+ X(170,178), X(186,194), X(202,210), X(218,226), X(234,242), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(226,234),
+ X(6,134), X(70,198), X(6,70), X(134,198), X(38,166), X(102,230), X(38,102),
+ X(166,230), X(6,38), X(70,102), X(134,166), X(198,230), X(22,150), X(86,214),
+ X(22,86), X(150,214), X(54,182), X(118,246), X(54,118), X(182,246), X(22,54),
+ X(86,118), X(150,182), X(214,246), X(6,22), X(38,54), X(70,86), X(102,118),
+ X(134,150), X(166,182), X(198,214), X(230,246), X(14,142), X(78,206), X(14,78),
+ X(142,206), X(46,174), X(110,238), X(46,110), X(174,238), X(14,46), X(78,110),
+ X(142,174), X(206,238), X(30,158), X(94,222), X(30,94), X(158,222), X(62,126),
+ X(126,190), X(62,126), X(62,94), X(126,158), X(190,222), X(30,62), X(94,126),
+ X(158,190), X(30,46), X(62,78), X(94,110), X(126,142), X(158,174), X(190,206),
+ X(222,238), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158), X(174,190),
+ X(206,222), X(14,22), X(30,38), X(46,54), X(62,70), X(78,86), X(94,102),
+ X(110,118), X(126,134), X(142,150), X(158,166), X(174,182), X(190,198),
+ X(206,214), X(222,230), X(238,246), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(230,238), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(234,238), X(242,246), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164),
+ X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228),
+ X(20,148), X(84,212), X(20,84), X(148,212), X(52,180), X(116,244), X(52,116),
+ X(180,244), X(20,52), X(84,116), X(148,180), X(212,244), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(228,244),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108),
+ X(172,236), X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220),
+ X(28,92), X(156,220), X(60,124), X(124,188), X(60,124), X(60,92), X(124,156),
+ X(188,220), X(28,60), X(92,124), X(156,188), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(188,204), X(220,236), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(172,188), X(204,220), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(188,196), X(204,212), X(220,228), X(236,244), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(180,188), X(196,204), X(212,220), X(228,236),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,168), X(104,232), X(40,104),
+ X(168,232), X(8,40), X(72,104), X(136,168), X(200,232), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,184), X(120,248), X(56,120), X(184,248), X(24,56),
+ X(88,120), X(152,184), X(216,248), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(168,184), X(200,216), X(232,248), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,176), X(112,240), X(48,112), X(176,240), X(16,48), X(80,112),
+ X(144,176), X(208,240), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128),
+ X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128),
+ X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208),
+ X(224,240), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(208,224), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(176,184), X(192,200),
+ X(208,216), X(224,232), X(240,248), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(216,224), X(232,240), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(228,232),
+ X(236,240), X(244,248), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(226,228), X(230,232), X(234,236),
+ X(238,240), X(242,244), X(246,248), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208), X(209,210), X(211,212),
+ X(213,214), X(215,216), X(217,218), X(219,220), X(221,222), X(223,224),
+ X(225,226), X(227,228), X(229,230), X(231,232), X(233,234), X(235,236),
+ X(237,238), X(239,240), X(241,242), X(243,244), X(245,246), X(247,248)
+};
+M(249) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,185),
+ X(121,249), X(57,121), X(185,249), X(25,57), X(89,121), X(153,185), X(217,249),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(201,217),
+ X(233,249), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(241,249), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,181),
+ X(117,245), X(53,117), X(181,245), X(21,53), X(85,117), X(149,181), X(213,245),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(229,245), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(237,245),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205),
+ X(213,221), X(229,237), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193),
+ X(197,201), X(205,209), X(213,217), X(221,225), X(229,233), X(237,241),
+ X(245,249), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(193,197), X(201,205),
+ X(209,213), X(217,221), X(225,229), X(233,237), X(241,245), X(3,131),
+ X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99), X(163,227),
+ X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211), X(19,83),
+ X(147,211), X(51,179), X(115,243), X(51,115), X(179,243), X(19,51), X(83,115),
+ X(147,179), X(211,243), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(227,243), X(11,139), X(75,203), X(11,75), X(139,203),
+ X(43,171), X(107,235), X(43,107), X(171,235), X(11,43), X(75,107), X(139,171),
+ X(203,235), X(27,155), X(91,219), X(27,91), X(155,219), X(59,123), X(123,187),
+ X(59,123), X(59,91), X(123,155), X(187,219), X(27,59), X(91,123), X(155,187),
+ X(27,43), X(59,75), X(91,107), X(123,139), X(155,171), X(187,203), X(219,235),
+ X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(203,219),
+ X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(107,115),
+ X(123,131), X(139,147), X(155,163), X(171,179), X(187,195), X(203,211),
+ X(219,227), X(235,243), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,183),
+ X(119,247), X(55,119), X(183,247), X(23,55), X(87,119), X(151,183), X(215,247),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215),
+ X(231,247), X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239),
+ X(47,111), X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(223,231), X(239,247),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(215,223), X(231,239), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(235,239),
+ X(243,247), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93),
+ X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(207,209), X(211,213),
+ X(215,217), X(219,221), X(223,225), X(227,229), X(231,233), X(235,237),
+ X(239,241), X(243,245), X(247,249), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(205,207), X(209,211), X(213,215), X(217,219), X(221,223), X(225,227),
+ X(229,231), X(233,235), X(237,239), X(241,243), X(245,247), X(2,130),
+ X(66,194), X(2,66), X(130,194), X(34,162), X(98,226), X(34,98), X(162,226),
+ X(2,34), X(66,98), X(130,162), X(194,226), X(18,146), X(82,210), X(18,82),
+ X(146,210), X(50,178), X(114,242), X(50,114), X(178,242), X(18,50), X(82,114),
+ X(146,178), X(210,242), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(162,178), X(194,210), X(226,242), X(10,138), X(74,202), X(10,74), X(138,202),
+ X(42,170), X(106,234), X(42,106), X(170,234), X(10,42), X(74,106), X(138,170),
+ X(202,234), X(26,154), X(90,218), X(26,90), X(154,218), X(58,122), X(122,186),
+ X(58,122), X(58,90), X(122,154), X(186,218), X(26,58), X(90,122), X(154,186),
+ X(26,42), X(58,74), X(90,106), X(122,138), X(154,170), X(186,202), X(218,234),
+ X(10,26), X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(202,218),
+ X(10,18), X(26,34), X(42,50), X(58,66), X(74,82), X(90,98), X(106,114),
+ X(122,130), X(138,146), X(154,162), X(170,178), X(186,194), X(202,210),
+ X(218,226), X(234,242), X(2,10), X(18,26), X(34,42), X(50,58), X(66,74),
+ X(82,90), X(98,106), X(114,122), X(130,138), X(146,154), X(162,170),
+ X(178,186), X(194,202), X(210,218), X(226,234), X(6,134), X(70,198), X(6,70),
+ X(134,198), X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102),
+ X(134,166), X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,182),
+ X(118,246), X(54,118), X(182,246), X(22,54), X(86,118), X(150,182), X(214,246),
+ X(6,22), X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(198,214),
+ X(230,246), X(14,142), X(78,206), X(14,78), X(142,206), X(46,174), X(110,238),
+ X(46,110), X(174,238), X(14,46), X(78,110), X(142,174), X(206,238), X(30,158),
+ X(94,222), X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94),
+ X(126,158), X(190,222), X(30,62), X(94,126), X(158,190), X(30,46), X(62,78),
+ X(94,110), X(126,142), X(158,174), X(190,206), X(222,238), X(14,30), X(46,62),
+ X(78,94), X(110,126), X(142,158), X(174,190), X(206,222), X(14,22), X(30,38),
+ X(46,54), X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150),
+ X(158,166), X(174,182), X(190,198), X(206,214), X(222,230), X(238,246),
+ X(6,14), X(22,30), X(38,46), X(54,62), X(70,78), X(86,94), X(102,110),
+ X(118,126), X(134,142), X(150,158), X(166,174), X(182,190), X(198,206),
+ X(214,222), X(230,238), X(2,6), X(10,14), X(18,22), X(26,30), X(34,38),
+ X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86), X(90,94),
+ X(98,102), X(106,110), X(114,118), X(122,126), X(130,134), X(138,142),
+ X(146,150), X(154,158), X(162,166), X(170,174), X(178,182), X(186,190),
+ X(194,198), X(202,206), X(210,214), X(218,222), X(226,230), X(234,238),
+ X(242,246), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164), X(100,228),
+ X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228), X(20,148),
+ X(84,212), X(20,84), X(148,212), X(52,180), X(116,244), X(52,116), X(180,244),
+ X(20,52), X(84,116), X(148,180), X(212,244), X(4,20), X(36,52), X(68,84),
+ X(100,116), X(132,148), X(164,180), X(196,212), X(228,244), X(12,140),
+ X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108), X(172,236),
+ X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220), X(28,92),
+ X(156,220), X(60,124), X(124,188), X(60,124), X(60,92), X(124,156), X(188,220),
+ X(28,60), X(92,124), X(156,188), X(28,44), X(60,76), X(92,108), X(124,140),
+ X(156,172), X(188,204), X(220,236), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(140,156), X(172,188), X(204,220), X(12,20), X(28,36), X(44,52), X(60,68),
+ X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(188,196), X(204,212), X(220,228), X(236,244), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(180,188), X(196,204), X(212,220), X(228,236),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,168), X(104,232), X(40,104),
+ X(168,232), X(8,40), X(72,104), X(136,168), X(200,232), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,184), X(120,248), X(56,120), X(184,248), X(24,56),
+ X(88,120), X(152,184), X(216,248), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(168,184), X(200,216), X(232,248), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,176), X(112,240), X(48,112), X(176,240), X(16,48), X(80,112),
+ X(144,176), X(208,240), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128),
+ X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128),
+ X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208),
+ X(224,240), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(208,224), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(176,184), X(192,200),
+ X(208,216), X(224,232), X(240,248), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(216,224), X(232,240), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(228,232),
+ X(236,240), X(244,248), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24),
+ X(26,28), X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56),
+ X(58,60), X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88),
+ X(90,92), X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(226,228), X(230,232), X(234,236),
+ X(238,240), X(242,244), X(246,248), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189),
+ X(190,191), X(192,193), X(194,195), X(196,197), X(198,199), X(200,201),
+ X(202,203), X(204,205), X(206,207), X(208,209), X(210,211), X(212,213),
+ X(214,215), X(216,217), X(218,219), X(220,221), X(222,223), X(224,225),
+ X(226,227), X(228,229), X(230,231), X(232,233), X(234,235), X(236,237),
+ X(238,239), X(240,241), X(242,243), X(244,245), X(246,247), X(248,249), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214), X(215,216), X(217,218),
+ X(219,220), X(221,222), X(223,224), X(225,226), X(227,228), X(229,230),
+ X(231,232), X(233,234), X(235,236), X(237,238), X(239,240), X(241,242),
+ X(243,244), X(245,246), X(247,248)
+};
+M(250) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,185),
+ X(121,249), X(57,121), X(185,249), X(25,57), X(89,121), X(153,185), X(217,249),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(201,217),
+ X(233,249), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(241,249), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,181),
+ X(117,245), X(53,117), X(181,245), X(21,53), X(85,117), X(149,181), X(213,245),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(229,245), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(237,245),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205),
+ X(213,221), X(229,237), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193),
+ X(197,201), X(205,209), X(213,217), X(221,225), X(229,233), X(237,241),
+ X(245,249), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(193,197), X(201,205),
+ X(209,213), X(217,221), X(225,229), X(233,237), X(241,245), X(3,131),
+ X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99), X(163,227),
+ X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211), X(19,83),
+ X(147,211), X(51,179), X(115,243), X(51,115), X(179,243), X(19,51), X(83,115),
+ X(147,179), X(211,243), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(227,243), X(11,139), X(75,203), X(11,75), X(139,203),
+ X(43,171), X(107,235), X(43,107), X(171,235), X(11,43), X(75,107), X(139,171),
+ X(203,235), X(27,155), X(91,219), X(27,91), X(155,219), X(59,123), X(123,187),
+ X(59,123), X(59,91), X(123,155), X(187,219), X(27,59), X(91,123), X(155,187),
+ X(27,43), X(59,75), X(91,107), X(123,139), X(155,171), X(187,203), X(219,235),
+ X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(203,219),
+ X(11,19), X(27,35), X(43,51), X(59,67), X(75,83), X(91,99), X(107,115),
+ X(123,131), X(139,147), X(155,163), X(171,179), X(187,195), X(203,211),
+ X(219,227), X(235,243), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75),
+ X(83,91), X(99,107), X(115,123), X(131,139), X(147,155), X(163,171),
+ X(179,187), X(195,203), X(211,219), X(227,235), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,183),
+ X(119,247), X(55,119), X(183,247), X(23,55), X(87,119), X(151,183), X(215,247),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215),
+ X(231,247), X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239),
+ X(47,111), X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(223,231), X(239,247),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(215,223), X(231,239), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39),
+ X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87), X(91,95),
+ X(99,103), X(107,111), X(115,119), X(123,127), X(131,135), X(139,143),
+ X(147,151), X(155,159), X(163,167), X(171,175), X(179,183), X(187,191),
+ X(195,199), X(203,207), X(211,215), X(219,223), X(227,231), X(235,239),
+ X(243,247), X(3,5), X(7,9), X(11,13), X(15,17), X(19,21), X(23,25), X(27,29),
+ X(31,33), X(35,37), X(39,41), X(43,45), X(47,49), X(51,53), X(55,57), X(59,61),
+ X(63,65), X(67,69), X(71,73), X(75,77), X(79,81), X(83,85), X(87,89), X(91,93),
+ X(95,97), X(99,101), X(103,105), X(107,109), X(111,113), X(115,117),
+ X(119,121), X(123,125), X(127,129), X(131,133), X(135,137), X(139,141),
+ X(143,145), X(147,149), X(151,153), X(155,157), X(159,161), X(163,165),
+ X(167,169), X(171,173), X(175,177), X(179,181), X(183,185), X(187,189),
+ X(191,193), X(195,197), X(199,201), X(203,205), X(207,209), X(211,213),
+ X(215,217), X(219,221), X(223,225), X(227,229), X(231,233), X(235,237),
+ X(239,241), X(243,245), X(247,249), X(1,3), X(5,7), X(9,11), X(13,15),
+ X(17,19), X(21,23), X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47),
+ X(49,51), X(53,55), X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79),
+ X(81,83), X(85,87), X(89,91), X(93,95), X(97,99), X(101,103), X(105,107),
+ X(109,111), X(113,115), X(117,119), X(121,123), X(125,127), X(129,131),
+ X(133,135), X(137,139), X(141,143), X(145,147), X(149,151), X(153,155),
+ X(157,159), X(161,163), X(165,167), X(169,171), X(173,175), X(177,179),
+ X(181,183), X(185,187), X(189,191), X(193,195), X(197,199), X(201,203),
+ X(205,207), X(209,211), X(213,215), X(217,219), X(221,223), X(225,227),
+ X(229,231), X(233,235), X(237,239), X(241,243), X(245,247), X(2,130),
+ X(66,194), X(2,66), X(130,194), X(34,162), X(98,226), X(34,98), X(162,226),
+ X(2,34), X(66,98), X(130,162), X(194,226), X(18,146), X(82,210), X(18,82),
+ X(146,210), X(50,178), X(114,242), X(50,114), X(178,242), X(18,50), X(82,114),
+ X(146,178), X(210,242), X(2,18), X(34,50), X(66,82), X(98,114), X(130,146),
+ X(162,178), X(194,210), X(226,242), X(10,138), X(74,202), X(10,74), X(138,202),
+ X(42,170), X(106,234), X(42,106), X(170,234), X(10,42), X(74,106), X(138,170),
+ X(202,234), X(26,154), X(90,218), X(26,90), X(154,218), X(58,186), X(122,250),
+ X(58,122), X(186,250), X(26,58), X(90,122), X(154,186), X(218,250), X(10,26),
+ X(42,58), X(74,90), X(106,122), X(138,154), X(170,186), X(202,218), X(234,250),
+ X(2,10), X(18,26), X(34,42), X(50,58), X(66,74), X(82,90), X(98,106),
+ X(114,122), X(130,138), X(146,154), X(162,170), X(178,186), X(194,202),
+ X(210,218), X(226,234), X(242,250), X(6,134), X(70,198), X(6,70), X(134,198),
+ X(38,166), X(102,230), X(38,102), X(166,230), X(6,38), X(70,102), X(134,166),
+ X(198,230), X(22,150), X(86,214), X(22,86), X(150,214), X(54,182), X(118,246),
+ X(54,118), X(182,246), X(22,54), X(86,118), X(150,182), X(214,246), X(6,22),
+ X(38,54), X(70,86), X(102,118), X(134,150), X(166,182), X(198,214), X(230,246),
+ X(14,142), X(78,206), X(14,78), X(142,206), X(46,174), X(110,238), X(46,110),
+ X(174,238), X(14,46), X(78,110), X(142,174), X(206,238), X(30,158), X(94,222),
+ X(30,94), X(158,222), X(62,126), X(126,190), X(62,126), X(62,94), X(126,158),
+ X(190,222), X(30,62), X(94,126), X(158,190), X(30,46), X(62,78), X(94,110),
+ X(126,142), X(158,174), X(190,206), X(222,238), X(14,30), X(46,62), X(78,94),
+ X(110,126), X(142,158), X(174,190), X(206,222), X(14,22), X(30,38), X(46,54),
+ X(62,70), X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(158,166),
+ X(174,182), X(190,198), X(206,214), X(222,230), X(238,246), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(182,190), X(198,206), X(214,222), X(230,238),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(182,186), X(190,194), X(198,202), X(206,210), X(214,218),
+ X(222,226), X(230,234), X(238,242), X(246,250), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(234,238), X(242,246), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164),
+ X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228),
+ X(20,148), X(84,212), X(20,84), X(148,212), X(52,180), X(116,244), X(52,116),
+ X(180,244), X(20,52), X(84,116), X(148,180), X(212,244), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(228,244),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108),
+ X(172,236), X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220),
+ X(28,92), X(156,220), X(60,124), X(124,188), X(60,124), X(60,92), X(124,156),
+ X(188,220), X(28,60), X(92,124), X(156,188), X(28,44), X(60,76), X(92,108),
+ X(124,140), X(156,172), X(188,204), X(220,236), X(12,28), X(44,60), X(76,92),
+ X(108,124), X(140,156), X(172,188), X(204,220), X(12,20), X(28,36), X(44,52),
+ X(60,68), X(76,84), X(92,100), X(108,116), X(124,132), X(140,148), X(156,164),
+ X(172,180), X(188,196), X(204,212), X(220,228), X(236,244), X(4,12), X(20,28),
+ X(36,44), X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140),
+ X(148,156), X(164,172), X(180,188), X(196,204), X(212,220), X(228,236),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,168), X(104,232), X(40,104),
+ X(168,232), X(8,40), X(72,104), X(136,168), X(200,232), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,184), X(120,248), X(56,120), X(184,248), X(24,56),
+ X(88,120), X(152,184), X(216,248), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(168,184), X(200,216), X(232,248), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,176), X(112,240), X(48,112), X(176,240), X(16,48), X(80,112),
+ X(144,176), X(208,240), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128),
+ X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128),
+ X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208),
+ X(224,240), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(208,224), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(176,184), X(192,200),
+ X(208,216), X(224,232), X(240,248), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(216,224), X(232,240), X(4,8), X(12,16), X(20,24),
+ X(28,32), X(36,40), X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88),
+ X(92,96), X(100,104), X(108,112), X(116,120), X(124,128), X(132,136),
+ X(140,144), X(148,152), X(156,160), X(164,168), X(172,176), X(180,184),
+ X(188,192), X(196,200), X(204,208), X(212,216), X(220,224), X(228,232),
+ X(236,240), X(244,248), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22),
+ X(24,26), X(28,30), X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54),
+ X(56,58), X(60,62), X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86),
+ X(88,90), X(92,94), X(96,98), X(100,102), X(104,106), X(108,110), X(112,114),
+ X(116,118), X(120,122), X(124,126), X(128,130), X(132,134), X(136,138),
+ X(140,142), X(144,146), X(148,150), X(152,154), X(156,158), X(160,162),
+ X(164,166), X(168,170), X(172,174), X(176,178), X(180,182), X(184,186),
+ X(188,190), X(192,194), X(196,198), X(200,202), X(204,206), X(208,210),
+ X(212,214), X(216,218), X(220,222), X(224,226), X(228,230), X(232,234),
+ X(236,238), X(240,242), X(244,246), X(248,250), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176),
+ X(178,180), X(182,184), X(186,188), X(190,192), X(194,196), X(198,200),
+ X(202,204), X(206,208), X(210,212), X(214,216), X(218,220), X(222,224),
+ X(226,228), X(230,232), X(234,236), X(238,240), X(242,244), X(246,248), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214), X(215,216), X(217,218),
+ X(219,220), X(221,222), X(223,224), X(225,226), X(227,228), X(229,230),
+ X(231,232), X(233,234), X(235,236), X(237,238), X(239,240), X(241,242),
+ X(243,244), X(245,246), X(247,248), X(249,250)
+};
+M(251) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
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+ X(232,233), X(234,235), X(236,237), X(238,239), X(240,241), X(242,243),
+ X(244,245), X(246,247), X(248,249), X(250,251), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202), X(203,204), X(205,206), X(207,208), X(209,210),
+ X(211,212), X(213,214), X(215,216), X(217,218), X(219,220), X(221,222),
+ X(223,224), X(225,226), X(227,228), X(229,230), X(231,232), X(233,234),
+ X(235,236), X(237,238), X(239,240), X(241,242), X(243,244), X(245,246),
+ X(247,248), X(249,250)
+};
+M(252) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,185),
+ X(121,249), X(57,121), X(185,249), X(25,57), X(89,121), X(153,185), X(217,249),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(201,217),
+ X(233,249), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(241,249), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,181),
+ X(117,245), X(53,117), X(181,245), X(21,53), X(85,117), X(149,181), X(213,245),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(229,245), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,125), X(125,189), X(61,125), X(61,93),
+ X(125,157), X(189,221), X(29,61), X(93,125), X(157,189), X(29,45), X(61,77),
+ X(93,109), X(125,141), X(157,173), X(189,205), X(221,237), X(13,29), X(45,61),
+ X(77,93), X(109,125), X(141,157), X(173,189), X(205,221), X(13,21), X(29,37),
+ X(45,53), X(61,69), X(77,85), X(93,101), X(109,117), X(125,133), X(141,149),
+ X(157,165), X(173,181), X(189,197), X(205,213), X(221,229), X(237,245),
+ X(5,13), X(21,29), X(37,45), X(53,61), X(69,77), X(85,93), X(101,109),
+ X(117,125), X(133,141), X(149,157), X(165,173), X(181,189), X(197,205),
+ X(213,221), X(229,237), X(5,9), X(13,17), X(21,25), X(29,33), X(37,41),
+ X(45,49), X(53,57), X(61,65), X(69,73), X(77,81), X(85,89), X(93,97),
+ X(101,105), X(109,113), X(117,121), X(125,129), X(133,137), X(141,145),
+ X(149,153), X(157,161), X(165,169), X(173,177), X(181,185), X(189,193),
+ X(197,201), X(205,209), X(213,217), X(221,225), X(229,233), X(237,241),
+ X(245,249), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(193,197), X(201,205),
+ X(209,213), X(217,221), X(225,229), X(233,237), X(241,245), X(3,131),
+ X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99), X(163,227),
+ X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211), X(19,83),
+ X(147,211), X(51,179), X(115,243), X(51,115), X(179,243), X(19,51), X(83,115),
+ X(147,179), X(211,243), X(3,19), X(35,51), X(67,83), X(99,115), X(131,147),
+ X(163,179), X(195,211), X(227,243), X(11,139), X(75,203), X(11,75), X(139,203),
+ X(43,171), X(107,235), X(43,107), X(171,235), X(11,43), X(75,107), X(139,171),
+ X(203,235), X(27,155), X(91,219), X(27,91), X(155,219), X(59,187), X(123,251),
+ X(59,123), X(187,251), X(27,59), X(91,123), X(155,187), X(219,251), X(11,27),
+ X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(203,219), X(235,251),
+ X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91), X(99,107),
+ X(115,123), X(131,139), X(147,155), X(163,171), X(179,187), X(195,203),
+ X(211,219), X(227,235), X(243,251), X(7,135), X(71,199), X(7,71), X(135,199),
+ X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103), X(135,167),
+ X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,183), X(119,247),
+ X(55,119), X(183,247), X(23,55), X(87,119), X(151,183), X(215,247), X(7,23),
+ X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215), X(231,247),
+ X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239), X(47,111),
+ X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159), X(95,223),
+ X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95), X(127,159),
+ X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79), X(95,111),
+ X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63), X(79,95),
+ X(111,127), X(143,159), X(175,191), X(207,223), X(15,23), X(31,39), X(47,55),
+ X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151), X(159,167),
+ X(175,183), X(191,199), X(207,215), X(223,231), X(239,247), X(7,15), X(23,31),
+ X(39,47), X(55,63), X(71,79), X(87,95), X(103,111), X(119,127), X(135,143),
+ X(151,159), X(167,175), X(183,191), X(199,207), X(215,223), X(231,239),
+ X(7,11), X(15,19), X(23,27), X(31,35), X(39,43), X(47,51), X(55,59), X(63,67),
+ X(71,75), X(79,83), X(87,91), X(95,99), X(103,107), X(111,115), X(119,123),
+ X(127,131), X(135,139), X(143,147), X(151,155), X(159,163), X(167,171),
+ X(175,179), X(183,187), X(191,195), X(199,203), X(207,211), X(215,219),
+ X(223,227), X(231,235), X(239,243), X(247,251), X(3,7), X(11,15), X(19,23),
+ X(27,31), X(35,39), X(43,47), X(51,55), X(59,63), X(67,71), X(75,79), X(83,87),
+ X(91,95), X(99,103), X(107,111), X(115,119), X(123,127), X(131,135),
+ X(139,143), X(147,151), X(155,159), X(163,167), X(171,175), X(179,183),
+ X(187,191), X(195,199), X(203,207), X(211,215), X(219,223), X(227,231),
+ X(235,239), X(243,247), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(229,231), X(233,235),
+ X(237,239), X(241,243), X(245,247), X(249,251), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98),
+ X(130,162), X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,178),
+ X(114,242), X(50,114), X(178,242), X(18,50), X(82,114), X(146,178), X(210,242),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210),
+ X(226,242), X(10,138), X(74,202), X(10,74), X(138,202), X(42,170), X(106,234),
+ X(42,106), X(170,234), X(10,42), X(74,106), X(138,170), X(202,234), X(26,154),
+ X(90,218), X(26,90), X(154,218), X(58,186), X(122,250), X(58,122), X(186,250),
+ X(26,58), X(90,122), X(154,186), X(218,250), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(202,218), X(234,250), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(226,234),
+ X(242,250), X(6,134), X(70,198), X(6,70), X(134,198), X(38,166), X(102,230),
+ X(38,102), X(166,230), X(6,38), X(70,102), X(134,166), X(198,230), X(22,150),
+ X(86,214), X(22,86), X(150,214), X(54,182), X(118,246), X(54,118), X(182,246),
+ X(22,54), X(86,118), X(150,182), X(214,246), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(198,214), X(230,246), X(14,142),
+ X(78,206), X(14,78), X(142,206), X(46,174), X(110,238), X(46,110), X(174,238),
+ X(14,46), X(78,110), X(142,174), X(206,238), X(30,158), X(94,222), X(30,94),
+ X(158,222), X(62,126), X(126,190), X(62,126), X(62,94), X(126,158), X(190,222),
+ X(30,62), X(94,126), X(158,190), X(30,46), X(62,78), X(94,110), X(126,142),
+ X(158,174), X(190,206), X(222,238), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(174,190), X(206,222), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(158,166),
+ X(174,182), X(190,198), X(206,214), X(222,230), X(238,246), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(182,190), X(198,206), X(214,222), X(230,238),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(182,186), X(190,194), X(198,202), X(206,210), X(214,218),
+ X(222,226), X(230,234), X(238,242), X(246,250), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(234,238), X(242,246), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164),
+ X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228),
+ X(20,148), X(84,212), X(20,84), X(148,212), X(52,180), X(116,244), X(52,116),
+ X(180,244), X(20,52), X(84,116), X(148,180), X(212,244), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(228,244),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108),
+ X(172,236), X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220),
+ X(28,92), X(156,220), X(60,188), X(124,252), X(60,124), X(188,252), X(28,60),
+ X(92,124), X(156,188), X(220,252), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(140,156), X(172,188), X(204,220), X(236,252), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156),
+ X(164,172), X(180,188), X(196,204), X(212,220), X(228,236), X(244,252),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,168), X(104,232), X(40,104),
+ X(168,232), X(8,40), X(72,104), X(136,168), X(200,232), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,184), X(120,248), X(56,120), X(184,248), X(24,56),
+ X(88,120), X(152,184), X(216,248), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(168,184), X(200,216), X(232,248), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,176), X(112,240), X(48,112), X(176,240), X(16,48), X(80,112),
+ X(144,176), X(208,240), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128),
+ X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128),
+ X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208),
+ X(224,240), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(208,224), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(176,184), X(192,200),
+ X(208,216), X(224,232), X(240,248), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(216,224), X(232,240), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(184,188),
+ X(192,196), X(200,204), X(208,212), X(216,220), X(224,228), X(232,236),
+ X(240,244), X(248,252), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(220,224), X(228,232), X(236,240),
+ X(244,248), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(226,228), X(230,232), X(234,236),
+ X(238,240), X(242,244), X(246,248), X(250,252), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202), X(203,204), X(205,206), X(207,208), X(209,210),
+ X(211,212), X(213,214), X(215,216), X(217,218), X(219,220), X(221,222),
+ X(223,224), X(225,226), X(227,228), X(229,230), X(231,232), X(233,234),
+ X(235,236), X(237,238), X(239,240), X(241,242), X(243,244), X(245,246),
+ X(247,248), X(249,250), X(251,252)
+};
+M(253) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,185),
+ X(121,249), X(57,121), X(185,249), X(25,57), X(89,121), X(153,185), X(217,249),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(201,217),
+ X(233,249), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(241,249), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,181),
+ X(117,245), X(53,117), X(181,245), X(21,53), X(85,117), X(149,181), X(213,245),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(229,245), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,189), X(125,253), X(61,125), X(189,253),
+ X(29,61), X(93,125), X(157,189), X(221,253), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(141,157), X(173,189), X(205,221), X(237,253), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(229,237),
+ X(245,253), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(193,197), X(201,205),
+ X(209,213), X(217,221), X(225,229), X(233,237), X(241,245), X(249,253),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,179), X(115,243), X(51,115), X(179,243), X(19,51),
+ X(83,115), X(147,179), X(211,243), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(195,211), X(227,243), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43), X(75,107),
+ X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219), X(59,187),
+ X(123,251), X(59,123), X(187,251), X(27,59), X(91,123), X(155,187), X(219,251),
+ X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(203,219),
+ X(235,251), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(211,219), X(227,235), X(243,251), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,183),
+ X(119,247), X(55,119), X(183,247), X(23,55), X(87,119), X(151,183), X(215,247),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215),
+ X(231,247), X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239),
+ X(47,111), X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(223,231), X(239,247),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(215,223), X(231,239), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43),
+ X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(119,123), X(127,131), X(135,139), X(143,147),
+ X(151,155), X(159,163), X(167,171), X(175,179), X(183,187), X(191,195),
+ X(199,203), X(207,211), X(215,219), X(223,227), X(231,235), X(239,243),
+ X(247,251), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(195,199), X(203,207),
+ X(211,215), X(219,223), X(227,231), X(235,239), X(243,247), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(147,149),
+ X(151,153), X(155,157), X(159,161), X(163,165), X(167,169), X(171,173),
+ X(175,177), X(179,181), X(183,185), X(187,189), X(191,193), X(195,197),
+ X(199,201), X(203,205), X(207,209), X(211,213), X(215,217), X(219,221),
+ X(223,225), X(227,229), X(231,233), X(235,237), X(239,241), X(243,245),
+ X(247,249), X(251,253), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(229,231), X(233,235),
+ X(237,239), X(241,243), X(245,247), X(249,251), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98),
+ X(130,162), X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,178),
+ X(114,242), X(50,114), X(178,242), X(18,50), X(82,114), X(146,178), X(210,242),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210),
+ X(226,242), X(10,138), X(74,202), X(10,74), X(138,202), X(42,170), X(106,234),
+ X(42,106), X(170,234), X(10,42), X(74,106), X(138,170), X(202,234), X(26,154),
+ X(90,218), X(26,90), X(154,218), X(58,186), X(122,250), X(58,122), X(186,250),
+ X(26,58), X(90,122), X(154,186), X(218,250), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(202,218), X(234,250), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(226,234),
+ X(242,250), X(6,134), X(70,198), X(6,70), X(134,198), X(38,166), X(102,230),
+ X(38,102), X(166,230), X(6,38), X(70,102), X(134,166), X(198,230), X(22,150),
+ X(86,214), X(22,86), X(150,214), X(54,182), X(118,246), X(54,118), X(182,246),
+ X(22,54), X(86,118), X(150,182), X(214,246), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(198,214), X(230,246), X(14,142),
+ X(78,206), X(14,78), X(142,206), X(46,174), X(110,238), X(46,110), X(174,238),
+ X(14,46), X(78,110), X(142,174), X(206,238), X(30,158), X(94,222), X(30,94),
+ X(158,222), X(62,126), X(126,190), X(62,126), X(62,94), X(126,158), X(190,222),
+ X(30,62), X(94,126), X(158,190), X(30,46), X(62,78), X(94,110), X(126,142),
+ X(158,174), X(190,206), X(222,238), X(14,30), X(46,62), X(78,94), X(110,126),
+ X(142,158), X(174,190), X(206,222), X(14,22), X(30,38), X(46,54), X(62,70),
+ X(78,86), X(94,102), X(110,118), X(126,134), X(142,150), X(158,166),
+ X(174,182), X(190,198), X(206,214), X(222,230), X(238,246), X(6,14), X(22,30),
+ X(38,46), X(54,62), X(70,78), X(86,94), X(102,110), X(118,126), X(134,142),
+ X(150,158), X(166,174), X(182,190), X(198,206), X(214,222), X(230,238),
+ X(6,10), X(14,18), X(22,26), X(30,34), X(38,42), X(46,50), X(54,58), X(62,66),
+ X(70,74), X(78,82), X(86,90), X(94,98), X(102,106), X(110,114), X(118,122),
+ X(126,130), X(134,138), X(142,146), X(150,154), X(158,162), X(166,170),
+ X(174,178), X(182,186), X(190,194), X(198,202), X(206,210), X(214,218),
+ X(222,226), X(230,234), X(238,242), X(246,250), X(2,6), X(10,14), X(18,22),
+ X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78), X(82,86),
+ X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(234,238), X(242,246), X(4,132), X(68,196), X(4,68), X(132,196), X(36,164),
+ X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164), X(196,228),
+ X(20,148), X(84,212), X(20,84), X(148,212), X(52,180), X(116,244), X(52,116),
+ X(180,244), X(20,52), X(84,116), X(148,180), X(212,244), X(4,20), X(36,52),
+ X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(228,244),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108),
+ X(172,236), X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220),
+ X(28,92), X(156,220), X(60,188), X(124,252), X(60,124), X(188,252), X(28,60),
+ X(92,124), X(156,188), X(220,252), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(140,156), X(172,188), X(204,220), X(236,252), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156),
+ X(164,172), X(180,188), X(196,204), X(212,220), X(228,236), X(244,252),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,168), X(104,232), X(40,104),
+ X(168,232), X(8,40), X(72,104), X(136,168), X(200,232), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,184), X(120,248), X(56,120), X(184,248), X(24,56),
+ X(88,120), X(152,184), X(216,248), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(168,184), X(200,216), X(232,248), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,176), X(112,240), X(48,112), X(176,240), X(16,48), X(80,112),
+ X(144,176), X(208,240), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128),
+ X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128),
+ X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208),
+ X(224,240), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(208,224), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(176,184), X(192,200),
+ X(208,216), X(224,232), X(240,248), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(216,224), X(232,240), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(184,188),
+ X(192,196), X(200,204), X(208,212), X(216,220), X(224,228), X(232,236),
+ X(240,244), X(248,252), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(220,224), X(228,232), X(236,240),
+ X(244,248), X(2,4), X(6,8), X(10,12), X(14,16), X(18,20), X(22,24), X(26,28),
+ X(30,32), X(34,36), X(38,40), X(42,44), X(46,48), X(50,52), X(54,56), X(58,60),
+ X(62,64), X(66,68), X(70,72), X(74,76), X(78,80), X(82,84), X(86,88), X(90,92),
+ X(94,96), X(98,100), X(102,104), X(106,108), X(110,112), X(114,116),
+ X(118,120), X(122,124), X(126,128), X(130,132), X(134,136), X(138,140),
+ X(142,144), X(146,148), X(150,152), X(154,156), X(158,160), X(162,164),
+ X(166,168), X(170,172), X(174,176), X(178,180), X(182,184), X(186,188),
+ X(190,192), X(194,196), X(198,200), X(202,204), X(206,208), X(210,212),
+ X(214,216), X(218,220), X(222,224), X(226,228), X(230,232), X(234,236),
+ X(238,240), X(242,244), X(246,248), X(250,252), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(158,159), X(160,161), X(162,163),
+ X(164,165), X(166,167), X(168,169), X(170,171), X(172,173), X(174,175),
+ X(176,177), X(178,179), X(180,181), X(182,183), X(184,185), X(186,187),
+ X(188,189), X(190,191), X(192,193), X(194,195), X(196,197), X(198,199),
+ X(200,201), X(202,203), X(204,205), X(206,207), X(208,209), X(210,211),
+ X(212,213), X(214,215), X(216,217), X(218,219), X(220,221), X(222,223),
+ X(224,225), X(226,227), X(228,229), X(230,231), X(232,233), X(234,235),
+ X(236,237), X(238,239), X(240,241), X(242,243), X(244,245), X(246,247),
+ X(248,249), X(250,251), X(252,253), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208), X(209,210), X(211,212),
+ X(213,214), X(215,216), X(217,218), X(219,220), X(221,222), X(223,224),
+ X(225,226), X(227,228), X(229,230), X(231,232), X(233,234), X(235,236),
+ X(237,238), X(239,240), X(241,242), X(243,244), X(245,246), X(247,248),
+ X(249,250), X(251,252)
+};
+M(254) = {
+ X(1,129), X(65,193), X(1,65), X(129,193), X(33,161), X(97,225), X(33,97),
+ X(161,225), X(1,33), X(65,97), X(129,161), X(193,225), X(17,145), X(81,209),
+ X(17,81), X(145,209), X(49,177), X(113,241), X(49,113), X(177,241), X(17,49),
+ X(81,113), X(145,177), X(209,241), X(1,17), X(33,49), X(65,81), X(97,113),
+ X(129,145), X(161,177), X(193,209), X(225,241), X(9,137), X(73,201), X(9,73),
+ X(137,201), X(41,169), X(105,233), X(41,105), X(169,233), X(9,41), X(73,105),
+ X(137,169), X(201,233), X(25,153), X(89,217), X(25,89), X(153,217), X(57,185),
+ X(121,249), X(57,121), X(185,249), X(25,57), X(89,121), X(153,185), X(217,249),
+ X(9,25), X(41,57), X(73,89), X(105,121), X(137,153), X(169,185), X(201,217),
+ X(233,249), X(1,9), X(17,25), X(33,41), X(49,57), X(65,73), X(81,89),
+ X(97,105), X(113,121), X(129,137), X(145,153), X(161,169), X(177,185),
+ X(193,201), X(209,217), X(225,233), X(241,249), X(5,133), X(69,197), X(5,69),
+ X(133,197), X(37,165), X(101,229), X(37,101), X(165,229), X(5,37), X(69,101),
+ X(133,165), X(197,229), X(21,149), X(85,213), X(21,85), X(149,213), X(53,181),
+ X(117,245), X(53,117), X(181,245), X(21,53), X(85,117), X(149,181), X(213,245),
+ X(5,21), X(37,53), X(69,85), X(101,117), X(133,149), X(165,181), X(197,213),
+ X(229,245), X(13,141), X(77,205), X(13,77), X(141,205), X(45,173), X(109,237),
+ X(45,109), X(173,237), X(13,45), X(77,109), X(141,173), X(205,237), X(29,157),
+ X(93,221), X(29,93), X(157,221), X(61,189), X(125,253), X(61,125), X(189,253),
+ X(29,61), X(93,125), X(157,189), X(221,253), X(13,29), X(45,61), X(77,93),
+ X(109,125), X(141,157), X(173,189), X(205,221), X(237,253), X(5,13), X(21,29),
+ X(37,45), X(53,61), X(69,77), X(85,93), X(101,109), X(117,125), X(133,141),
+ X(149,157), X(165,173), X(181,189), X(197,205), X(213,221), X(229,237),
+ X(245,253), X(1,5), X(9,13), X(17,21), X(25,29), X(33,37), X(41,45), X(49,53),
+ X(57,61), X(65,69), X(73,77), X(81,85), X(89,93), X(97,101), X(105,109),
+ X(113,117), X(121,125), X(129,133), X(137,141), X(145,149), X(153,157),
+ X(161,165), X(169,173), X(177,181), X(185,189), X(193,197), X(201,205),
+ X(209,213), X(217,221), X(225,229), X(233,237), X(241,245), X(249,253),
+ X(3,131), X(67,195), X(3,67), X(131,195), X(35,163), X(99,227), X(35,99),
+ X(163,227), X(3,35), X(67,99), X(131,163), X(195,227), X(19,147), X(83,211),
+ X(19,83), X(147,211), X(51,179), X(115,243), X(51,115), X(179,243), X(19,51),
+ X(83,115), X(147,179), X(211,243), X(3,19), X(35,51), X(67,83), X(99,115),
+ X(131,147), X(163,179), X(195,211), X(227,243), X(11,139), X(75,203), X(11,75),
+ X(139,203), X(43,171), X(107,235), X(43,107), X(171,235), X(11,43), X(75,107),
+ X(139,171), X(203,235), X(27,155), X(91,219), X(27,91), X(155,219), X(59,187),
+ X(123,251), X(59,123), X(187,251), X(27,59), X(91,123), X(155,187), X(219,251),
+ X(11,27), X(43,59), X(75,91), X(107,123), X(139,155), X(171,187), X(203,219),
+ X(235,251), X(3,11), X(19,27), X(35,43), X(51,59), X(67,75), X(83,91),
+ X(99,107), X(115,123), X(131,139), X(147,155), X(163,171), X(179,187),
+ X(195,203), X(211,219), X(227,235), X(243,251), X(7,135), X(71,199), X(7,71),
+ X(135,199), X(39,167), X(103,231), X(39,103), X(167,231), X(7,39), X(71,103),
+ X(135,167), X(199,231), X(23,151), X(87,215), X(23,87), X(151,215), X(55,183),
+ X(119,247), X(55,119), X(183,247), X(23,55), X(87,119), X(151,183), X(215,247),
+ X(7,23), X(39,55), X(71,87), X(103,119), X(135,151), X(167,183), X(199,215),
+ X(231,247), X(15,143), X(79,207), X(15,79), X(143,207), X(47,175), X(111,239),
+ X(47,111), X(175,239), X(15,47), X(79,111), X(143,175), X(207,239), X(31,159),
+ X(95,223), X(31,95), X(159,223), X(63,127), X(127,191), X(63,127), X(63,95),
+ X(127,159), X(191,223), X(31,63), X(95,127), X(159,191), X(31,47), X(63,79),
+ X(95,111), X(127,143), X(159,175), X(191,207), X(223,239), X(15,31), X(47,63),
+ X(79,95), X(111,127), X(143,159), X(175,191), X(207,223), X(15,23), X(31,39),
+ X(47,55), X(63,71), X(79,87), X(95,103), X(111,119), X(127,135), X(143,151),
+ X(159,167), X(175,183), X(191,199), X(207,215), X(223,231), X(239,247),
+ X(7,15), X(23,31), X(39,47), X(55,63), X(71,79), X(87,95), X(103,111),
+ X(119,127), X(135,143), X(151,159), X(167,175), X(183,191), X(199,207),
+ X(215,223), X(231,239), X(7,11), X(15,19), X(23,27), X(31,35), X(39,43),
+ X(47,51), X(55,59), X(63,67), X(71,75), X(79,83), X(87,91), X(95,99),
+ X(103,107), X(111,115), X(119,123), X(127,131), X(135,139), X(143,147),
+ X(151,155), X(159,163), X(167,171), X(175,179), X(183,187), X(191,195),
+ X(199,203), X(207,211), X(215,219), X(223,227), X(231,235), X(239,243),
+ X(247,251), X(3,7), X(11,15), X(19,23), X(27,31), X(35,39), X(43,47), X(51,55),
+ X(59,63), X(67,71), X(75,79), X(83,87), X(91,95), X(99,103), X(107,111),
+ X(115,119), X(123,127), X(131,135), X(139,143), X(147,151), X(155,159),
+ X(163,167), X(171,175), X(179,183), X(187,191), X(195,199), X(203,207),
+ X(211,215), X(219,223), X(227,231), X(235,239), X(243,247), X(3,5), X(7,9),
+ X(11,13), X(15,17), X(19,21), X(23,25), X(27,29), X(31,33), X(35,37), X(39,41),
+ X(43,45), X(47,49), X(51,53), X(55,57), X(59,61), X(63,65), X(67,69), X(71,73),
+ X(75,77), X(79,81), X(83,85), X(87,89), X(91,93), X(95,97), X(99,101),
+ X(103,105), X(107,109), X(111,113), X(115,117), X(119,121), X(123,125),
+ X(127,129), X(131,133), X(135,137), X(139,141), X(143,145), X(147,149),
+ X(151,153), X(155,157), X(159,161), X(163,165), X(167,169), X(171,173),
+ X(175,177), X(179,181), X(183,185), X(187,189), X(191,193), X(195,197),
+ X(199,201), X(203,205), X(207,209), X(211,213), X(215,217), X(219,221),
+ X(223,225), X(227,229), X(231,233), X(235,237), X(239,241), X(243,245),
+ X(247,249), X(251,253), X(1,3), X(5,7), X(9,11), X(13,15), X(17,19), X(21,23),
+ X(25,27), X(29,31), X(33,35), X(37,39), X(41,43), X(45,47), X(49,51), X(53,55),
+ X(57,59), X(61,63), X(65,67), X(69,71), X(73,75), X(77,79), X(81,83), X(85,87),
+ X(89,91), X(93,95), X(97,99), X(101,103), X(105,107), X(109,111), X(113,115),
+ X(117,119), X(121,123), X(125,127), X(129,131), X(133,135), X(137,139),
+ X(141,143), X(145,147), X(149,151), X(153,155), X(157,159), X(161,163),
+ X(165,167), X(169,171), X(173,175), X(177,179), X(181,183), X(185,187),
+ X(189,191), X(193,195), X(197,199), X(201,203), X(205,207), X(209,211),
+ X(213,215), X(217,219), X(221,223), X(225,227), X(229,231), X(233,235),
+ X(237,239), X(241,243), X(245,247), X(249,251), X(2,130), X(66,194), X(2,66),
+ X(130,194), X(34,162), X(98,226), X(34,98), X(162,226), X(2,34), X(66,98),
+ X(130,162), X(194,226), X(18,146), X(82,210), X(18,82), X(146,210), X(50,178),
+ X(114,242), X(50,114), X(178,242), X(18,50), X(82,114), X(146,178), X(210,242),
+ X(2,18), X(34,50), X(66,82), X(98,114), X(130,146), X(162,178), X(194,210),
+ X(226,242), X(10,138), X(74,202), X(10,74), X(138,202), X(42,170), X(106,234),
+ X(42,106), X(170,234), X(10,42), X(74,106), X(138,170), X(202,234), X(26,154),
+ X(90,218), X(26,90), X(154,218), X(58,186), X(122,250), X(58,122), X(186,250),
+ X(26,58), X(90,122), X(154,186), X(218,250), X(10,26), X(42,58), X(74,90),
+ X(106,122), X(138,154), X(170,186), X(202,218), X(234,250), X(2,10), X(18,26),
+ X(34,42), X(50,58), X(66,74), X(82,90), X(98,106), X(114,122), X(130,138),
+ X(146,154), X(162,170), X(178,186), X(194,202), X(210,218), X(226,234),
+ X(242,250), X(6,134), X(70,198), X(6,70), X(134,198), X(38,166), X(102,230),
+ X(38,102), X(166,230), X(6,38), X(70,102), X(134,166), X(198,230), X(22,150),
+ X(86,214), X(22,86), X(150,214), X(54,182), X(118,246), X(54,118), X(182,246),
+ X(22,54), X(86,118), X(150,182), X(214,246), X(6,22), X(38,54), X(70,86),
+ X(102,118), X(134,150), X(166,182), X(198,214), X(230,246), X(14,142),
+ X(78,206), X(14,78), X(142,206), X(46,174), X(110,238), X(46,110), X(174,238),
+ X(14,46), X(78,110), X(142,174), X(206,238), X(30,158), X(94,222), X(30,94),
+ X(158,222), X(62,190), X(126,254), X(62,126), X(190,254), X(30,62), X(94,126),
+ X(158,190), X(222,254), X(14,30), X(46,62), X(78,94), X(110,126), X(142,158),
+ X(174,190), X(206,222), X(238,254), X(6,14), X(22,30), X(38,46), X(54,62),
+ X(70,78), X(86,94), X(102,110), X(118,126), X(134,142), X(150,158), X(166,174),
+ X(182,190), X(198,206), X(214,222), X(230,238), X(246,254), X(2,6), X(10,14),
+ X(18,22), X(26,30), X(34,38), X(42,46), X(50,54), X(58,62), X(66,70), X(74,78),
+ X(82,86), X(90,94), X(98,102), X(106,110), X(114,118), X(122,126), X(130,134),
+ X(138,142), X(146,150), X(154,158), X(162,166), X(170,174), X(178,182),
+ X(186,190), X(194,198), X(202,206), X(210,214), X(218,222), X(226,230),
+ X(234,238), X(242,246), X(250,254), X(4,132), X(68,196), X(4,68), X(132,196),
+ X(36,164), X(100,228), X(36,100), X(164,228), X(4,36), X(68,100), X(132,164),
+ X(196,228), X(20,148), X(84,212), X(20,84), X(148,212), X(52,180), X(116,244),
+ X(52,116), X(180,244), X(20,52), X(84,116), X(148,180), X(212,244), X(4,20),
+ X(36,52), X(68,84), X(100,116), X(132,148), X(164,180), X(196,212), X(228,244),
+ X(12,140), X(76,204), X(12,76), X(140,204), X(44,172), X(108,236), X(44,108),
+ X(172,236), X(12,44), X(76,108), X(140,172), X(204,236), X(28,156), X(92,220),
+ X(28,92), X(156,220), X(60,188), X(124,252), X(60,124), X(188,252), X(28,60),
+ X(92,124), X(156,188), X(220,252), X(12,28), X(44,60), X(76,92), X(108,124),
+ X(140,156), X(172,188), X(204,220), X(236,252), X(4,12), X(20,28), X(36,44),
+ X(52,60), X(68,76), X(84,92), X(100,108), X(116,124), X(132,140), X(148,156),
+ X(164,172), X(180,188), X(196,204), X(212,220), X(228,236), X(244,252),
+ X(8,136), X(72,200), X(8,72), X(136,200), X(40,168), X(104,232), X(40,104),
+ X(168,232), X(8,40), X(72,104), X(136,168), X(200,232), X(24,152), X(88,216),
+ X(24,88), X(152,216), X(56,184), X(120,248), X(56,120), X(184,248), X(24,56),
+ X(88,120), X(152,184), X(216,248), X(8,24), X(40,56), X(72,88), X(104,120),
+ X(136,152), X(168,184), X(200,216), X(232,248), X(16,144), X(80,208), X(16,80),
+ X(144,208), X(48,176), X(112,240), X(48,112), X(176,240), X(16,48), X(80,112),
+ X(144,176), X(208,240), X(32,160), X(96,224), X(32,96), X(160,224), X(64,128),
+ X(128,192), X(64,128), X(64,96), X(128,160), X(192,224), X(32,64), X(96,128),
+ X(160,192), X(32,48), X(64,80), X(96,112), X(128,144), X(160,176), X(192,208),
+ X(224,240), X(16,32), X(48,64), X(80,96), X(112,128), X(144,160), X(176,192),
+ X(208,224), X(16,24), X(32,40), X(48,56), X(64,72), X(80,88), X(96,104),
+ X(112,120), X(128,136), X(144,152), X(160,168), X(176,184), X(192,200),
+ X(208,216), X(224,232), X(240,248), X(8,16), X(24,32), X(40,48), X(56,64),
+ X(72,80), X(88,96), X(104,112), X(120,128), X(136,144), X(152,160), X(168,176),
+ X(184,192), X(200,208), X(216,224), X(232,240), X(8,12), X(16,20), X(24,28),
+ X(32,36), X(40,44), X(48,52), X(56,60), X(64,68), X(72,76), X(80,84), X(88,92),
+ X(96,100), X(104,108), X(112,116), X(120,124), X(128,132), X(136,140),
+ X(144,148), X(152,156), X(160,164), X(168,172), X(176,180), X(184,188),
+ X(192,196), X(200,204), X(208,212), X(216,220), X(224,228), X(232,236),
+ X(240,244), X(248,252), X(4,8), X(12,16), X(20,24), X(28,32), X(36,40),
+ X(44,48), X(52,56), X(60,64), X(68,72), X(76,80), X(84,88), X(92,96),
+ X(100,104), X(108,112), X(116,120), X(124,128), X(132,136), X(140,144),
+ X(148,152), X(156,160), X(164,168), X(172,176), X(180,184), X(188,192),
+ X(196,200), X(204,208), X(212,216), X(220,224), X(228,232), X(236,240),
+ X(244,248), X(4,6), X(8,10), X(12,14), X(16,18), X(20,22), X(24,26), X(28,30),
+ X(32,34), X(36,38), X(40,42), X(44,46), X(48,50), X(52,54), X(56,58), X(60,62),
+ X(64,66), X(68,70), X(72,74), X(76,78), X(80,82), X(84,86), X(88,90), X(92,94),
+ X(96,98), X(100,102), X(104,106), X(108,110), X(112,114), X(116,118),
+ X(120,122), X(124,126), X(128,130), X(132,134), X(136,138), X(140,142),
+ X(144,146), X(148,150), X(152,154), X(156,158), X(160,162), X(164,166),
+ X(168,170), X(172,174), X(176,178), X(180,182), X(184,186), X(188,190),
+ X(192,194), X(196,198), X(200,202), X(204,206), X(208,210), X(212,214),
+ X(216,218), X(220,222), X(224,226), X(228,230), X(232,234), X(236,238),
+ X(240,242), X(244,246), X(248,250), X(252,254), X(2,4), X(6,8), X(10,12),
+ X(14,16), X(18,20), X(22,24), X(26,28), X(30,32), X(34,36), X(38,40), X(42,44),
+ X(46,48), X(50,52), X(54,56), X(58,60), X(62,64), X(66,68), X(70,72), X(74,76),
+ X(78,80), X(82,84), X(86,88), X(90,92), X(94,96), X(98,100), X(102,104),
+ X(106,108), X(110,112), X(114,116), X(118,120), X(122,124), X(126,128),
+ X(130,132), X(134,136), X(138,140), X(142,144), X(146,148), X(150,152),
+ X(154,156), X(158,160), X(162,164), X(166,168), X(170,172), X(174,176),
+ X(178,180), X(182,184), X(186,188), X(190,192), X(194,196), X(198,200),
+ X(202,204), X(206,208), X(210,212), X(214,216), X(218,220), X(222,224),
+ X(226,228), X(230,232), X(234,236), X(238,240), X(242,244), X(246,248),
+ X(250,252), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(197,198), X(199,200), X(201,202), X(203,204),
+ X(205,206), X(207,208), X(209,210), X(211,212), X(213,214), X(215,216),
+ X(217,218), X(219,220), X(221,222), X(223,224), X(225,226), X(227,228),
+ X(229,230), X(231,232), X(233,234), X(235,236), X(237,238), X(239,240),
+ X(241,242), X(243,244), X(245,246), X(247,248), X(249,250), X(251,252),
+ X(253,254)
+};
+
+//
+//
+//
+
+struct hsg_network const hsg_networks_merging[] =
+{
+ LM(2),
+ LM(3),
+ LM(4),
+ LM(5),
+ LM(6),
+ LM(7),
+ LM(8),
+ LM(9),
+ LM(10),
+ LM(11),
+ LM(12),
+ LM(13),
+ LM(14),
+ LM(15),
+ LM(16),
+ LM(17),
+ LM(18),
+ LM(19),
+ LM(20),
+ LM(21),
+ LM(22),
+ LM(23),
+ LM(24),
+ LM(25),
+ LM(26),
+ LM(27),
+ LM(28),
+ LM(29),
+ LM(30),
+ LM(31),
+ LM(32),
+ LM(33),
+ LM(34),
+ LM(35),
+ LM(36),
+ LM(37),
+ LM(38),
+ LM(39),
+ LM(40),
+ LM(41),
+ LM(42),
+ LM(43),
+ LM(44),
+ LM(45),
+ LM(46),
+ LM(47),
+ LM(48),
+ LM(49),
+ LM(50),
+ LM(51),
+ LM(52),
+ LM(53),
+ LM(54),
+ LM(55),
+ LM(56),
+ LM(57),
+ LM(58),
+ LM(59),
+ LM(60),
+ LM(61),
+ LM(62),
+ LM(63),
+ LM(64),
+ LM(65),
+ LM(66),
+ LM(67),
+ LM(68),
+ LM(69),
+ LM(70),
+ LM(71),
+ LM(72),
+ LM(73),
+ LM(74),
+ LM(75),
+ LM(76),
+ LM(77),
+ LM(78),
+ LM(79),
+ LM(80),
+ LM(81),
+ LM(82),
+ LM(83),
+ LM(84),
+ LM(85),
+ LM(86),
+ LM(87),
+ LM(88),
+ LM(89),
+ LM(90),
+ LM(91),
+ LM(92),
+ LM(93),
+ LM(94),
+ LM(95),
+ LM(96),
+ LM(97),
+ LM(98),
+ LM(99),
+ LM(100),
+ LM(101),
+ LM(102),
+ LM(103),
+ LM(104),
+ LM(105),
+ LM(106),
+ LM(107),
+ LM(108),
+ LM(109),
+ LM(110),
+ LM(111),
+ LM(112),
+ LM(113),
+ LM(114),
+ LM(115),
+ LM(116),
+ LM(117),
+ LM(118),
+ LM(119),
+ LM(120),
+ LM(121),
+ LM(122),
+ LM(123),
+ LM(124),
+ LM(125),
+ LM(126),
+ LM(127),
+ LM(128),
+ LM(129),
+ LM(130),
+ LM(131),
+ LM(132),
+ LM(133),
+ LM(134),
+ LM(135),
+ LM(136),
+ LM(137),
+ LM(138),
+ LM(139),
+ LM(140),
+ LM(141),
+ LM(142),
+ LM(143),
+ LM(144),
+ LM(145),
+ LM(146),
+ LM(147),
+ LM(148),
+ LM(149),
+ LM(150),
+ LM(151),
+ LM(152),
+ LM(153),
+ LM(154),
+ LM(155),
+ LM(156),
+ LM(157),
+ LM(158),
+ LM(159),
+ LM(160),
+ LM(161),
+ LM(162),
+ LM(163),
+ LM(164),
+ LM(165),
+ LM(166),
+ LM(167),
+ LM(168),
+ LM(169),
+ LM(170),
+ LM(171),
+ LM(172),
+ LM(173),
+ LM(174),
+ LM(175),
+ LM(176),
+ LM(177),
+ LM(178),
+ LM(179),
+ LM(180),
+ LM(181),
+ LM(182),
+ LM(183),
+ LM(184),
+ LM(185),
+ LM(186),
+ LM(187),
+ LM(188),
+ LM(189),
+ LM(190),
+ LM(191),
+ LM(192),
+ LM(193),
+ LM(194),
+ LM(195),
+ LM(196),
+ LM(197),
+ LM(198),
+ LM(199),
+ LM(200),
+ LM(201),
+ LM(202),
+ LM(203),
+ LM(204),
+ LM(205),
+ LM(206),
+ LM(207),
+ LM(208),
+ LM(209),
+ LM(210),
+ LM(211),
+ LM(212),
+ LM(213),
+ LM(214),
+ LM(215),
+ LM(216),
+ LM(217),
+ LM(218),
+ LM(219),
+ LM(220),
+ LM(221),
+ LM(222),
+ LM(223),
+ LM(224),
+ LM(225),
+ LM(226),
+ LM(227),
+ LM(228),
+ LM(229),
+ LM(230),
+ LM(231),
+ LM(232),
+ LM(233),
+ LM(234),
+ LM(235),
+ LM(236),
+ LM(237),
+ LM(238),
+ LM(239),
+ LM(240),
+ LM(241),
+ LM(242),
+ LM(243),
+ LM(244),
+ LM(245),
+ LM(246),
+ LM(247),
+ LM(248),
+ LM(249),
+ LM(250),
+ LM(251),
+ LM(252),
+ LM(253),
+ LM(254)
+};
diff --git a/src/compute/hs/gen/networks_sorting.c b/src/compute/hs/gen/networks_sorting.c
new file mode 100644
index 0000000..c7beb6b
--- /dev/null
+++ b/src/compute/hs/gen/networks_sorting.c
@@ -0,0 +1,30157 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// This file was generated using a modified version of
+// the Perl script "algorithm-networksort-chooser" found here:
+//
+// http://search.cpan.org/dist/Algorithm-Networksort-Chooser/bin/algorithm-networksort-chooser
+//
+
+#include "networks.h"
+#include "macros.h"
+
+//
+//
+//
+
+#define S(n) static struct hsg_op const sn##n[]
+#define X(a,b) { HSG_OP_TYPE_CMP_XCHG, { a, b }}
+
+//
+//
+//
+
+#define LS(n) { ARRAY_LENGTH(sn##n), sn##n }
+
+//
+//
+//
+
+S(2) = {
+ X(1,2)
+};
+S(4) = {
+ X(1,3), X(2,4), X(1,2), X(3,4), X(2,3)
+};
+S(6) = {
+ X(1,5), X(2,6), X(1,3), X(2,4), X(3,5), X(4,6), X(1,2), X(3,4), X(5,6),
+ X(2,5), X(2,3), X(4,5)
+};
+S(8) = {
+ X(1,5), X(2,6), X(3,7), X(4,8), X(1,3), X(2,4), X(5,7), X(6,8), X(3,5),
+ X(4,6), X(1,2), X(3,4), X(5,6), X(7,8), X(2,5), X(4,7), X(2,3), X(4,5), X(6,7)
+};
+S(10) = {
+ X(5,10), X(4,9), X(3,8), X(2,7), X(1,6), X(2,5), X(7,10), X(1,4), X(6,9),
+ X(1,3), X(4,7), X(8,10), X(1,2), X(3,5), X(6,8), X(9,10), X(2,3), X(5,7),
+ X(8,9), X(4,6), X(3,6), X(7,9), X(2,4), X(5,8), X(3,4), X(7,8), X(4,5), X(6,7),
+ X(5,6)
+};
+S(12) = {
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(2,4), X(6,8), X(10,12),
+ X(1,3), X(5,7), X(9,11), X(2,3), X(6,7), X(10,11), X(2,6), X(7,11), X(6,10),
+ X(3,7), X(2,6), X(7,11), X(1,5), X(8,12), X(4,8), X(5,9), X(1,5), X(8,12),
+ X(2,5), X(8,11), X(4,9), X(3,4), X(9,10), X(3,5), X(8,10), X(4,6), X(7,9),
+ X(4,5), X(6,7), X(8,9)
+};
+S(14) = {
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(1,3), X(5,7),
+ X(9,11), X(2,4), X(6,8), X(10,12), X(1,5), X(9,13), X(2,6), X(10,14), X(3,7),
+ X(4,8), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(6,11), X(7,10),
+ X(4,13), X(8,12), X(2,3), X(5,9), X(2,5), X(8,14), X(3,9), X(3,5), X(6,7),
+ X(10,11), X(12,14), X(4,9), X(8,13), X(7,9), X(11,13), X(4,6), X(8,10), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(7,8), X(9,10)
+};
+S(16) = {
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(1,3),
+ X(5,7), X(9,11), X(13,15), X(2,4), X(6,8), X(10,12), X(14,16), X(1,5), X(9,13),
+ X(2,6), X(10,14), X(3,7), X(11,15), X(4,8), X(12,16), X(1,9), X(2,10), X(3,11),
+ X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(6,11), X(7,10), X(4,13),
+ X(14,15), X(8,12), X(2,3), X(5,9), X(2,5), X(8,14), X(3,9), X(12,15), X(3,5),
+ X(6,7), X(10,11), X(12,14), X(4,9), X(8,13), X(7,9), X(11,13), X(4,6), X(8,10),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(7,8), X(9,10)
+};
+S(18) = {
+ X(1,17), X(2,18), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14),
+ X(7,15), X(8,16), X(9,17), X(10,18), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13),
+ X(10,14), X(11,15), X(12,16), X(5,17), X(6,18), X(5,9), X(6,10), X(7,11),
+ X(8,12), X(13,17), X(14,18), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(3,17), X(4,18), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(2,17), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17)
+};
+S(20) = {
+ X(1,17), X(2,18), X(3,19), X(4,20), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(5,17),
+ X(6,18), X(7,19), X(8,20), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17),
+ X(14,18), X(15,19), X(16,20), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11),
+ X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(3,17), X(4,18), X(3,9),
+ X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(2,17), X(4,19),
+ X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(2,5), X(4,7), X(6,9),
+ X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(2,3), X(4,5), X(6,7),
+ X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19)
+};
+S(22) = {
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(5,17), X(6,18),
+ X(7,19), X(8,20), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18),
+ X(15,19), X(16,20), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(2,17), X(4,19), X(6,21),
+ X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21)
+};
+S(24) = {
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(9,17),
+ X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(1,5),
+ X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21),
+ X(18,22), X(19,23), X(20,24), X(5,17), X(6,18), X(7,19), X(8,20), X(5,9),
+ X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(1,3),
+ X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16), X(17,19),
+ X(18,20), X(21,23), X(22,24), X(3,17), X(4,18), X(7,21), X(8,22), X(3,9),
+ X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(3,5),
+ X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21),
+ X(20,22), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23)
+};
+S(26) = {
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14),
+ X(7,15), X(8,16), X(17,25), X(18,26), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(5,9), X(6,10),
+ X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18),
+ X(15,21), X(16,22), X(19,25), X(20,26), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25)
+};
+S(28) = {
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(3,17), X(4,18),
+ X(7,21), X(8,22), X(11,25), X(12,26), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19),
+ X(18,21), X(20,23), X(22,25), X(24,27), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27)
+};
+S(30) = {
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24),
+ X(25,29), X(26,30), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18),
+ X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(1,3), X(2,4),
+ X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20),
+ X(21,23), X(22,24), X(25,27), X(26,28), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29)
+};
+S(32) = {
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31)
+};
+S(34) = {
+ X(1,33), X(2,34), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(17,33), X(18,34), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(21,29), X(22,30), X(23,31), X(24,32), X(9,33), X(10,34), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(5,33), X(6,34), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(21,33), X(22,34), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(3,33), X(4,34), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(27,29), X(28,30), X(31,33), X(32,34), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(2,33), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(2,5), X(4,7), X(6,9), X(8,11),
+ X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27),
+ X(26,29), X(28,31), X(30,33), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33)
+};
+S(36) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(3,33), X(4,34), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(27,29), X(28,30), X(31,33), X(32,34), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(2,33), X(4,35),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19),
+ X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35)
+};
+S(38) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(21,29), X(22,30), X(23,31), X(24,32), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22),
+ X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(5,33), X(6,34), X(7,35), X(8,36), X(5,17), X(6,18),
+ X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34),
+ X(23,35), X(24,36), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18),
+ X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34),
+ X(31,35), X(32,36), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(2,33), X(4,35), X(6,37), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37)
+};
+S(40) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27),
+ X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39)
+};
+S(42) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(9,33), X(10,34),
+ X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(1,5), X(2,6),
+ X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22),
+ X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38),
+ X(35,39), X(36,40), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(5,9), X(6,10),
+ X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26),
+ X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41)
+};
+S(44) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(15,39), X(16,40), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(29,37), X(30,38), X(31,39), X(32,40), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24),
+ X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19),
+ X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35),
+ X(34,37), X(36,39), X(38,41), X(40,43), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43)
+};
+S(46) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44),
+ X(37,45), X(38,46), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38),
+ X(15,39), X(16,40), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22),
+ X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38),
+ X(31,39), X(32,40), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14),
+ X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30),
+ X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42),
+ X(15,45), X(16,46), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18),
+ X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34),
+ X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41),
+ X(12,43), X(14,45), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27),
+ X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43),
+ X(30,45), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(2,5), X(4,7), X(6,9), X(8,11),
+ X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27),
+ X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43),
+ X(42,45), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45)
+};
+S(48) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47)
+};
+S(50) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44),
+ X(37,45), X(38,46), X(39,47), X(40,48), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42),
+ X(31,43), X(32,44), X(37,49), X(38,50), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42),
+ X(15,45), X(16,46), X(19,49), X(20,50), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42),
+ X(39,45), X(40,46), X(43,49), X(44,50), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42),
+ X(43,45), X(44,46), X(47,49), X(48,50), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(2,33), X(4,35), X(6,37),
+ X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(2,5), X(4,7), X(6,9), X(8,11),
+ X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27),
+ X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43),
+ X(42,45), X(44,47), X(46,49), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49)
+};
+S(52) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48),
+ X(49,51), X(50,52), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42),
+ X(15,45), X(16,46), X(19,49), X(20,50), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42),
+ X(39,45), X(40,46), X(43,49), X(44,50), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42),
+ X(43,45), X(44,46), X(47,49), X(48,50), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19),
+ X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35),
+ X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49),
+ X(50,51)
+};
+S(54) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50),
+ X(35,51), X(36,52), X(37,53), X(38,54), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44),
+ X(37,45), X(38,46), X(39,47), X(40,48), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52),
+ X(29,53), X(30,54), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22),
+ X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38),
+ X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42),
+ X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(5,17), X(6,18),
+ X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34),
+ X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50),
+ X(39,51), X(40,52), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18),
+ X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34),
+ X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50),
+ X(47,51), X(48,52), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46),
+ X(35,49), X(36,50), X(39,53), X(40,54), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42),
+ X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53)
+};
+S(56) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(51,55), X(52,56), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46),
+ X(19,49), X(20,50), X(23,53), X(24,54), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50),
+ X(51,53), X(52,54), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27),
+ X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43),
+ X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49),
+ X(50,51), X(52,53), X(54,55)
+};
+S(58) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44),
+ X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(9,33), X(10,34),
+ X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50),
+ X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(1,5), X(2,6),
+ X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22),
+ X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38),
+ X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54),
+ X(51,55), X(52,56), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42),
+ X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(5,9), X(6,10),
+ X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26),
+ X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42),
+ X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48),
+ X(49,51), X(50,52), X(53,55), X(54,56), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41),
+ X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57)
+};
+S(60) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52),
+ X(29,53), X(30,54), X(31,55), X(32,56), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52),
+ X(45,53), X(46,54), X(47,55), X(48,56), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24),
+ X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40),
+ X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42),
+ X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46),
+ X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42),
+ X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50),
+ X(51,53), X(52,54), X(55,57), X(56,58), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19),
+ X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35),
+ X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51),
+ X(50,53), X(52,55), X(54,57), X(56,59), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59)
+};
+S(62) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50),
+ X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58),
+ X(43,59), X(44,60), X(45,61), X(46,62), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44),
+ X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60),
+ X(53,61), X(54,62), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38),
+ X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54),
+ X(31,55), X(32,56), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22),
+ X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38),
+ X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54),
+ X(47,55), X(48,56), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14),
+ X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30),
+ X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46),
+ X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42),
+ X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58),
+ X(31,61), X(32,62), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18),
+ X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34),
+ X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50),
+ X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54),
+ X(55,57), X(56,58), X(59,61), X(60,62), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41),
+ X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57),
+ X(28,59), X(30,61), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27),
+ X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43),
+ X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59),
+ X(46,61), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53),
+ X(48,55), X(50,57), X(52,59), X(54,61), X(2,5), X(4,7), X(6,9), X(8,11),
+ X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27),
+ X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43),
+ X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59),
+ X(58,61), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61)
+};
+S(64) = {
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(61,63), X(62,64), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50),
+ X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49),
+ X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63)
+};
+S(66) = {
+ X(1,65), X(2,66), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(33,65), X(34,66), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(17,65), X(18,66), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(9,65), X(10,66), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38),
+ X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54),
+ X(31,55), X(32,56), X(41,65), X(42,66), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52),
+ X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(1,5), X(2,6),
+ X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22),
+ X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38),
+ X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54),
+ X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(5,65), X(6,66),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42),
+ X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58),
+ X(47,59), X(48,60), X(53,65), X(54,66), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60),
+ X(61,63), X(62,64), X(3,65), X(4,66), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(3,17), X(4,18),
+ X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34),
+ X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50),
+ X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54),
+ X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(2,65),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65)
+};
+S(68) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52),
+ X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24),
+ X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40),
+ X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56),
+ X(57,61), X(58,62), X(59,63), X(60,64), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52),
+ X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48),
+ X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64),
+ X(65,67), X(66,68), X(3,65), X(4,66), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(3,17), X(4,18),
+ X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34),
+ X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50),
+ X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54),
+ X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(2,65), X(4,67), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55),
+ X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(2,5), X(4,7), X(6,9), X(8,11),
+ X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27),
+ X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43),
+ X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59),
+ X(58,61), X(60,63), X(62,65), X(64,67), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67)
+};
+S(70) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(33,65), X(34,66),
+ X(35,67), X(36,68), X(37,69), X(38,70), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46),
+ X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(9,33), X(10,34),
+ X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50),
+ X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66),
+ X(43,67), X(44,68), X(45,69), X(46,70), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52),
+ X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68),
+ X(61,69), X(62,70), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14),
+ X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30),
+ X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46),
+ X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62),
+ X(59,63), X(60,64), X(65,69), X(66,70), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52),
+ X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48),
+ X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64),
+ X(65,67), X(66,68), X(3,65), X(4,66), X(7,69), X(8,70), X(3,33), X(4,34),
+ X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50),
+ X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66),
+ X(39,69), X(40,70), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42),
+ X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58),
+ X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54),
+ X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(2,65), X(4,67), X(6,69), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69)
+};
+S(72) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64),
+ X(65,69), X(66,70), X(67,71), X(68,72), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52),
+ X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48),
+ X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64),
+ X(65,67), X(66,68), X(69,71), X(70,72), X(3,65), X(4,66), X(7,69), X(8,70),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46),
+ X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62),
+ X(35,65), X(36,66), X(39,69), X(40,70), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50),
+ X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66),
+ X(67,69), X(68,70), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(2,65), X(4,67),
+ X(6,69), X(8,71), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71)
+};
+S(74) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70),
+ X(39,71), X(40,72), X(41,73), X(42,74), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(65,73), X(66,74), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70),
+ X(15,71), X(16,72), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38),
+ X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54),
+ X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70),
+ X(47,71), X(48,72), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22),
+ X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38),
+ X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54),
+ X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70),
+ X(63,71), X(64,72), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14),
+ X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30),
+ X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46),
+ X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62),
+ X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(5,65), X(6,66),
+ X(7,67), X(8,68), X(13,73), X(14,74), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52),
+ X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68),
+ X(45,73), X(46,74), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42),
+ X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58),
+ X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68),
+ X(69,73), X(70,74), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60),
+ X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(3,65), X(4,66),
+ X(7,69), X(8,70), X(11,73), X(12,74), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70),
+ X(43,73), X(44,74), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70),
+ X(67,73), X(68,74), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73)
+};
+S(76) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72),
+ X(25,73), X(26,74), X(27,75), X(28,76), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68),
+ X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(65,73), X(66,74), X(67,75), X(68,76), X(9,65), X(10,66), X(11,67), X(12,68),
+ X(13,69), X(14,70), X(15,71), X(16,72), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52),
+ X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68),
+ X(45,69), X(46,70), X(47,71), X(48,72), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52),
+ X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68),
+ X(61,69), X(62,70), X(63,71), X(64,72), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24),
+ X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40),
+ X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56),
+ X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72),
+ X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60),
+ X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68),
+ X(69,73), X(70,74), X(71,75), X(72,76), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72),
+ X(73,75), X(74,76), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46),
+ X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62),
+ X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(3,17), X(4,18),
+ X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34),
+ X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50),
+ X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66),
+ X(55,69), X(56,70), X(59,73), X(60,74), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54),
+ X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70),
+ X(71,73), X(72,74), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55),
+ X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71),
+ X(58,73), X(60,75), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(2,5), X(4,7), X(6,9), X(8,11),
+ X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27),
+ X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43),
+ X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59),
+ X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49),
+ X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65),
+ X(66,67), X(68,69), X(70,71), X(72,73), X(74,75)
+};
+S(78) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(33,65), X(34,66),
+ X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74),
+ X(43,75), X(44,76), X(45,77), X(46,78), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46),
+ X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70),
+ X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(9,33), X(10,34),
+ X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50),
+ X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66),
+ X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66),
+ X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(1,5), X(2,6),
+ X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22),
+ X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38),
+ X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54),
+ X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70),
+ X(67,71), X(68,72), X(73,77), X(74,78), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52),
+ X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68),
+ X(45,73), X(46,74), X(47,75), X(48,76), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52),
+ X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68),
+ X(61,73), X(62,74), X(63,75), X(64,76), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48),
+ X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64),
+ X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(3,65), X(4,66),
+ X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(3,33), X(4,34),
+ X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50),
+ X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66),
+ X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78), X(3,17), X(4,18),
+ X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34),
+ X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50),
+ X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66),
+ X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42),
+ X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58),
+ X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74),
+ X(71,77), X(72,78), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16),
+ X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32),
+ X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48),
+ X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64),
+ X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(2,65),
+ X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77)
+};
+S(80) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72),
+ X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64),
+ X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80),
+ X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60),
+ X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68),
+ X(69,73), X(70,74), X(71,75), X(72,76), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72),
+ X(73,75), X(74,76), X(77,79), X(78,80), X(3,65), X(4,66), X(7,69), X(8,70),
+ X(11,73), X(12,74), X(15,77), X(16,78), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70),
+ X(43,73), X(44,74), X(47,77), X(48,78), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70),
+ X(59,73), X(60,74), X(63,77), X(64,78), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50),
+ X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66),
+ X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(2,65), X(4,67),
+ X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75),
+ X(70,77), X(72,79), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49),
+ X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65),
+ X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79)
+};
+S(82) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70),
+ X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78),
+ X(47,79), X(48,80), X(49,81), X(50,82), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74),
+ X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22),
+ X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38),
+ X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54),
+ X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70),
+ X(63,71), X(64,72), X(73,81), X(74,82), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24),
+ X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40),
+ X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56),
+ X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72),
+ X(73,77), X(74,78), X(75,79), X(76,80), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(5,33), X(6,34),
+ X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50),
+ X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66),
+ X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60),
+ X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76),
+ X(69,81), X(70,82), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18),
+ X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34),
+ X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50),
+ X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66),
+ X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76), X(77,81), X(78,82),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48),
+ X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64),
+ X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80),
+ X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78),
+ X(19,81), X(20,82), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42),
+ X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58),
+ X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74),
+ X(47,77), X(48,78), X(51,81), X(52,82), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70),
+ X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42),
+ X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58),
+ X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74),
+ X(71,77), X(72,78), X(75,81), X(76,82), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42),
+ X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58),
+ X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74),
+ X(75,77), X(76,78), X(79,81), X(80,82), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(2,65), X(4,67), X(6,69),
+ X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(2,17),
+ X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33),
+ X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49),
+ X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65),
+ X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81),
+ X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23),
+ X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39),
+ X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55),
+ X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71),
+ X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(2,5), X(4,7), X(6,9),
+ X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25),
+ X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41),
+ X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57),
+ X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73),
+ X(72,75), X(74,77), X(76,79), X(78,81), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81)
+};
+S(84) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68),
+ X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76),
+ X(61,77), X(62,78), X(63,79), X(64,80), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44),
+ X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60),
+ X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76),
+ X(69,77), X(70,78), X(71,79), X(72,80), X(9,65), X(10,66), X(11,67), X(12,68),
+ X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52),
+ X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68),
+ X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64),
+ X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80),
+ X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76),
+ X(21,81), X(22,82), X(23,83), X(24,84), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52),
+ X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68),
+ X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60),
+ X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76),
+ X(69,81), X(70,82), X(71,83), X(72,84), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(77,81), X(78,82), X(79,83), X(80,84), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72),
+ X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84), X(3,65), X(4,66),
+ X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46),
+ X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62),
+ X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78),
+ X(51,81), X(52,82), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78),
+ X(75,81), X(76,82), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(2,65), X(4,67), X(6,69), X(8,71),
+ X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63),
+ X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79),
+ X(66,81), X(68,83), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19),
+ X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35),
+ X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51),
+ X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67),
+ X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49),
+ X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65),
+ X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81),
+ X(82,83)
+};
+S(86) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(33,65), X(34,66),
+ X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74),
+ X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82),
+ X(51,83), X(52,84), X(53,85), X(54,86), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84),
+ X(69,85), X(70,86), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46),
+ X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70),
+ X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78),
+ X(63,79), X(64,80), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14),
+ X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30),
+ X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46),
+ X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62),
+ X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78),
+ X(71,79), X(72,80), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70),
+ X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66),
+ X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82),
+ X(75,83), X(76,84), X(77,85), X(78,86), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24),
+ X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40),
+ X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56),
+ X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72),
+ X(73,77), X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(5,65), X(6,66),
+ X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82),
+ X(23,83), X(24,84), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42),
+ X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58),
+ X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74),
+ X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(5,17), X(6,18),
+ X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34),
+ X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50),
+ X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66),
+ X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82),
+ X(71,83), X(72,84), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18),
+ X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34),
+ X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50),
+ X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66),
+ X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76), X(77,81), X(78,82),
+ X(79,83), X(80,84), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60),
+ X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76),
+ X(77,79), X(78,80), X(81,83), X(82,84), X(3,65), X(4,66), X(7,69), X(8,70),
+ X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46),
+ X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62),
+ X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78),
+ X(51,81), X(52,82), X(55,85), X(56,86), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70),
+ X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70),
+ X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50),
+ X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66),
+ X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82),
+ X(83,85), X(84,86), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(2,65), X(4,67), X(6,69),
+ X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79),
+ X(50,81), X(52,83), X(54,85), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25),
+ X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41),
+ X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57),
+ X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73),
+ X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75),
+ X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(2,5), X(4,7), X(6,9),
+ X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25),
+ X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41),
+ X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57),
+ X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73),
+ X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85)
+};
+S(88) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72),
+ X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72),
+ X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64),
+ X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80),
+ X(81,85), X(82,86), X(83,87), X(84,88), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76),
+ X(53,81), X(54,82), X(55,83), X(56,84), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52),
+ X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68),
+ X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68),
+ X(69,73), X(70,74), X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48),
+ X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64),
+ X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80),
+ X(81,83), X(82,84), X(85,87), X(86,88), X(3,65), X(4,66), X(7,69), X(8,70),
+ X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46),
+ X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62),
+ X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78),
+ X(51,81), X(52,82), X(55,85), X(56,86), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70),
+ X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70),
+ X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50),
+ X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66),
+ X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82),
+ X(83,85), X(84,86), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(2,65), X(4,67),
+ X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83),
+ X(22,85), X(24,87), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87)
+};
+S(90) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70),
+ X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78),
+ X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86),
+ X(55,87), X(56,88), X(57,89), X(58,90), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84),
+ X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74),
+ X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72),
+ X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64),
+ X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80),
+ X(81,85), X(82,86), X(83,87), X(84,88), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84),
+ X(29,89), X(30,90), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42),
+ X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58),
+ X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74),
+ X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60),
+ X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76),
+ X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(5,9), X(6,10),
+ X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26),
+ X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42),
+ X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58),
+ X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74),
+ X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48),
+ X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64),
+ X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80),
+ X(81,83), X(82,84), X(85,87), X(86,88), X(3,65), X(4,66), X(7,69), X(8,70),
+ X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86),
+ X(27,89), X(28,90), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42),
+ X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58),
+ X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74),
+ X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46),
+ X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62),
+ X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78),
+ X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42),
+ X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58),
+ X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74),
+ X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50),
+ X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66),
+ X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82),
+ X(83,85), X(84,86), X(87,89), X(88,90), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77),
+ X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83),
+ X(54,85), X(56,87), X(58,89), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25),
+ X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41),
+ X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57),
+ X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73),
+ X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89),
+ X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23),
+ X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39),
+ X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55),
+ X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71),
+ X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87),
+ X(82,89), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33),
+ X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49),
+ X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65),
+ X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81),
+ X(80,83), X(82,85), X(84,87), X(86,89), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89)
+};
+S(92) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(73,89), X(74,90), X(75,91), X(76,92), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68),
+ X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76),
+ X(61,77), X(62,78), X(63,79), X(64,80), X(1,9), X(2,10), X(3,11), X(4,12),
+ X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28),
+ X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44),
+ X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60),
+ X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76),
+ X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72),
+ X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64),
+ X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80),
+ X(81,85), X(82,86), X(83,87), X(84,88), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84),
+ X(29,89), X(30,90), X(31,91), X(32,92), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52),
+ X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68),
+ X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84),
+ X(61,89), X(62,90), X(63,91), X(64,92), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52),
+ X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68),
+ X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84),
+ X(77,89), X(78,90), X(79,91), X(80,92), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92),
+ X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16),
+ X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32),
+ X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48),
+ X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64),
+ X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80),
+ X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92), X(3,65), X(4,66),
+ X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82),
+ X(23,85), X(24,86), X(27,89), X(28,90), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70),
+ X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86),
+ X(59,89), X(60,90), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70),
+ X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86),
+ X(83,89), X(84,90), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(2,65), X(4,67), X(6,69), X(8,71),
+ X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87),
+ X(26,89), X(28,91), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63),
+ X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79),
+ X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75),
+ X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91),
+ X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19),
+ X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35),
+ X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51),
+ X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67),
+ X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83),
+ X(82,85), X(84,87), X(86,89), X(88,91), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91)
+};
+S(94) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(33,65), X(34,66),
+ X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74),
+ X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82),
+ X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90),
+ X(59,91), X(60,92), X(61,93), X(62,94), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84),
+ X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92),
+ X(77,93), X(78,94), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46),
+ X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70),
+ X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78),
+ X(63,79), X(64,80), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14),
+ X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30),
+ X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46),
+ X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62),
+ X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78),
+ X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72),
+ X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64),
+ X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80),
+ X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(5,65), X(6,66),
+ X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82),
+ X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(5,33), X(6,34),
+ X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50),
+ X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66),
+ X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82),
+ X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92), X(5,17), X(6,18),
+ X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34),
+ X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50),
+ X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66),
+ X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82),
+ X(71,83), X(72,84), X(77,89), X(78,90), X(79,91), X(80,92), X(5,9), X(6,10),
+ X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26),
+ X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42),
+ X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58),
+ X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74),
+ X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90),
+ X(87,91), X(88,92), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60),
+ X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76),
+ X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92),
+ X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78),
+ X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46),
+ X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62),
+ X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78),
+ X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46),
+ X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62),
+ X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78),
+ X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70),
+ X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86),
+ X(83,89), X(84,90), X(87,93), X(88,94), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42),
+ X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58),
+ X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74),
+ X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90),
+ X(91,93), X(92,94), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77),
+ X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79),
+ X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(2,17),
+ X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33),
+ X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49),
+ X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65),
+ X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81),
+ X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75),
+ X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91),
+ X(86,93), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33),
+ X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49),
+ X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65),
+ X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81),
+ X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93)
+};
+S(96) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72),
+ X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80),
+ X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72),
+ X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88),
+ X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16),
+ X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32),
+ X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48),
+ X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64),
+ X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80),
+ X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(91,95), X(92,96),
+ X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76),
+ X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76),
+ X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60),
+ X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76),
+ X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(79,91), X(80,92),
+ X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20),
+ X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36),
+ X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52),
+ X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68),
+ X(69,73), X(70,74), X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84),
+ X(85,89), X(86,90), X(87,91), X(88,92), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72),
+ X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88),
+ X(89,91), X(90,92), X(93,95), X(94,96), X(3,65), X(4,66), X(7,69), X(8,70),
+ X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86),
+ X(27,89), X(28,90), X(31,93), X(32,94), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70),
+ X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86),
+ X(59,89), X(60,90), X(63,93), X(64,94), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70),
+ X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86),
+ X(75,89), X(76,90), X(79,93), X(80,94), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78),
+ X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50),
+ X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66),
+ X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82),
+ X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(2,65), X(4,67),
+ X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83),
+ X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83),
+ X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75),
+ X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91),
+ X(86,93), X(88,95), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49),
+ X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65),
+ X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81),
+ X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95)
+};
+S(98) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84),
+ X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92),
+ X(77,93), X(78,94), X(79,95), X(80,96), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74),
+ X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80),
+ X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72),
+ X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88),
+ X(41,97), X(42,98), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38),
+ X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54),
+ X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70),
+ X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86),
+ X(63,87), X(64,88), X(73,97), X(74,98), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52),
+ X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68),
+ X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84),
+ X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(1,5), X(2,6),
+ X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22),
+ X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38),
+ X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54),
+ X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70),
+ X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80), X(81,85), X(82,86),
+ X(83,87), X(84,88), X(89,93), X(90,94), X(91,95), X(92,96), X(5,65), X(6,66),
+ X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82),
+ X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76),
+ X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92),
+ X(69,97), X(70,98), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42),
+ X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58),
+ X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74),
+ X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90),
+ X(79,91), X(80,92), X(85,97), X(86,98), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92),
+ X(93,97), X(94,98), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60),
+ X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76),
+ X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92),
+ X(93,95), X(94,96), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74),
+ X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90),
+ X(31,93), X(32,94), X(35,97), X(36,98), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70),
+ X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86),
+ X(59,89), X(60,90), X(63,93), X(64,94), X(67,97), X(68,98), X(3,17), X(4,18),
+ X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34),
+ X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50),
+ X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66),
+ X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82),
+ X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94), X(83,97), X(84,98),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70),
+ X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86),
+ X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54),
+ X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70),
+ X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86),
+ X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(2,65),
+ X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81),
+ X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79),
+ X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95),
+ X(66,97), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97)
+};
+S(100) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70),
+ X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78),
+ X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86),
+ X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94),
+ X(63,95), X(64,96), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(17,33),
+ X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41),
+ X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65),
+ X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73),
+ X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97),
+ X(82,98), X(83,99), X(84,100), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13),
+ X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29),
+ X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45),
+ X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61),
+ X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77),
+ X(70,78), X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93),
+ X(86,94), X(87,95), X(88,96), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100), X(9,33),
+ X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49),
+ X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65),
+ X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81),
+ X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97),
+ X(74,98), X(75,99), X(76,100), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21),
+ X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37),
+ X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53),
+ X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69),
+ X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85),
+ X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100), X(1,5),
+ X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21),
+ X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37),
+ X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53),
+ X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(65,69),
+ X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80), X(81,85),
+ X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(91,95), X(92,96), X(5,65),
+ X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81),
+ X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(37,97),
+ X(38,98), X(39,99), X(40,100), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41),
+ X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57),
+ X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73),
+ X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89),
+ X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100), X(5,17),
+ X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33),
+ X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49),
+ X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60), X(53,65),
+ X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76), X(69,81),
+ X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(79,91), X(80,92), X(85,97),
+ X(86,98), X(87,99), X(88,100), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17),
+ X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(29,33),
+ X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44), X(45,49),
+ X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60), X(61,65),
+ X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76), X(77,81),
+ X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92), X(93,97),
+ X(94,98), X(95,99), X(96,100), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11),
+ X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27),
+ X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43),
+ X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59),
+ X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75),
+ X(74,76), X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91),
+ X(90,92), X(93,95), X(94,96), X(97,99), X(98,100), X(3,65), X(4,66), X(7,69),
+ X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85),
+ X(24,86), X(27,89), X(28,90), X(31,93), X(32,94), X(35,97), X(36,98), X(3,33),
+ X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46), X(19,49),
+ X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62), X(35,65),
+ X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78), X(51,81),
+ X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94), X(67,97),
+ X(68,98), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29),
+ X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45),
+ X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61),
+ X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77),
+ X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93),
+ X(80,94), X(83,97), X(84,98), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17),
+ X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33),
+ X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49),
+ X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65),
+ X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81),
+ X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97),
+ X(92,98), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17),
+ X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33),
+ X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49),
+ X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65),
+ X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81),
+ X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97),
+ X(96,98), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73),
+ X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89),
+ X(28,91), X(30,93), X(32,95), X(34,97), X(36,99), X(2,33), X(4,35), X(6,37),
+ X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53),
+ X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69),
+ X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85),
+ X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99), X(2,17),
+ X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33),
+ X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49),
+ X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65),
+ X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81),
+ X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97),
+ X(84,99), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53),
+ X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69),
+ X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85),
+ X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99)
+};
+S(102) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(1,33),
+ X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41),
+ X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49),
+ X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57),
+ X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97),
+ X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(33,65), X(34,66),
+ X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74),
+ X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82),
+ X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90),
+ X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50),
+ X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58),
+ X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82),
+ X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90),
+ X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98),
+ X(51,99), X(52,100), X(53,101), X(54,102), X(17,33), X(18,34), X(19,35),
+ X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43),
+ X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67),
+ X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75),
+ X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13),
+ X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29),
+ X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45),
+ X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61),
+ X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77),
+ X(70,78), X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93),
+ X(86,94), X(87,95), X(88,96), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100),
+ X(45,101), X(46,102), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37),
+ X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53),
+ X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69),
+ X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85),
+ X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100),
+ X(77,101), X(78,102), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21),
+ X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37),
+ X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53),
+ X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69),
+ X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85),
+ X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100),
+ X(93,101), X(94,102), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14),
+ X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30),
+ X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46),
+ X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62),
+ X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78),
+ X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94),
+ X(91,95), X(92,96), X(97,101), X(98,102), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84),
+ X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98), X(39,99),
+ X(40,100), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43),
+ X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59),
+ X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75),
+ X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91),
+ X(64,92), X(69,97), X(70,98), X(71,99), X(72,100), X(5,17), X(6,18), X(7,19),
+ X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35),
+ X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51),
+ X(40,52), X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67),
+ X(56,68), X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82), X(71,83),
+ X(72,84), X(77,89), X(78,90), X(79,91), X(80,92), X(85,97), X(86,98), X(87,99),
+ X(88,100), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19),
+ X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35),
+ X(32,36), X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51),
+ X(48,52), X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67),
+ X(64,68), X(69,73), X(70,74), X(71,75), X(72,76), X(77,81), X(78,82), X(79,83),
+ X(80,84), X(85,89), X(86,90), X(87,91), X(88,92), X(93,97), X(94,98), X(95,99),
+ X(96,100), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15),
+ X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31),
+ X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47),
+ X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63),
+ X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79),
+ X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92), X(93,95),
+ X(94,96), X(97,99), X(98,100), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73),
+ X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89),
+ X(28,90), X(31,93), X(32,94), X(35,97), X(36,98), X(39,101), X(40,102),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46),
+ X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62),
+ X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78),
+ X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94),
+ X(67,97), X(68,98), X(71,101), X(72,102), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70),
+ X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86),
+ X(75,89), X(76,90), X(79,93), X(80,94), X(83,97), X(84,98), X(87,101),
+ X(88,102), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21),
+ X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37),
+ X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53),
+ X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69),
+ X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85),
+ X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98),
+ X(95,101), X(96,102), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94),
+ X(95,97), X(96,98), X(99,101), X(100,102), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79),
+ X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95),
+ X(34,97), X(36,99), X(38,101), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41),
+ X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57),
+ X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73),
+ X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89),
+ X(60,91), X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53),
+ X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69),
+ X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85),
+ X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33),
+ X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49),
+ X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65),
+ X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81),
+ X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97),
+ X(96,99), X(98,101), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101)
+};
+S(104) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39),
+ X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47),
+ X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55),
+ X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63),
+ X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102),
+ X(71,103), X(72,104), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69),
+ X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77),
+ X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85),
+ X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93),
+ X(62,94), X(63,95), X(64,96), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21),
+ X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29),
+ X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53),
+ X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61),
+ X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85),
+ X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93),
+ X(78,94), X(79,95), X(80,96), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69),
+ X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77),
+ X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100),
+ X(53,101), X(54,102), X(55,103), X(56,104), X(17,33), X(18,34), X(19,35),
+ X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43),
+ X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67),
+ X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75),
+ X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82),
+ X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98),
+ X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(9,33),
+ X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49),
+ X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65),
+ X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81),
+ X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97),
+ X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103), X(80,104),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88),
+ X(89,97), X(90,98), X(91,99), X(92,100), X(93,101), X(94,102), X(95,103),
+ X(96,104), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15),
+ X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31),
+ X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47),
+ X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63),
+ X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79),
+ X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(91,95),
+ X(92,96), X(97,101), X(98,102), X(99,103), X(100,104), X(5,65), X(6,66),
+ X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82),
+ X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98),
+ X(39,99), X(40,100), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42),
+ X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58),
+ X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74),
+ X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90),
+ X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100), X(5,17), X(6,18),
+ X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34),
+ X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50),
+ X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66),
+ X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82),
+ X(71,83), X(72,84), X(77,89), X(78,90), X(79,91), X(80,92), X(85,97), X(86,98),
+ X(87,99), X(88,100), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18),
+ X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34),
+ X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50),
+ X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66),
+ X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76), X(77,81), X(78,82),
+ X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92), X(93,97), X(94,98),
+ X(95,99), X(96,100), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60),
+ X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76),
+ X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92),
+ X(93,95), X(94,96), X(97,99), X(98,100), X(101,103), X(102,104), X(3,65),
+ X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81),
+ X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94), X(35,97),
+ X(36,98), X(39,101), X(40,102), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41),
+ X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57),
+ X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73),
+ X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89),
+ X(60,90), X(63,93), X(64,94), X(67,97), X(68,98), X(71,101), X(72,102),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46),
+ X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62),
+ X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78),
+ X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94),
+ X(83,97), X(84,98), X(87,101), X(88,102), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78),
+ X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94),
+ X(91,97), X(92,98), X(95,101), X(96,102), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42),
+ X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58),
+ X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74),
+ X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90),
+ X(91,93), X(92,94), X(95,97), X(96,98), X(99,101), X(100,102), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(2,65), X(4,67), X(6,69), X(8,71),
+ X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87),
+ X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99), X(38,101),
+ X(40,103), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103)
+};
+S(106) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37),
+ X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45),
+ X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53),
+ X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61),
+ X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100),
+ X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(33,65),
+ X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73),
+ X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81),
+ X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89),
+ X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(1,17),
+ X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25),
+ X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49),
+ X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57),
+ X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81),
+ X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89),
+ X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(17,65),
+ X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73),
+ X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97),
+ X(50,98), X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104),
+ X(57,105), X(58,106), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37),
+ X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45),
+ X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69),
+ X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77),
+ X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100),
+ X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(1,9),
+ X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25),
+ X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41),
+ X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57),
+ X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73),
+ X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89),
+ X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96),
+ X(97,105), X(98,106), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100),
+ X(45,101), X(46,102), X(47,103), X(48,104), X(9,33), X(10,34), X(11,35),
+ X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51),
+ X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67),
+ X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83),
+ X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99),
+ X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66),
+ X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82),
+ X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98),
+ X(91,99), X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(1,5),
+ X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21),
+ X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37),
+ X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53),
+ X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(65,69),
+ X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80), X(81,85),
+ X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(91,95), X(92,96),
+ X(97,101), X(98,102), X(99,103), X(100,104), X(5,65), X(6,66), X(7,67),
+ X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83),
+ X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98), X(39,99),
+ X(40,100), X(45,105), X(46,106), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41),
+ X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57),
+ X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73),
+ X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89),
+ X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100),
+ X(77,105), X(78,106), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42),
+ X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58),
+ X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74),
+ X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90),
+ X(79,91), X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105),
+ X(94,106), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19),
+ X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35),
+ X(32,36), X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51),
+ X(48,52), X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67),
+ X(64,68), X(69,73), X(70,74), X(71,75), X(72,76), X(77,81), X(78,82), X(79,83),
+ X(80,84), X(85,89), X(86,90), X(87,91), X(88,92), X(93,97), X(94,98), X(95,99),
+ X(96,100), X(101,105), X(102,106), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11),
+ X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27),
+ X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43),
+ X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59),
+ X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75),
+ X(74,76), X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91),
+ X(90,92), X(93,95), X(94,96), X(97,99), X(98,100), X(101,103), X(102,104),
+ X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78),
+ X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94),
+ X(35,97), X(36,98), X(39,101), X(40,102), X(43,105), X(44,106), X(3,33),
+ X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46), X(19,49),
+ X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62), X(35,65),
+ X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78), X(51,81),
+ X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94), X(67,97),
+ X(68,98), X(71,101), X(72,102), X(75,105), X(76,106), X(3,17), X(4,18),
+ X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34),
+ X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50),
+ X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66),
+ X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82),
+ X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94), X(83,97), X(84,98),
+ X(87,101), X(88,102), X(91,105), X(92,106), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78),
+ X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94),
+ X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106), X(3,5),
+ X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21),
+ X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37),
+ X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53),
+ X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69),
+ X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85),
+ X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98),
+ X(99,101), X(100,102), X(103,105), X(104,106), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75),
+ X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91),
+ X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79),
+ X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95),
+ X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17),
+ X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33),
+ X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49),
+ X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65),
+ X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81),
+ X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97),
+ X(92,99), X(94,101), X(96,103), X(98,105), X(2,5), X(4,7), X(6,9), X(8,11),
+ X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27),
+ X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43),
+ X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59),
+ X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75),
+ X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91),
+ X(90,93), X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105),
+ X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17),
+ X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33),
+ X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49),
+ X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65),
+ X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81),
+ X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97),
+ X(98,99), X(100,101), X(102,103), X(104,105)
+};
+S(108) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98),
+ X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105),
+ X(74,106), X(75,107), X(76,108), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84),
+ X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92),
+ X(77,93), X(78,94), X(79,95), X(80,96), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37),
+ X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45),
+ X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69),
+ X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77),
+ X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100),
+ X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107),
+ X(92,108), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15),
+ X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31),
+ X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47),
+ X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63),
+ X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79),
+ X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95),
+ X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82),
+ X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98),
+ X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(9,33),
+ X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49),
+ X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65),
+ X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81),
+ X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97),
+ X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103), X(80,104),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88),
+ X(89,97), X(90,98), X(91,99), X(92,100), X(93,101), X(94,102), X(95,103),
+ X(96,104), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15),
+ X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31),
+ X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47),
+ X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63),
+ X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79),
+ X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(91,95),
+ X(92,96), X(97,101), X(98,102), X(99,103), X(100,104), X(5,65), X(6,66),
+ X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82),
+ X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98),
+ X(39,99), X(40,100), X(45,105), X(46,106), X(47,107), X(48,108), X(5,33),
+ X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44), X(21,49),
+ X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60), X(37,65),
+ X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76), X(53,81),
+ X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92), X(69,97),
+ X(70,98), X(71,99), X(72,100), X(77,105), X(78,106), X(79,107), X(80,108),
+ X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28),
+ X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44),
+ X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60),
+ X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76),
+ X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(79,91), X(80,92),
+ X(85,97), X(86,98), X(87,99), X(88,100), X(93,105), X(94,106), X(95,107),
+ X(96,108), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19),
+ X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35),
+ X(32,36), X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51),
+ X(48,52), X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67),
+ X(64,68), X(69,73), X(70,74), X(71,75), X(72,76), X(77,81), X(78,82), X(79,83),
+ X(80,84), X(85,89), X(86,90), X(87,91), X(88,92), X(93,97), X(94,98), X(95,99),
+ X(96,100), X(101,105), X(102,106), X(103,107), X(104,108), X(1,3), X(2,4),
+ X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20),
+ X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36),
+ X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52),
+ X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68),
+ X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84),
+ X(85,87), X(86,88), X(89,91), X(90,92), X(93,95), X(94,96), X(97,99),
+ X(98,100), X(101,103), X(102,104), X(105,107), X(106,108), X(3,65), X(4,66),
+ X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82),
+ X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94), X(35,97), X(36,98),
+ X(39,101), X(40,102), X(43,105), X(44,106), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70),
+ X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86),
+ X(59,89), X(60,90), X(63,93), X(64,94), X(67,97), X(68,98), X(71,101),
+ X(72,102), X(75,105), X(76,106), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25),
+ X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41),
+ X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57),
+ X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73),
+ X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89),
+ X(76,90), X(79,93), X(80,94), X(83,97), X(84,98), X(87,101), X(88,102),
+ X(91,105), X(92,106), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18),
+ X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34),
+ X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50),
+ X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66),
+ X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82),
+ X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98),
+ X(95,101), X(96,102), X(99,105), X(100,106), X(3,5), X(4,6), X(7,9), X(8,10),
+ X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26),
+ X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42),
+ X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58),
+ X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74),
+ X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90),
+ X(91,93), X(92,94), X(95,97), X(96,98), X(99,101), X(100,102), X(103,105),
+ X(104,106), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79),
+ X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95),
+ X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(2,33),
+ X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49),
+ X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65),
+ X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81),
+ X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97),
+ X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107)
+};
+S(110) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72),
+ X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80),
+ X(49,97), X(50,98), X(51,99), X(52,100), X(53,101), X(54,102), X(55,103),
+ X(56,104), X(57,105), X(58,106), X(59,107), X(60,108), X(61,109), X(62,110),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(81,97), X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103),
+ X(88,104), X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80),
+ X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96),
+ X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(9,65),
+ X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81),
+ X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97),
+ X(42,98), X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88),
+ X(73,97), X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103),
+ X(80,104), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23),
+ X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39),
+ X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55),
+ X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71),
+ X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87),
+ X(80,88), X(89,97), X(90,98), X(91,99), X(92,100), X(93,101), X(94,102),
+ X(95,103), X(96,104), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14),
+ X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30),
+ X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46),
+ X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62),
+ X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78),
+ X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94),
+ X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104), X(105,109),
+ X(106,110), X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75),
+ X(16,76), X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91),
+ X(32,92), X(37,97), X(38,98), X(39,99), X(40,100), X(45,105), X(46,106),
+ X(47,107), X(48,108), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42),
+ X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58),
+ X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74),
+ X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90),
+ X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100), X(77,105),
+ X(78,106), X(79,107), X(80,108), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25),
+ X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41),
+ X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57),
+ X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73),
+ X(62,74), X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89),
+ X(78,90), X(79,91), X(80,92), X(85,97), X(86,98), X(87,99), X(88,100),
+ X(93,105), X(94,106), X(95,107), X(96,108), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92),
+ X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106), X(103,107),
+ X(104,108), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15),
+ X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31),
+ X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47),
+ X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63),
+ X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79),
+ X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92), X(93,95),
+ X(94,96), X(97,99), X(98,100), X(101,103), X(102,104), X(105,107), X(106,108),
+ X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78),
+ X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94),
+ X(35,97), X(36,98), X(39,101), X(40,102), X(43,105), X(44,106), X(47,109),
+ X(48,110), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45),
+ X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61),
+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90),
+ X(79,93), X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105),
+ X(92,106), X(95,109), X(96,110), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17),
+ X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33),
+ X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49),
+ X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65),
+ X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81),
+ X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97),
+ X(92,98), X(95,101), X(96,102), X(99,105), X(100,106), X(103,109), X(104,110),
+ X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18),
+ X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34),
+ X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50),
+ X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66),
+ X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82),
+ X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98),
+ X(99,101), X(100,102), X(103,105), X(104,106), X(107,109), X(108,110), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110), X(2,65),
+ X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81),
+ X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97),
+ X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(2,33),
+ X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49),
+ X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65),
+ X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81),
+ X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97),
+ X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(2,17),
+ X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33),
+ X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49),
+ X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65),
+ X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81),
+ X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97),
+ X(84,99), X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109)
+};
+S(112) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(33,65), X(34,66), X(35,67),
+ X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75),
+ X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83),
+ X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91),
+ X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(17,65), X(18,66), X(19,67),
+ X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75),
+ X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(17,33),
+ X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41),
+ X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65),
+ X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73),
+ X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97),
+ X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104),
+ X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110), X(95,111),
+ X(96,112), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15),
+ X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31),
+ X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47),
+ X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63),
+ X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79),
+ X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95),
+ X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100),
+ X(45,101), X(46,102), X(47,103), X(48,104), X(9,33), X(10,34), X(11,35),
+ X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51),
+ X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67),
+ X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83),
+ X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99),
+ X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66),
+ X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82),
+ X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98),
+ X(91,99), X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(1,5),
+ X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21),
+ X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37),
+ X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53),
+ X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(65,69),
+ X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80), X(81,85),
+ X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(91,95), X(92,96),
+ X(97,101), X(98,102), X(99,103), X(100,104), X(105,109), X(106,110),
+ X(107,111), X(108,112), X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74),
+ X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90),
+ X(31,91), X(32,92), X(37,97), X(38,98), X(39,99), X(40,100), X(45,105),
+ X(46,106), X(47,107), X(48,108), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41),
+ X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57),
+ X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73),
+ X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89),
+ X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100),
+ X(77,105), X(78,106), X(79,107), X(80,108), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52),
+ X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68),
+ X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84),
+ X(77,89), X(78,90), X(79,91), X(80,92), X(85,97), X(86,98), X(87,99),
+ X(88,100), X(93,105), X(94,106), X(95,107), X(96,108), X(5,9), X(6,10),
+ X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26),
+ X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42),
+ X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58),
+ X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74),
+ X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90),
+ X(87,91), X(88,92), X(93,97), X(94,98), X(95,99), X(96,100), X(101,105),
+ X(102,106), X(103,107), X(104,108), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11),
+ X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27),
+ X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43),
+ X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59),
+ X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75),
+ X(74,76), X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91),
+ X(90,92), X(93,95), X(94,96), X(97,99), X(98,100), X(101,103), X(102,104),
+ X(105,107), X(106,108), X(109,111), X(110,112), X(3,65), X(4,66), X(7,69),
+ X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85),
+ X(24,86), X(27,89), X(28,90), X(31,93), X(32,94), X(35,97), X(36,98),
+ X(39,101), X(40,102), X(43,105), X(44,106), X(47,109), X(48,110), X(3,33),
+ X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46), X(19,49),
+ X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62), X(35,65),
+ X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78), X(51,81),
+ X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94), X(67,97),
+ X(68,98), X(71,101), X(72,102), X(75,105), X(76,106), X(79,109), X(80,110),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46),
+ X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62),
+ X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78),
+ X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94),
+ X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106), X(95,109),
+ X(96,110), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21),
+ X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37),
+ X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53),
+ X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69),
+ X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85),
+ X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98),
+ X(95,101), X(96,102), X(99,105), X(100,106), X(103,109), X(104,110), X(3,5),
+ X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21),
+ X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37),
+ X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53),
+ X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69),
+ X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85),
+ X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98),
+ X(99,101), X(100,102), X(103,105), X(104,106), X(107,109), X(108,110), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77),
+ X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93),
+ X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107),
+ X(46,109), X(48,111), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25),
+ X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41),
+ X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57),
+ X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73),
+ X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89),
+ X(76,91), X(78,93), X(80,95), X(82,97), X(84,99), X(86,101), X(88,103),
+ X(90,105), X(92,107), X(94,109), X(96,111), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33),
+ X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49),
+ X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65),
+ X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81),
+ X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97),
+ X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111)
+};
+S(114) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70),
+ X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78),
+ X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86),
+ X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94),
+ X(63,95), X(64,96), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(17,65), X(18,66), X(19,67),
+ X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75),
+ X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(17,33),
+ X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41),
+ X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65),
+ X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73),
+ X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97),
+ X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104),
+ X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110), X(95,111),
+ X(96,112), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15),
+ X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31),
+ X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47),
+ X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63),
+ X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79),
+ X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95),
+ X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100),
+ X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114), X(9,33),
+ X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49),
+ X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65),
+ X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81),
+ X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97),
+ X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103), X(80,104),
+ X(89,113), X(90,114), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21),
+ X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37),
+ X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53),
+ X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69),
+ X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85),
+ X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100),
+ X(93,101), X(94,102), X(95,103), X(96,104), X(105,113), X(106,114), X(1,5),
+ X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21),
+ X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37),
+ X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53),
+ X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(65,69),
+ X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80), X(81,85),
+ X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(91,95), X(92,96),
+ X(97,101), X(98,102), X(99,103), X(100,104), X(105,109), X(106,110),
+ X(107,111), X(108,112), X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74),
+ X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90),
+ X(31,91), X(32,92), X(37,97), X(38,98), X(39,99), X(40,100), X(45,105),
+ X(46,106), X(47,107), X(48,108), X(53,113), X(54,114), X(5,33), X(6,34),
+ X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50),
+ X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66),
+ X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82),
+ X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92), X(69,97), X(70,98),
+ X(71,99), X(72,100), X(77,105), X(78,106), X(79,107), X(80,108), X(85,113),
+ X(86,114), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27),
+ X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43),
+ X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59),
+ X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75),
+ X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(79,91),
+ X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105), X(94,106),
+ X(95,107), X(96,108), X(101,113), X(102,114), X(5,9), X(6,10), X(7,11),
+ X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27),
+ X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43),
+ X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59),
+ X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75),
+ X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91),
+ X(88,92), X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106),
+ X(103,107), X(104,108), X(109,113), X(110,114), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72),
+ X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88),
+ X(89,91), X(90,92), X(93,95), X(94,96), X(97,99), X(98,100), X(101,103),
+ X(102,104), X(105,107), X(106,108), X(109,111), X(110,112), X(3,65), X(4,66),
+ X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82),
+ X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94), X(35,97), X(36,98),
+ X(39,101), X(40,102), X(43,105), X(44,106), X(47,109), X(48,110), X(51,113),
+ X(52,114), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45),
+ X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61),
+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(83,113), X(84,114), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70),
+ X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86),
+ X(75,89), X(76,90), X(79,93), X(80,94), X(83,97), X(84,98), X(87,101),
+ X(88,102), X(91,105), X(92,106), X(95,109), X(96,110), X(99,113), X(100,114),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70),
+ X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86),
+ X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98), X(95,101),
+ X(96,102), X(99,105), X(100,106), X(103,109), X(104,110), X(107,113),
+ X(108,114), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17),
+ X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33),
+ X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49),
+ X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65),
+ X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81),
+ X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97),
+ X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(2,65), X(4,67),
+ X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83),
+ X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99),
+ X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111), X(50,113),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79),
+ X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95),
+ X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(78,109),
+ X(80,111), X(82,113), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27),
+ X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43),
+ X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59),
+ X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75),
+ X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91),
+ X(78,93), X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105),
+ X(92,107), X(94,109), X(96,111), X(98,113), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113)
+};
+S(116) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(1,33),
+ X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41),
+ X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49),
+ X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57),
+ X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97),
+ X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104),
+ X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111),
+ X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(33,65), X(34,66),
+ X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74),
+ X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82),
+ X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90),
+ X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50),
+ X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58),
+ X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82),
+ X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90),
+ X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113),
+ X(98,114), X(99,115), X(100,116), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(17,33),
+ X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41),
+ X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65),
+ X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73),
+ X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97),
+ X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104),
+ X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110), X(95,111),
+ X(96,112), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15),
+ X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31),
+ X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47),
+ X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63),
+ X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79),
+ X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95),
+ X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100),
+ X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114), X(59,115),
+ X(60,116), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39),
+ X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55),
+ X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71),
+ X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87),
+ X(64,88), X(73,97), X(74,98), X(75,99), X(76,100), X(77,101), X(78,102),
+ X(79,103), X(80,104), X(89,113), X(90,114), X(91,115), X(92,116), X(9,17),
+ X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33),
+ X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49),
+ X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65),
+ X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81),
+ X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97),
+ X(90,98), X(91,99), X(92,100), X(93,101), X(94,102), X(95,103), X(96,104),
+ X(105,113), X(106,114), X(107,115), X(108,116), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24),
+ X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40),
+ X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56),
+ X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72),
+ X(73,77), X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88),
+ X(89,93), X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103),
+ X(100,104), X(105,109), X(106,110), X(107,111), X(108,112), X(5,65), X(6,66),
+ X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82),
+ X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98),
+ X(39,99), X(40,100), X(45,105), X(46,106), X(47,107), X(48,108), X(53,113),
+ X(54,114), X(55,115), X(56,116), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41),
+ X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57),
+ X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73),
+ X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89),
+ X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100),
+ X(77,105), X(78,106), X(79,107), X(80,108), X(85,113), X(86,114), X(87,115),
+ X(88,116), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27),
+ X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43),
+ X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59),
+ X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75),
+ X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(79,91),
+ X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105), X(94,106),
+ X(95,107), X(96,108), X(101,113), X(102,114), X(103,115), X(104,116), X(5,9),
+ X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25),
+ X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41),
+ X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57),
+ X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73),
+ X(70,74), X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89),
+ X(86,90), X(87,91), X(88,92), X(93,97), X(94,98), X(95,99), X(96,100),
+ X(101,105), X(102,106), X(103,107), X(104,108), X(109,113), X(110,114),
+ X(111,115), X(112,116), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60),
+ X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76),
+ X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92),
+ X(93,95), X(94,96), X(97,99), X(98,100), X(101,103), X(102,104), X(105,107),
+ X(106,108), X(109,111), X(110,112), X(113,115), X(114,116), X(3,65), X(4,66),
+ X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82),
+ X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94), X(35,97), X(36,98),
+ X(39,101), X(40,102), X(43,105), X(44,106), X(47,109), X(48,110), X(51,113),
+ X(52,114), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45),
+ X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61),
+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(83,113), X(84,114), X(3,17), X(4,18), X(7,21), X(8,22),
+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70),
+ X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86),
+ X(75,89), X(76,90), X(79,93), X(80,94), X(83,97), X(84,98), X(87,101),
+ X(88,102), X(91,105), X(92,106), X(95,109), X(96,110), X(99,113), X(100,114),
+ X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22),
+ X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38),
+ X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54),
+ X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70),
+ X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86),
+ X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98), X(95,101),
+ X(96,102), X(99,105), X(100,106), X(103,109), X(104,110), X(107,113),
+ X(108,114), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17),
+ X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33),
+ X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49),
+ X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65),
+ X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81),
+ X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97),
+ X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79),
+ X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95),
+ X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109),
+ X(48,111), X(50,113), X(52,115), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41),
+ X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57),
+ X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73),
+ X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89),
+ X(60,91), X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103),
+ X(74,105), X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(2,17),
+ X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33),
+ X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49),
+ X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65),
+ X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81),
+ X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97),
+ X(84,99), X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111),
+ X(98,113), X(100,115), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115)
+};
+S(118) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39),
+ X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47),
+ X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55),
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+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117)
+};
+S(120) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37),
+ X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45),
+ X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53),
+ X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61),
+ X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100),
+ X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107),
+ X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114),
+ X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(33,65),
+ X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73),
+ X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81),
+ X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89),
+ X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(1,17),
+ X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25),
+ X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49),
+ X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57),
+ X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81),
+ X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89),
+ X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69),
+ X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77),
+ X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100),
+ X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107),
+ X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74),
+ X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98),
+ X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105),
+ X(90,106), X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112),
+ X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16),
+ X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32),
+ X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48),
+ X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64),
+ X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80),
+ X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96),
+ X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100),
+ X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114), X(59,115),
+ X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(9,33), X(10,34),
+ X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50),
+ X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66),
+ X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82),
+ X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98),
+ X(75,99), X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(89,113),
+ X(90,114), X(91,115), X(92,116), X(93,117), X(94,118), X(95,119), X(96,120),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88),
+ X(89,97), X(90,98), X(91,99), X(92,100), X(93,101), X(94,102), X(95,103),
+ X(96,104), X(105,113), X(106,114), X(107,115), X(108,116), X(109,117),
+ X(110,118), X(111,119), X(112,120), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13),
+ X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29),
+ X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45),
+ X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61),
+ X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77),
+ X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93),
+ X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104),
+ X(105,109), X(106,110), X(107,111), X(108,112), X(113,117), X(114,118),
+ X(115,119), X(116,120), X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74),
+ X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90),
+ X(31,91), X(32,92), X(37,97), X(38,98), X(39,99), X(40,100), X(45,105),
+ X(46,106), X(47,107), X(48,108), X(53,113), X(54,114), X(55,115), X(56,116),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76),
+ X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92),
+ X(69,97), X(70,98), X(71,99), X(72,100), X(77,105), X(78,106), X(79,107),
+ X(80,108), X(85,113), X(86,114), X(87,115), X(88,116), X(5,17), X(6,18),
+ X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34),
+ X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50),
+ X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66),
+ X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82),
+ X(71,83), X(72,84), X(77,89), X(78,90), X(79,91), X(80,92), X(85,97), X(86,98),
+ X(87,99), X(88,100), X(93,105), X(94,106), X(95,107), X(96,108), X(101,113),
+ X(102,114), X(103,115), X(104,116), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92),
+ X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106), X(103,107),
+ X(104,108), X(109,113), X(110,114), X(111,115), X(112,116), X(1,3), X(2,4),
+ X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20),
+ X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36),
+ X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52),
+ X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68),
+ X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84),
+ X(85,87), X(86,88), X(89,91), X(90,92), X(93,95), X(94,96), X(97,99),
+ X(98,100), X(101,103), X(102,104), X(105,107), X(106,108), X(109,111),
+ X(110,112), X(113,115), X(114,116), X(117,119), X(118,120), X(3,65), X(4,66),
+ X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82),
+ X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94), X(35,97), X(36,98),
+ X(39,101), X(40,102), X(43,105), X(44,106), X(47,109), X(48,110), X(51,113),
+ X(52,114), X(55,117), X(56,118), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41),
+ X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57),
+ X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73),
+ X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89),
+ X(60,90), X(63,93), X(64,94), X(67,97), X(68,98), X(71,101), X(72,102),
+ X(75,105), X(76,106), X(79,109), X(80,110), X(83,113), X(84,114), X(87,117),
+ X(88,118), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29),
+ X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45),
+ X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61),
+ X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77),
+ X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93),
+ X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106),
+ X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118), X(3,9),
+ X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25),
+ X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41),
+ X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57),
+ X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73),
+ X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89),
+ X(84,90), X(87,93), X(88,94), X(91,97), X(92,98), X(95,101), X(96,102),
+ X(99,105), X(100,106), X(103,109), X(104,110), X(107,113), X(108,114),
+ X(111,117), X(112,118), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94),
+ X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(115,117), X(116,118), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(2,65), X(4,67),
+ X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83),
+ X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99),
+ X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111), X(50,113),
+ X(52,115), X(54,117), X(56,119), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41),
+ X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57),
+ X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73),
+ X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89),
+ X(60,91), X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103),
+ X(74,105), X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117),
+ X(88,119), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(104,111), X(106,113), X(108,115),
+ X(110,117), X(112,119), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119)
+};
+S(122) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98),
+ X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105),
+ X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112),
+ X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119),
+ X(88,120), X(89,121), X(90,122), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84),
+ X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92),
+ X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114), X(99,115),
+ X(100,116), X(101,117), X(102,118), X(103,119), X(104,120), X(105,121),
+ X(106,122), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(53,101),
+ X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107), X(60,108),
+ X(61,109), X(62,110), X(63,111), X(64,112), X(17,33), X(18,34), X(19,35),
+ X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43),
+ X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67),
+ X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75),
+ X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(1,9),
+ X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25),
+ X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41),
+ X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57),
+ X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73),
+ X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89),
+ X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96),
+ X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(113,121), X(114,122), X(9,65), X(10,66), X(11,67),
+ X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83),
+ X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99),
+ X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114),
+ X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(9,33),
+ X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49),
+ X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65),
+ X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81),
+ X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97),
+ X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103), X(80,104),
+ X(89,113), X(90,114), X(91,115), X(92,116), X(93,117), X(94,118), X(95,119),
+ X(96,120), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23),
+ X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39),
+ X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55),
+ X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71),
+ X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87),
+ X(80,88), X(89,97), X(90,98), X(91,99), X(92,100), X(93,101), X(94,102),
+ X(95,103), X(96,104), X(105,113), X(106,114), X(107,115), X(108,116),
+ X(109,117), X(110,118), X(111,119), X(112,120), X(1,5), X(2,6), X(3,7), X(4,8),
+ X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24),
+ X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40),
+ X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56),
+ X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72),
+ X(73,77), X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88),
+ X(89,93), X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103),
+ X(100,104), X(105,109), X(106,110), X(107,111), X(108,112), X(113,117),
+ X(114,118), X(115,119), X(116,120), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84),
+ X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98), X(39,99),
+ X(40,100), X(45,105), X(46,106), X(47,107), X(48,108), X(53,113), X(54,114),
+ X(55,115), X(56,116), X(61,121), X(62,122), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52),
+ X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68),
+ X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84),
+ X(61,89), X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99),
+ X(72,100), X(77,105), X(78,106), X(79,107), X(80,108), X(85,113), X(86,114),
+ X(87,115), X(88,116), X(93,121), X(94,122), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52),
+ X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68),
+ X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84),
+ X(77,89), X(78,90), X(79,91), X(80,92), X(85,97), X(86,98), X(87,99),
+ X(88,100), X(93,105), X(94,106), X(95,107), X(96,108), X(101,113), X(102,114),
+ X(103,115), X(104,116), X(109,121), X(110,122), X(5,9), X(6,10), X(7,11),
+ X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27),
+ X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43),
+ X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59),
+ X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75),
+ X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91),
+ X(88,92), X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106),
+ X(103,107), X(104,108), X(109,113), X(110,114), X(111,115), X(112,116),
+ X(117,121), X(118,122), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60),
+ X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76),
+ X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92),
+ X(93,95), X(94,96), X(97,99), X(98,100), X(101,103), X(102,104), X(105,107),
+ X(106,108), X(109,111), X(110,112), X(113,115), X(114,116), X(117,119),
+ X(118,120), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77),
+ X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93),
+ X(32,94), X(35,97), X(36,98), X(39,101), X(40,102), X(43,105), X(44,106),
+ X(47,109), X(48,110), X(51,113), X(52,114), X(55,117), X(56,118), X(59,121),
+ X(60,122), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45),
+ X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61),
+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(83,113), X(84,114), X(87,117), X(88,118), X(91,121),
+ X(92,122), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29),
+ X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45),
+ X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61),
+ X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77),
+ X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93),
+ X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106),
+ X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18),
+ X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34),
+ X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50),
+ X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66),
+ X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82),
+ X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98),
+ X(95,101), X(96,102), X(99,105), X(100,106), X(103,109), X(104,110),
+ X(107,113), X(108,114), X(111,117), X(112,118), X(115,121), X(116,122), X(3,5),
+ X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21),
+ X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37),
+ X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53),
+ X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69),
+ X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85),
+ X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98),
+ X(99,101), X(100,102), X(103,105), X(104,106), X(107,109), X(108,110),
+ X(111,113), X(112,114), X(115,117), X(116,118), X(119,121), X(120,122), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79),
+ X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95),
+ X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109),
+ X(48,111), X(50,113), X(52,115), X(54,117), X(56,119), X(58,121), X(2,33),
+ X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49),
+ X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65),
+ X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81),
+ X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97),
+ X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111),
+ X(82,113), X(84,115), X(86,117), X(88,119), X(90,121), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33),
+ X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49),
+ X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65),
+ X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81),
+ X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97),
+ X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121)
+};
+S(124) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117),
+ X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72),
+ X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80),
+ X(49,97), X(50,98), X(51,99), X(52,100), X(53,101), X(54,102), X(55,103),
+ X(56,104), X(57,105), X(58,106), X(59,107), X(60,108), X(61,109), X(62,110),
+ X(63,111), X(64,112), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37),
+ X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45),
+ X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69),
+ X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77),
+ X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100),
+ X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107),
+ X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82),
+ X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98),
+ X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113),
+ X(58,114), X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88),
+ X(73,97), X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103),
+ X(80,104), X(89,113), X(90,114), X(91,115), X(92,116), X(93,117), X(94,118),
+ X(95,119), X(96,120), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21),
+ X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37),
+ X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53),
+ X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69),
+ X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85),
+ X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100),
+ X(93,101), X(94,102), X(95,103), X(96,104), X(105,113), X(106,114), X(107,115),
+ X(108,116), X(109,117), X(110,118), X(111,119), X(112,120), X(1,5), X(2,6),
+ X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22),
+ X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38),
+ X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54),
+ X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70),
+ X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80), X(81,85), X(82,86),
+ X(83,87), X(84,88), X(89,93), X(90,94), X(91,95), X(92,96), X(97,101),
+ X(98,102), X(99,103), X(100,104), X(105,109), X(106,110), X(107,111),
+ X(108,112), X(113,117), X(114,118), X(115,119), X(116,120), X(5,65), X(6,66),
+ X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82),
+ X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98),
+ X(39,99), X(40,100), X(45,105), X(46,106), X(47,107), X(48,108), X(53,113),
+ X(54,114), X(55,115), X(56,116), X(61,121), X(62,122), X(63,123), X(64,124),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76),
+ X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92),
+ X(69,97), X(70,98), X(71,99), X(72,100), X(77,105), X(78,106), X(79,107),
+ X(80,108), X(85,113), X(86,114), X(87,115), X(88,116), X(93,121), X(94,122),
+ X(95,123), X(96,124), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42),
+ X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58),
+ X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74),
+ X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90),
+ X(79,91), X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105),
+ X(94,106), X(95,107), X(96,108), X(101,113), X(102,114), X(103,115),
+ X(104,116), X(109,121), X(110,122), X(111,123), X(112,124), X(5,9), X(6,10),
+ X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26),
+ X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42),
+ X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58),
+ X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74),
+ X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90),
+ X(87,91), X(88,92), X(93,97), X(94,98), X(95,99), X(96,100), X(101,105),
+ X(102,106), X(103,107), X(104,108), X(109,113), X(110,114), X(111,115),
+ X(112,116), X(117,121), X(118,122), X(119,123), X(120,124), X(1,3), X(2,4),
+ X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20),
+ X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36),
+ X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52),
+ X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68),
+ X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84),
+ X(85,87), X(86,88), X(89,91), X(90,92), X(93,95), X(94,96), X(97,99),
+ X(98,100), X(101,103), X(102,104), X(105,107), X(106,108), X(109,111),
+ X(110,112), X(113,115), X(114,116), X(117,119), X(118,120), X(121,123),
+ X(122,124), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77),
+ X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93),
+ X(32,94), X(35,97), X(36,98), X(39,101), X(40,102), X(43,105), X(44,106),
+ X(47,109), X(48,110), X(51,113), X(52,114), X(55,117), X(56,118), X(59,121),
+ X(60,122), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45),
+ X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61),
+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(83,113), X(84,114), X(87,117), X(88,118), X(91,121),
+ X(92,122), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29),
+ X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45),
+ X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61),
+ X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77),
+ X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93),
+ X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106),
+ X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18),
+ X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34),
+ X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50),
+ X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66),
+ X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82),
+ X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98),
+ X(95,101), X(96,102), X(99,105), X(100,106), X(103,109), X(104,110),
+ X(107,113), X(108,114), X(111,117), X(112,118), X(115,121), X(116,122), X(3,5),
+ X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21),
+ X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37),
+ X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53),
+ X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69),
+ X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85),
+ X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98),
+ X(99,101), X(100,102), X(103,105), X(104,106), X(107,109), X(108,110),
+ X(111,113), X(112,114), X(115,117), X(116,118), X(119,121), X(120,122), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77),
+ X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93),
+ X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107),
+ X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119), X(58,121),
+ X(60,123), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107),
+ X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121),
+ X(92,123), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123)
+};
+S(126) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(33,65), X(34,66), X(35,67),
+ X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75),
+ X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83),
+ X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91),
+ X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72),
+ X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80),
+ X(49,97), X(50,98), X(51,99), X(52,100), X(53,101), X(54,102), X(55,103),
+ X(56,104), X(57,105), X(58,106), X(59,107), X(60,108), X(61,109), X(62,110),
+ X(63,111), X(64,112), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37),
+ X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45),
+ X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69),
+ X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77),
+ X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100),
+ X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107),
+ X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(117,125),
+ X(118,126), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70),
+ X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86),
+ X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100), X(45,101),
+ X(46,102), X(47,103), X(48,104), X(57,113), X(58,114), X(59,115), X(60,116),
+ X(61,117), X(62,118), X(63,119), X(64,120), X(9,33), X(10,34), X(11,35),
+ X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51),
+ X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67),
+ X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83),
+ X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99),
+ X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114),
+ X(91,115), X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(9,17),
+ X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33),
+ X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49),
+ X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65),
+ X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81),
+ X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97),
+ X(90,98), X(91,99), X(92,100), X(93,101), X(94,102), X(95,103), X(96,104),
+ X(105,113), X(106,114), X(107,115), X(108,116), X(109,117), X(110,118),
+ X(111,119), X(112,120), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14),
+ X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30),
+ X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46),
+ X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62),
+ X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78),
+ X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94),
+ X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104), X(105,109),
+ X(106,110), X(107,111), X(108,112), X(113,117), X(114,118), X(115,119),
+ X(116,120), X(121,125), X(122,126), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84),
+ X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98), X(39,99),
+ X(40,100), X(45,105), X(46,106), X(47,107), X(48,108), X(53,113), X(54,114),
+ X(55,115), X(56,116), X(61,121), X(62,122), X(63,123), X(64,124), X(5,33),
+ X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44), X(21,49),
+ X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60), X(37,65),
+ X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76), X(53,81),
+ X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92), X(69,97),
+ X(70,98), X(71,99), X(72,100), X(77,105), X(78,106), X(79,107), X(80,108),
+ X(85,113), X(86,114), X(87,115), X(88,116), X(93,121), X(94,122), X(95,123),
+ X(96,124), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27),
+ X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43),
+ X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59),
+ X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75),
+ X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(79,91),
+ X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105), X(94,106),
+ X(95,107), X(96,108), X(101,113), X(102,114), X(103,115), X(104,116),
+ X(109,121), X(110,122), X(111,123), X(112,124), X(5,9), X(6,10), X(7,11),
+ X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27),
+ X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43),
+ X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59),
+ X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75),
+ X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91),
+ X(88,92), X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106),
+ X(103,107), X(104,108), X(109,113), X(110,114), X(111,115), X(112,116),
+ X(117,121), X(118,122), X(119,123), X(120,124), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72),
+ X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88),
+ X(89,91), X(90,92), X(93,95), X(94,96), X(97,99), X(98,100), X(101,103),
+ X(102,104), X(105,107), X(106,108), X(109,111), X(110,112), X(113,115),
+ X(114,116), X(117,119), X(118,120), X(121,123), X(122,124), X(3,65), X(4,66),
+ X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82),
+ X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94), X(35,97), X(36,98),
+ X(39,101), X(40,102), X(43,105), X(44,106), X(47,109), X(48,110), X(51,113),
+ X(52,114), X(55,117), X(56,118), X(59,121), X(60,122), X(63,125), X(64,126),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46),
+ X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62),
+ X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78),
+ X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94),
+ X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106), X(79,109),
+ X(80,110), X(83,113), X(84,114), X(87,117), X(88,118), X(91,121), X(92,122),
+ X(95,125), X(96,126), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90),
+ X(79,93), X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105),
+ X(92,106), X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(3,9), X(4,10), X(7,13),
+ X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29),
+ X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45),
+ X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61),
+ X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77),
+ X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93),
+ X(88,94), X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106),
+ X(103,109), X(104,110), X(107,113), X(108,114), X(111,117), X(112,118),
+ X(115,121), X(116,122), X(119,125), X(120,126), X(3,5), X(4,6), X(7,9),
+ X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25),
+ X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41),
+ X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57),
+ X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73),
+ X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89),
+ X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(99,101), X(100,102),
+ X(103,105), X(104,106), X(107,109), X(108,110), X(111,113), X(112,114),
+ X(115,117), X(116,118), X(119,121), X(120,122), X(123,125), X(124,126), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75),
+ X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91),
+ X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105),
+ X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119),
+ X(58,121), X(60,123), X(62,125), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41),
+ X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57),
+ X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73),
+ X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89),
+ X(60,91), X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103),
+ X(74,105), X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117),
+ X(88,119), X(90,121), X(92,123), X(94,125), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55),
+ X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71),
+ X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87),
+ X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99), X(86,101),
+ X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113), X(100,115),
+ X(102,117), X(104,119), X(106,121), X(108,123), X(110,125), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75),
+ X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91),
+ X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105),
+ X(100,107), X(102,109), X(104,111), X(106,113), X(108,115), X(110,117),
+ X(112,119), X(114,121), X(116,123), X(118,125), X(2,5), X(4,7), X(6,9),
+ X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25),
+ X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41),
+ X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57),
+ X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73),
+ X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89),
+ X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101), X(100,103),
+ X(102,105), X(104,107), X(106,109), X(108,111), X(110,113), X(112,115),
+ X(114,117), X(116,119), X(118,121), X(120,123), X(122,125), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125)
+};
+S(128) = {
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(63,127), X(64,128), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70),
+ X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78),
+ X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86),
+ X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94),
+ X(63,95), X(64,96), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117),
+ X(102,118), X(103,119), X(104,120), X(105,121), X(106,122), X(107,123),
+ X(108,124), X(109,125), X(110,126), X(111,127), X(112,128), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98),
+ X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105),
+ X(58,106), X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(81,97), X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103),
+ X(88,104), X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110),
+ X(95,111), X(96,112), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14),
+ X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30),
+ X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46),
+ X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62),
+ X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78),
+ X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94),
+ X(87,95), X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109),
+ X(102,110), X(103,111), X(104,112), X(113,121), X(114,122), X(115,123),
+ X(116,124), X(117,125), X(118,126), X(119,127), X(120,128), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82),
+ X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98),
+ X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113),
+ X(58,114), X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88),
+ X(73,97), X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103),
+ X(80,104), X(89,113), X(90,114), X(91,115), X(92,116), X(93,117), X(94,118),
+ X(95,119), X(96,120), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21),
+ X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37),
+ X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53),
+ X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69),
+ X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85),
+ X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100),
+ X(93,101), X(94,102), X(95,103), X(96,104), X(105,113), X(106,114), X(107,115),
+ X(108,116), X(109,117), X(110,118), X(111,119), X(112,120), X(1,5), X(2,6),
+ X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22),
+ X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38),
+ X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54),
+ X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70),
+ X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80), X(81,85), X(82,86),
+ X(83,87), X(84,88), X(89,93), X(90,94), X(91,95), X(92,96), X(97,101),
+ X(98,102), X(99,103), X(100,104), X(105,109), X(106,110), X(107,111),
+ X(108,112), X(113,117), X(114,118), X(115,119), X(116,120), X(121,125),
+ X(122,126), X(123,127), X(124,128), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84),
+ X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98), X(39,99),
+ X(40,100), X(45,105), X(46,106), X(47,107), X(48,108), X(53,113), X(54,114),
+ X(55,115), X(56,116), X(61,121), X(62,122), X(63,123), X(64,124), X(5,33),
+ X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44), X(21,49),
+ X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60), X(37,65),
+ X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76), X(53,81),
+ X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92), X(69,97),
+ X(70,98), X(71,99), X(72,100), X(77,105), X(78,106), X(79,107), X(80,108),
+ X(85,113), X(86,114), X(87,115), X(88,116), X(93,121), X(94,122), X(95,123),
+ X(96,124), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27),
+ X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43),
+ X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59),
+ X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75),
+ X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(79,91),
+ X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105), X(94,106),
+ X(95,107), X(96,108), X(101,113), X(102,114), X(103,115), X(104,116),
+ X(109,121), X(110,122), X(111,123), X(112,124), X(5,9), X(6,10), X(7,11),
+ X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27),
+ X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43),
+ X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59),
+ X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75),
+ X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91),
+ X(88,92), X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106),
+ X(103,107), X(104,108), X(109,113), X(110,114), X(111,115), X(112,116),
+ X(117,121), X(118,122), X(119,123), X(120,124), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72),
+ X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88),
+ X(89,91), X(90,92), X(93,95), X(94,96), X(97,99), X(98,100), X(101,103),
+ X(102,104), X(105,107), X(106,108), X(109,111), X(110,112), X(113,115),
+ X(114,116), X(117,119), X(118,120), X(121,123), X(122,124), X(125,127),
+ X(126,128), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77),
+ X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93),
+ X(32,94), X(35,97), X(36,98), X(39,101), X(40,102), X(43,105), X(44,106),
+ X(47,109), X(48,110), X(51,113), X(52,114), X(55,117), X(56,118), X(59,121),
+ X(60,122), X(63,125), X(64,126), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41),
+ X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57),
+ X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73),
+ X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89),
+ X(60,90), X(63,93), X(64,94), X(67,97), X(68,98), X(71,101), X(72,102),
+ X(75,105), X(76,106), X(79,109), X(80,110), X(83,113), X(84,114), X(87,117),
+ X(88,118), X(91,121), X(92,122), X(95,125), X(96,126), X(3,17), X(4,18),
+ X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34),
+ X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50),
+ X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66),
+ X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82),
+ X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94), X(83,97), X(84,98),
+ X(87,101), X(88,102), X(91,105), X(92,106), X(95,109), X(96,110), X(99,113),
+ X(100,114), X(103,117), X(104,118), X(107,121), X(108,122), X(111,125),
+ X(112,126), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21),
+ X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37),
+ X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53),
+ X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69),
+ X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85),
+ X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98),
+ X(95,101), X(96,102), X(99,105), X(100,106), X(103,109), X(104,110),
+ X(107,113), X(108,114), X(111,117), X(112,118), X(115,121), X(116,122),
+ X(119,125), X(120,126), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94),
+ X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(115,117), X(116,118), X(119,121),
+ X(120,122), X(123,125), X(124,126), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79),
+ X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95),
+ X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109),
+ X(48,111), X(50,113), X(52,115), X(54,117), X(56,119), X(58,121), X(60,123),
+ X(62,125), X(64,127), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119),
+ X(90,121), X(92,123), X(94,125), X(96,127), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55),
+ X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71),
+ X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87),
+ X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99), X(86,101),
+ X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113), X(100,115),
+ X(102,117), X(104,119), X(106,121), X(108,123), X(110,125), X(112,127), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(104,111), X(106,113), X(108,115),
+ X(110,117), X(112,119), X(114,121), X(116,123), X(118,125), X(120,127), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127)
+};
+S(130) = {
+ X(1,129), X(2,130), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(65,129),
+ X(66,130), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39),
+ X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47),
+ X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55),
+ X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63),
+ X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102),
+ X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109),
+ X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116),
+ X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123),
+ X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(33,129), X(34,130),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117),
+ X(102,118), X(103,119), X(104,120), X(105,121), X(106,122), X(107,123),
+ X(108,124), X(109,125), X(110,126), X(111,127), X(112,128), X(17,129),
+ X(18,130), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(53,101),
+ X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107), X(60,108),
+ X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130), X(17,33),
+ X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41),
+ X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65),
+ X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73),
+ X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97),
+ X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104),
+ X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110), X(95,111),
+ X(96,112), X(113,129), X(114,130), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13),
+ X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29),
+ X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45),
+ X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61),
+ X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77),
+ X(70,78), X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93),
+ X(86,94), X(87,95), X(88,96), X(97,105), X(98,106), X(99,107), X(100,108),
+ X(101,109), X(102,110), X(103,111), X(104,112), X(113,121), X(114,122),
+ X(115,123), X(116,124), X(117,125), X(118,126), X(119,127), X(120,128),
+ X(9,129), X(10,130), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70),
+ X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86),
+ X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100), X(45,101),
+ X(46,102), X(47,103), X(48,104), X(57,113), X(58,114), X(59,115), X(60,116),
+ X(61,117), X(62,118), X(63,119), X(64,120), X(73,129), X(74,130), X(9,33),
+ X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49),
+ X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65),
+ X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81),
+ X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97),
+ X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103), X(80,104),
+ X(89,113), X(90,114), X(91,115), X(92,116), X(93,117), X(94,118), X(95,119),
+ X(96,120), X(105,129), X(106,130), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52),
+ X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68),
+ X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84),
+ X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99),
+ X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(105,113), X(106,114),
+ X(107,115), X(108,116), X(109,117), X(110,118), X(111,119), X(112,120),
+ X(121,129), X(122,130), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14),
+ X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30),
+ X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46),
+ X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62),
+ X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78),
+ X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94),
+ X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104), X(105,109),
+ X(106,110), X(107,111), X(108,112), X(113,117), X(114,118), X(115,119),
+ X(116,120), X(121,125), X(122,126), X(123,127), X(124,128), X(5,129), X(6,130),
+ X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76),
+ X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92),
+ X(37,97), X(38,98), X(39,99), X(40,100), X(45,105), X(46,106), X(47,107),
+ X(48,108), X(53,113), X(54,114), X(55,115), X(56,116), X(61,121), X(62,122),
+ X(63,123), X(64,124), X(69,129), X(70,130), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52),
+ X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68),
+ X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84),
+ X(61,89), X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99),
+ X(72,100), X(77,105), X(78,106), X(79,107), X(80,108), X(85,113), X(86,114),
+ X(87,115), X(88,116), X(93,121), X(94,122), X(95,123), X(96,124), X(101,129),
+ X(102,130), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27),
+ X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43),
+ X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59),
+ X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75),
+ X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(79,91),
+ X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105), X(94,106),
+ X(95,107), X(96,108), X(101,113), X(102,114), X(103,115), X(104,116),
+ X(109,121), X(110,122), X(111,123), X(112,124), X(117,129), X(118,130), X(5,9),
+ X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25),
+ X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41),
+ X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57),
+ X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73),
+ X(70,74), X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89),
+ X(86,90), X(87,91), X(88,92), X(93,97), X(94,98), X(95,99), X(96,100),
+ X(101,105), X(102,106), X(103,107), X(104,108), X(109,113), X(110,114),
+ X(111,115), X(112,116), X(117,121), X(118,122), X(119,123), X(120,124),
+ X(125,129), X(126,130), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60),
+ X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76),
+ X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92),
+ X(93,95), X(94,96), X(97,99), X(98,100), X(101,103), X(102,104), X(105,107),
+ X(106,108), X(109,111), X(110,112), X(113,115), X(114,116), X(117,119),
+ X(118,120), X(121,123), X(122,124), X(125,127), X(126,128), X(3,129), X(4,130),
+ X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78),
+ X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94),
+ X(35,97), X(36,98), X(39,101), X(40,102), X(43,105), X(44,106), X(47,109),
+ X(48,110), X(51,113), X(52,114), X(55,117), X(56,118), X(59,121), X(60,122),
+ X(63,125), X(64,126), X(67,129), X(68,130), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70),
+ X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86),
+ X(59,89), X(60,90), X(63,93), X(64,94), X(67,97), X(68,98), X(71,101),
+ X(72,102), X(75,105), X(76,106), X(79,109), X(80,110), X(83,113), X(84,114),
+ X(87,117), X(88,118), X(91,121), X(92,122), X(95,125), X(96,126), X(99,129),
+ X(100,130), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29),
+ X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45),
+ X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61),
+ X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77),
+ X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93),
+ X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106),
+ X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130), X(3,9),
+ X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25),
+ X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41),
+ X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57),
+ X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73),
+ X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89),
+ X(84,90), X(87,93), X(88,94), X(91,97), X(92,98), X(95,101), X(96,102),
+ X(99,105), X(100,106), X(103,109), X(104,110), X(107,113), X(108,114),
+ X(111,117), X(112,118), X(115,121), X(116,122), X(119,125), X(120,126),
+ X(123,129), X(124,130), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94),
+ X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(115,117), X(116,118), X(119,121),
+ X(120,122), X(123,125), X(124,126), X(127,129), X(128,130), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(2,129), X(2,65), X(4,67),
+ X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83),
+ X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99),
+ X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111), X(50,113),
+ X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125), X(64,127),
+ X(66,129), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107),
+ X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121),
+ X(92,123), X(94,125), X(96,127), X(98,129), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55),
+ X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71),
+ X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87),
+ X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99), X(86,101),
+ X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113), X(100,115),
+ X(102,117), X(104,119), X(106,121), X(108,123), X(110,125), X(112,127),
+ X(114,129), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53),
+ X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69),
+ X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85),
+ X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129)
+};
+S(132) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(1,65), X(2,66), X(3,67), X(4,68),
+ X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76),
+ X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84),
+ X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92),
+ X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(65,129), X(66,130), X(67,131), X(68,132), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98),
+ X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105),
+ X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112),
+ X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119),
+ X(88,120), X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126),
+ X(95,127), X(96,128), X(33,129), X(34,130), X(35,131), X(36,132), X(33,65),
+ X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73),
+ X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81),
+ X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89),
+ X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
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+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131)
+};
+S(134) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(1,65), X(2,66),
+ X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74),
+ X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82),
+ X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90),
+ X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98),
+ X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105),
+ X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112),
+ X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119),
+ X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126),
+ X(63,127), X(64,128), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133),
+ X(70,134), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39),
+ X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47),
+ X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55),
+ X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63),
+ X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102),
+ X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109),
+ X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116),
+ X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123),
+ X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(33,129), X(34,130),
+ X(35,131), X(36,132), X(37,133), X(38,134), X(33,65), X(34,66), X(35,67),
+ X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75),
+ X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83),
+ X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91),
+ X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130),
+ X(99,131), X(100,132), X(101,133), X(102,134), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133),
+ X(22,134), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(53,101),
+ X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107), X(60,108),
+ X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130), X(83,131),
+ X(84,132), X(85,133), X(86,134), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68),
+ X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76),
+ X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129),
+ X(114,130), X(115,131), X(116,132), X(117,133), X(118,134), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(117,125),
+ X(118,126), X(119,127), X(120,128), X(9,129), X(10,130), X(11,131), X(12,132),
+ X(13,133), X(14,134), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100),
+ X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114), X(59,115),
+ X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129), X(74,130),
+ X(75,131), X(76,132), X(77,133), X(78,134), X(9,33), X(10,34), X(11,35),
+ X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51),
+ X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67),
+ X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83),
+ X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99),
+ X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114),
+ X(91,115), X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129),
+ X(106,130), X(107,131), X(108,132), X(109,133), X(110,134), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66),
+ X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82),
+ X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98),
+ X(91,99), X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(105,113),
+ X(106,114), X(107,115), X(108,116), X(109,117), X(110,118), X(111,119),
+ X(112,120), X(121,129), X(122,130), X(123,131), X(124,132), X(125,133),
+ X(126,134), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15),
+ X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31),
+ X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47),
+ X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63),
+ X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79),
+ X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(91,95),
+ X(92,96), X(97,101), X(98,102), X(99,103), X(100,104), X(105,109), X(106,110),
+ X(107,111), X(108,112), X(113,117), X(114,118), X(115,119), X(116,120),
+ X(121,125), X(122,126), X(123,127), X(124,128), X(129,133), X(130,134),
+ X(5,129), X(6,130), X(7,131), X(8,132), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84),
+ X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98), X(39,99),
+ X(40,100), X(45,105), X(46,106), X(47,107), X(48,108), X(53,113), X(54,114),
+ X(55,115), X(56,116), X(61,121), X(62,122), X(63,123), X(64,124), X(69,129),
+ X(70,130), X(71,131), X(72,132), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41),
+ X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57),
+ X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73),
+ X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89),
+ X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100),
+ X(77,105), X(78,106), X(79,107), X(80,108), X(85,113), X(86,114), X(87,115),
+ X(88,116), X(93,121), X(94,122), X(95,123), X(96,124), X(101,129), X(102,130),
+ X(103,131), X(104,132), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42),
+ X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58),
+ X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74),
+ X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90),
+ X(79,91), X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105),
+ X(94,106), X(95,107), X(96,108), X(101,113), X(102,114), X(103,115),
+ X(104,116), X(109,121), X(110,122), X(111,123), X(112,124), X(117,129),
+ X(118,130), X(119,131), X(120,132), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92),
+ X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106), X(103,107),
+ X(104,108), X(109,113), X(110,114), X(111,115), X(112,116), X(117,121),
+ X(118,122), X(119,123), X(120,124), X(125,129), X(126,130), X(127,131),
+ X(128,132), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15),
+ X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31),
+ X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47),
+ X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63),
+ X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79),
+ X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92), X(93,95),
+ X(94,96), X(97,99), X(98,100), X(101,103), X(102,104), X(105,107), X(106,108),
+ X(109,111), X(110,112), X(113,115), X(114,116), X(117,119), X(118,120),
+ X(121,123), X(122,124), X(125,127), X(126,128), X(129,131), X(130,132),
+ X(3,129), X(4,130), X(7,133), X(8,134), X(3,65), X(4,66), X(7,69), X(8,70),
+ X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86),
+ X(27,89), X(28,90), X(31,93), X(32,94), X(35,97), X(36,98), X(39,101),
+ X(40,102), X(43,105), X(44,106), X(47,109), X(48,110), X(51,113), X(52,114),
+ X(55,117), X(56,118), X(59,121), X(60,122), X(63,125), X(64,126), X(67,129),
+ X(68,130), X(71,133), X(72,134), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41),
+ X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57),
+ X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73),
+ X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89),
+ X(60,90), X(63,93), X(64,94), X(67,97), X(68,98), X(71,101), X(72,102),
+ X(75,105), X(76,106), X(79,109), X(80,110), X(83,113), X(84,114), X(87,117),
+ X(88,118), X(91,121), X(92,122), X(95,125), X(96,126), X(99,129), X(100,130),
+ X(103,133), X(104,134), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90),
+ X(79,93), X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105),
+ X(92,106), X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130),
+ X(119,133), X(120,134), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18),
+ X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34),
+ X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50),
+ X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66),
+ X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82),
+ X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98),
+ X(95,101), X(96,102), X(99,105), X(100,106), X(103,109), X(104,110),
+ X(107,113), X(108,114), X(111,117), X(112,118), X(115,121), X(116,122),
+ X(119,125), X(120,126), X(123,129), X(124,130), X(127,133), X(128,134), X(3,5),
+ X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21),
+ X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37),
+ X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53),
+ X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69),
+ X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85),
+ X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98),
+ X(99,101), X(100,102), X(103,105), X(104,106), X(107,109), X(108,110),
+ X(111,113), X(112,114), X(115,117), X(116,118), X(119,121), X(120,122),
+ X(123,125), X(124,126), X(127,129), X(128,130), X(131,133), X(132,134), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(2,129), X(4,131), X(6,133), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73),
+ X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89),
+ X(28,91), X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103),
+ X(42,105), X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117),
+ X(56,119), X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131),
+ X(70,133), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107),
+ X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121),
+ X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(2,17),
+ X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33),
+ X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49),
+ X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65),
+ X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81),
+ X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97),
+ X(84,99), X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111),
+ X(98,113), X(100,115), X(102,117), X(104,119), X(106,121), X(108,123),
+ X(110,125), X(112,127), X(114,129), X(116,131), X(118,133), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75),
+ X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91),
+ X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105),
+ X(100,107), X(102,109), X(104,111), X(106,113), X(108,115), X(110,117),
+ X(112,119), X(114,121), X(116,123), X(118,125), X(120,127), X(122,129),
+ X(124,131), X(126,133), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133)
+};
+S(136) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71),
+ X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79),
+ X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87),
+ X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95),
+ X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102),
+ X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109),
+ X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116),
+ X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123),
+ X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(65,129), X(66,130),
+ X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(1,33),
+ X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41),
+ X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49),
+ X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57),
+ X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97),
+ X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104),
+ X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111),
+ X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118),
+ X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124), X(93,125),
+ X(94,126), X(95,127), X(96,128), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(33,65), X(34,66), X(35,67),
+ X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75),
+ X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83),
+ X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91),
+ X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130),
+ X(99,131), X(100,132), X(101,133), X(102,134), X(103,135), X(104,136), X(1,17),
+ X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25),
+ X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49),
+ X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57),
+ X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81),
+ X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89),
+ X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(17,65),
+ X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73),
+ X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97),
+ X(50,98), X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104),
+ X(57,105), X(58,106), X(59,107), X(60,108), X(61,109), X(62,110), X(63,111),
+ X(64,112), X(81,129), X(82,130), X(83,131), X(84,132), X(85,133), X(86,134),
+ X(87,135), X(88,136), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37),
+ X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45),
+ X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69),
+ X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77),
+ X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100),
+ X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107),
+ X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129), X(114,130),
+ X(115,131), X(116,132), X(117,133), X(118,134), X(119,135), X(120,136), X(1,9),
+ X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25),
+ X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41),
+ X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57),
+ X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73),
+ X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89),
+ X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96),
+ X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(113,121), X(114,122), X(115,123), X(116,124),
+ X(117,125), X(118,126), X(119,127), X(120,128), X(9,129), X(10,130), X(11,131),
+ X(12,132), X(13,133), X(14,134), X(15,135), X(16,136), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82),
+ X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98),
+ X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113),
+ X(58,114), X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120),
+ X(73,129), X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135),
+ X(80,136), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39),
+ X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55),
+ X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71),
+ X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87),
+ X(64,88), X(73,97), X(74,98), X(75,99), X(76,100), X(77,101), X(78,102),
+ X(79,103), X(80,104), X(89,113), X(90,114), X(91,115), X(92,116), X(93,117),
+ X(94,118), X(95,119), X(96,120), X(105,129), X(106,130), X(107,131),
+ X(108,132), X(109,133), X(110,134), X(111,135), X(112,136), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66),
+ X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82),
+ X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98),
+ X(91,99), X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(105,113),
+ X(106,114), X(107,115), X(108,116), X(109,117), X(110,118), X(111,119),
+ X(112,120), X(121,129), X(122,130), X(123,131), X(124,132), X(125,133),
+ X(126,134), X(127,135), X(128,136), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13),
+ X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29),
+ X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45),
+ X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61),
+ X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77),
+ X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93),
+ X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104),
+ X(105,109), X(106,110), X(107,111), X(108,112), X(113,117), X(114,118),
+ X(115,119), X(116,120), X(121,125), X(122,126), X(123,127), X(124,128),
+ X(129,133), X(130,134), X(131,135), X(132,136), X(5,129), X(6,130), X(7,131),
+ X(8,132), X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75),
+ X(16,76), X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91),
+ X(32,92), X(37,97), X(38,98), X(39,99), X(40,100), X(45,105), X(46,106),
+ X(47,107), X(48,108), X(53,113), X(54,114), X(55,115), X(56,116), X(61,121),
+ X(62,122), X(63,123), X(64,124), X(69,129), X(70,130), X(71,131), X(72,132),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76),
+ X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92),
+ X(69,97), X(70,98), X(71,99), X(72,100), X(77,105), X(78,106), X(79,107),
+ X(80,108), X(85,113), X(86,114), X(87,115), X(88,116), X(93,121), X(94,122),
+ X(95,123), X(96,124), X(101,129), X(102,130), X(103,131), X(104,132), X(5,17),
+ X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33),
+ X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49),
+ X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60), X(53,65),
+ X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76), X(69,81),
+ X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(79,91), X(80,92), X(85,97),
+ X(86,98), X(87,99), X(88,100), X(93,105), X(94,106), X(95,107), X(96,108),
+ X(101,113), X(102,114), X(103,115), X(104,116), X(109,121), X(110,122),
+ X(111,123), X(112,124), X(117,129), X(118,130), X(119,131), X(120,132), X(5,9),
+ X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25),
+ X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41),
+ X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57),
+ X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73),
+ X(70,74), X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89),
+ X(86,90), X(87,91), X(88,92), X(93,97), X(94,98), X(95,99), X(96,100),
+ X(101,105), X(102,106), X(103,107), X(104,108), X(109,113), X(110,114),
+ X(111,115), X(112,116), X(117,121), X(118,122), X(119,123), X(120,124),
+ X(125,129), X(126,130), X(127,131), X(128,132), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72),
+ X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88),
+ X(89,91), X(90,92), X(93,95), X(94,96), X(97,99), X(98,100), X(101,103),
+ X(102,104), X(105,107), X(106,108), X(109,111), X(110,112), X(113,115),
+ X(114,116), X(117,119), X(118,120), X(121,123), X(122,124), X(125,127),
+ X(126,128), X(129,131), X(130,132), X(133,135), X(134,136), X(3,129), X(4,130),
+ X(7,133), X(8,134), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74),
+ X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90),
+ X(31,93), X(32,94), X(35,97), X(36,98), X(39,101), X(40,102), X(43,105),
+ X(44,106), X(47,109), X(48,110), X(51,113), X(52,114), X(55,117), X(56,118),
+ X(59,121), X(60,122), X(63,125), X(64,126), X(67,129), X(68,130), X(71,133),
+ X(72,134), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45),
+ X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61),
+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(83,113), X(84,114), X(87,117), X(88,118), X(91,121),
+ X(92,122), X(95,125), X(96,126), X(99,129), X(100,130), X(103,133), X(104,134),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46),
+ X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62),
+ X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78),
+ X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94),
+ X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106), X(95,109),
+ X(96,110), X(99,113), X(100,114), X(103,117), X(104,118), X(107,121),
+ X(108,122), X(111,125), X(112,126), X(115,129), X(116,130), X(119,133),
+ X(120,134), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21),
+ X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37),
+ X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53),
+ X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69),
+ X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85),
+ X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98),
+ X(95,101), X(96,102), X(99,105), X(100,106), X(103,109), X(104,110),
+ X(107,113), X(108,114), X(111,117), X(112,118), X(115,121), X(116,122),
+ X(119,125), X(120,126), X(123,129), X(124,130), X(127,133), X(128,134), X(3,5),
+ X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21),
+ X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37),
+ X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53),
+ X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69),
+ X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85),
+ X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98),
+ X(99,101), X(100,102), X(103,105), X(104,106), X(107,109), X(108,110),
+ X(111,113), X(112,114), X(115,117), X(116,118), X(119,121), X(120,122),
+ X(123,125), X(124,126), X(127,129), X(128,130), X(131,133), X(132,134), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(2,129), X(4,131), X(6,133), X(8,135), X(2,65), X(4,67), X(6,69),
+ X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85),
+ X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99),
+ X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111), X(50,113),
+ X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125), X(64,127),
+ X(66,129), X(68,131), X(70,133), X(72,135), X(2,33), X(4,35), X(6,37), X(8,39),
+ X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55),
+ X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71),
+ X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87),
+ X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99), X(70,101),
+ X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113), X(84,115),
+ X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127), X(98,129),
+ X(100,131), X(102,133), X(104,135), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55),
+ X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71),
+ X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87),
+ X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99), X(86,101),
+ X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113), X(100,115),
+ X(102,117), X(104,119), X(106,121), X(108,123), X(110,125), X(112,127),
+ X(114,129), X(116,131), X(118,133), X(120,135), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135)
+};
+S(138) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69),
+ X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77),
+ X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85),
+ X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93),
+ X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100),
+ X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107),
+ X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114),
+ X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121),
+ X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128),
+ X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135),
+ X(72,136), X(73,137), X(74,138), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37),
+ X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45),
+ X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53),
+ X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61),
+ X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100),
+ X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107),
+ X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114),
+ X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121),
+ X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128),
+ X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134), X(39,135),
+ X(40,136), X(41,137), X(42,138), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131),
+ X(100,132), X(101,133), X(102,134), X(103,135), X(104,136), X(105,137),
+ X(106,138), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23),
+ X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31),
+ X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55),
+ X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63),
+ X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87),
+ X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95),
+ X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(25,137),
+ X(26,138), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(53,101),
+ X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107), X(60,108),
+ X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130), X(83,131),
+ X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137), X(90,138),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(81,97), X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103),
+ X(88,104), X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110),
+ X(95,111), X(96,112), X(113,129), X(114,130), X(115,131), X(116,132),
+ X(117,133), X(118,134), X(119,135), X(120,136), X(121,137), X(122,138), X(1,9),
+ X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25),
+ X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41),
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+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137)
+};
+S(140) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(1,65), X(2,66), X(3,67),
+ X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75),
+ X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83),
+ X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91),
+ X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134),
+ X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(1,33),
+ X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41),
+ X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49),
+ X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57),
+ X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97),
+ X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104),
+ X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111),
+ X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118),
+ X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124), X(93,125),
+ X(94,126), X(95,127), X(96,128), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70),
+ X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78),
+ X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86),
+ X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94),
+ X(63,95), X(64,96), X(97,129), X(98,130), X(99,131), X(100,132), X(101,133),
+ X(102,134), X(103,135), X(104,136), X(105,137), X(106,138), X(107,139),
+ X(108,140), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23),
+ X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31),
+ X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55),
+ X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63),
+ X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87),
+ X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95),
+ X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(25,137),
+ X(26,138), X(27,139), X(28,140), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(17,33), X(18,34), X(19,35),
+ X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43),
+ X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67),
+ X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75),
+ X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129),
+ X(114,130), X(115,131), X(116,132), X(117,133), X(118,134), X(119,135),
+ X(120,136), X(121,137), X(122,138), X(123,139), X(124,140), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(117,125),
+ X(118,126), X(119,127), X(120,128), X(129,137), X(130,138), X(131,139),
+ X(132,140), X(9,129), X(10,130), X(11,131), X(12,132), X(13,133), X(14,134),
+ X(15,135), X(16,136), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100),
+ X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114), X(59,115),
+ X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129), X(74,130),
+ X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136), X(9,33),
+ X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49),
+ X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65),
+ X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81),
+ X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97),
+ X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103), X(80,104),
+ X(89,113), X(90,114), X(91,115), X(92,116), X(93,117), X(94,118), X(95,119),
+ X(96,120), X(105,129), X(106,130), X(107,131), X(108,132), X(109,133),
+ X(110,134), X(111,135), X(112,136), X(9,17), X(10,18), X(11,19), X(12,20),
+ X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36),
+ X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52),
+ X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68),
+ X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84),
+ X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99),
+ X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(105,113), X(106,114),
+ X(107,115), X(108,116), X(109,117), X(110,118), X(111,119), X(112,120),
+ X(121,129), X(122,130), X(123,131), X(124,132), X(125,133), X(126,134),
+ X(127,135), X(128,136), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14),
+ X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30),
+ X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46),
+ X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62),
+ X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78),
+ X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94),
+ X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104), X(105,109),
+ X(106,110), X(107,111), X(108,112), X(113,117), X(114,118), X(115,119),
+ X(116,120), X(121,125), X(122,126), X(123,127), X(124,128), X(129,133),
+ X(130,134), X(131,135), X(132,136), X(5,129), X(6,130), X(7,131), X(8,132),
+ X(13,137), X(14,138), X(15,139), X(16,140), X(5,65), X(6,66), X(7,67), X(8,68),
+ X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84),
+ X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98), X(39,99),
+ X(40,100), X(45,105), X(46,106), X(47,107), X(48,108), X(53,113), X(54,114),
+ X(55,115), X(56,116), X(61,121), X(62,122), X(63,123), X(64,124), X(69,129),
+ X(70,130), X(71,131), X(72,132), X(77,137), X(78,138), X(79,139), X(80,140),
+ X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44),
+ X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60),
+ X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76),
+ X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92),
+ X(69,97), X(70,98), X(71,99), X(72,100), X(77,105), X(78,106), X(79,107),
+ X(80,108), X(85,113), X(86,114), X(87,115), X(88,116), X(93,121), X(94,122),
+ X(95,123), X(96,124), X(101,129), X(102,130), X(103,131), X(104,132),
+ X(109,137), X(110,138), X(111,139), X(112,140), X(5,17), X(6,18), X(7,19),
+ X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35),
+ X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51),
+ X(40,52), X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67),
+ X(56,68), X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82), X(71,83),
+ X(72,84), X(77,89), X(78,90), X(79,91), X(80,92), X(85,97), X(86,98), X(87,99),
+ X(88,100), X(93,105), X(94,106), X(95,107), X(96,108), X(101,113), X(102,114),
+ X(103,115), X(104,116), X(109,121), X(110,122), X(111,123), X(112,124),
+ X(117,129), X(118,130), X(119,131), X(120,132), X(125,137), X(126,138),
+ X(127,139), X(128,140), X(5,9), X(6,10), X(7,11), X(8,12), X(13,17), X(14,18),
+ X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28), X(29,33), X(30,34),
+ X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44), X(45,49), X(46,50),
+ X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60), X(61,65), X(62,66),
+ X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76), X(77,81), X(78,82),
+ X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92), X(93,97), X(94,98),
+ X(95,99), X(96,100), X(101,105), X(102,106), X(103,107), X(104,108),
+ X(109,113), X(110,114), X(111,115), X(112,116), X(117,121), X(118,122),
+ X(119,123), X(120,124), X(125,129), X(126,130), X(127,131), X(128,132),
+ X(133,137), X(134,138), X(135,139), X(136,140), X(1,3), X(2,4), X(5,7), X(6,8),
+ X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24),
+ X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40),
+ X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56),
+ X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72),
+ X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88),
+ X(89,91), X(90,92), X(93,95), X(94,96), X(97,99), X(98,100), X(101,103),
+ X(102,104), X(105,107), X(106,108), X(109,111), X(110,112), X(113,115),
+ X(114,116), X(117,119), X(118,120), X(121,123), X(122,124), X(125,127),
+ X(126,128), X(129,131), X(130,132), X(133,135), X(134,136), X(137,139),
+ X(138,140), X(3,129), X(4,130), X(7,133), X(8,134), X(11,137), X(12,138),
+ X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78),
+ X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94),
+ X(35,97), X(36,98), X(39,101), X(40,102), X(43,105), X(44,106), X(47,109),
+ X(48,110), X(51,113), X(52,114), X(55,117), X(56,118), X(59,121), X(60,122),
+ X(63,125), X(64,126), X(67,129), X(68,130), X(71,133), X(72,134), X(75,137),
+ X(76,138), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45),
+ X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61),
+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(83,113), X(84,114), X(87,117), X(88,118), X(91,121),
+ X(92,122), X(95,125), X(96,126), X(99,129), X(100,130), X(103,133), X(104,134),
+ X(107,137), X(108,138), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90),
+ X(79,93), X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105),
+ X(92,106), X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130),
+ X(119,133), X(120,134), X(123,137), X(124,138), X(3,9), X(4,10), X(7,13),
+ X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29),
+ X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45),
+ X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61),
+ X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77),
+ X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93),
+ X(88,94), X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106),
+ X(103,109), X(104,110), X(107,113), X(108,114), X(111,117), X(112,118),
+ X(115,121), X(116,122), X(119,125), X(120,126), X(123,129), X(124,130),
+ X(127,133), X(128,134), X(131,137), X(132,138), X(3,5), X(4,6), X(7,9),
+ X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25),
+ X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41),
+ X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57),
+ X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73),
+ X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89),
+ X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(99,101), X(100,102),
+ X(103,105), X(104,106), X(107,109), X(108,110), X(111,113), X(112,114),
+ X(115,117), X(116,118), X(119,121), X(120,122), X(123,125), X(124,126),
+ X(127,129), X(128,130), X(131,133), X(132,134), X(135,137), X(136,138), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(2,129), X(4,131), X(6,133), X(8,135),
+ X(10,137), X(12,139), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75),
+ X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91),
+ X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105),
+ X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119),
+ X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133),
+ X(72,135), X(74,137), X(76,139), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41),
+ X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57),
+ X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73),
+ X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89),
+ X(60,91), X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103),
+ X(74,105), X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117),
+ X(88,119), X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131),
+ X(102,133), X(104,135), X(106,137), X(108,139), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53),
+ X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69),
+ X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85),
+ X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139)
+};
+S(142) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(63,127), X(64,128), X(65,129), X(66,130), X(67,131),
+ X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138),
+ X(75,139), X(76,140), X(77,141), X(78,142), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70),
+ X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78),
+ X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86),
+ X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94),
+ X(63,95), X(64,96), X(97,129), X(98,130), X(99,131), X(100,132), X(101,133),
+ X(102,134), X(103,135), X(104,136), X(105,137), X(106,138), X(107,139),
+ X(108,140), X(109,141), X(110,142), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84),
+ X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92),
+ X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114), X(99,115),
+ X(100,116), X(101,117), X(102,118), X(103,119), X(104,120), X(105,121),
+ X(106,122), X(107,123), X(108,124), X(109,125), X(110,126), X(111,127),
+ X(112,128), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134),
+ X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141),
+ X(30,142), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(53,101),
+ X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107), X(60,108),
+ X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130), X(83,131),
+ X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137), X(90,138),
+ X(91,139), X(92,140), X(93,141), X(94,142), X(17,33), X(18,34), X(19,35),
+ X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43),
+ X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67),
+ X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75),
+ X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129),
+ X(114,130), X(115,131), X(116,132), X(117,133), X(118,134), X(119,135),
+ X(120,136), X(121,137), X(122,138), X(123,139), X(124,140), X(125,141),
+ X(126,142), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15),
+ X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31),
+ X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47),
+ X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63),
+ X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79),
+ X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95),
+ X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(113,121), X(114,122), X(115,123), X(116,124),
+ X(117,125), X(118,126), X(119,127), X(120,128), X(129,137), X(130,138),
+ X(131,139), X(132,140), X(133,141), X(134,142), X(9,129), X(10,130), X(11,131),
+ X(12,132), X(13,133), X(14,134), X(15,135), X(16,136), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82),
+ X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98),
+ X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113),
+ X(58,114), X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120),
+ X(73,129), X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135),
+ X(80,136), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39),
+ X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55),
+ X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71),
+ X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87),
+ X(64,88), X(73,97), X(74,98), X(75,99), X(76,100), X(77,101), X(78,102),
+ X(79,103), X(80,104), X(89,113), X(90,114), X(91,115), X(92,116), X(93,117),
+ X(94,118), X(95,119), X(96,120), X(105,129), X(106,130), X(107,131),
+ X(108,132), X(109,133), X(110,134), X(111,135), X(112,136), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66),
+ X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82),
+ X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98),
+ X(91,99), X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(105,113),
+ X(106,114), X(107,115), X(108,116), X(109,117), X(110,118), X(111,119),
+ X(112,120), X(121,129), X(122,130), X(123,131), X(124,132), X(125,133),
+ X(126,134), X(127,135), X(128,136), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13),
+ X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29),
+ X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45),
+ X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61),
+ X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77),
+ X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93),
+ X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104),
+ X(105,109), X(106,110), X(107,111), X(108,112), X(113,117), X(114,118),
+ X(115,119), X(116,120), X(121,125), X(122,126), X(123,127), X(124,128),
+ X(129,133), X(130,134), X(131,135), X(132,136), X(137,141), X(138,142),
+ X(5,129), X(6,130), X(7,131), X(8,132), X(13,137), X(14,138), X(15,139),
+ X(16,140), X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75),
+ X(16,76), X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91),
+ X(32,92), X(37,97), X(38,98), X(39,99), X(40,100), X(45,105), X(46,106),
+ X(47,107), X(48,108), X(53,113), X(54,114), X(55,115), X(56,116), X(61,121),
+ X(62,122), X(63,123), X(64,124), X(69,129), X(70,130), X(71,131), X(72,132),
+ X(77,137), X(78,138), X(79,139), X(80,140), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52),
+ X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68),
+ X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84),
+ X(61,89), X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99),
+ X(72,100), X(77,105), X(78,106), X(79,107), X(80,108), X(85,113), X(86,114),
+ X(87,115), X(88,116), X(93,121), X(94,122), X(95,123), X(96,124), X(101,129),
+ X(102,130), X(103,131), X(104,132), X(109,137), X(110,138), X(111,139),
+ X(112,140), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26), X(15,27),
+ X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42), X(31,43),
+ X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58), X(47,59),
+ X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74), X(63,75),
+ X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90), X(79,91),
+ X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105), X(94,106),
+ X(95,107), X(96,108), X(101,113), X(102,114), X(103,115), X(104,116),
+ X(109,121), X(110,122), X(111,123), X(112,124), X(117,129), X(118,130),
+ X(119,131), X(120,132), X(125,137), X(126,138), X(127,139), X(128,140), X(5,9),
+ X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25),
+ X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41),
+ X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57),
+ X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73),
+ X(70,74), X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89),
+ X(86,90), X(87,91), X(88,92), X(93,97), X(94,98), X(95,99), X(96,100),
+ X(101,105), X(102,106), X(103,107), X(104,108), X(109,113), X(110,114),
+ X(111,115), X(112,116), X(117,121), X(118,122), X(119,123), X(120,124),
+ X(125,129), X(126,130), X(127,131), X(128,132), X(133,137), X(134,138),
+ X(135,139), X(136,140), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12),
+ X(13,15), X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28),
+ X(29,31), X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44),
+ X(45,47), X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60),
+ X(61,63), X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76),
+ X(77,79), X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92),
+ X(93,95), X(94,96), X(97,99), X(98,100), X(101,103), X(102,104), X(105,107),
+ X(106,108), X(109,111), X(110,112), X(113,115), X(114,116), X(117,119),
+ X(118,120), X(121,123), X(122,124), X(125,127), X(126,128), X(129,131),
+ X(130,132), X(133,135), X(134,136), X(137,139), X(138,140), X(3,129), X(4,130),
+ X(7,133), X(8,134), X(11,137), X(12,138), X(15,141), X(16,142), X(3,65),
+ X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81),
+ X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94), X(35,97),
+ X(36,98), X(39,101), X(40,102), X(43,105), X(44,106), X(47,109), X(48,110),
+ X(51,113), X(52,114), X(55,117), X(56,118), X(59,121), X(60,122), X(63,125),
+ X(64,126), X(67,129), X(68,130), X(71,133), X(72,134), X(75,137), X(76,138),
+ X(79,141), X(80,142), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42),
+ X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58),
+ X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74),
+ X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90),
+ X(63,93), X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105),
+ X(76,106), X(79,109), X(80,110), X(83,113), X(84,114), X(87,117), X(88,118),
+ X(91,121), X(92,122), X(95,125), X(96,126), X(99,129), X(100,130), X(103,133),
+ X(104,134), X(107,137), X(108,138), X(111,141), X(112,142), X(3,17), X(4,18),
+ X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34),
+ X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50),
+ X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66),
+ X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82),
+ X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94), X(83,97), X(84,98),
+ X(87,101), X(88,102), X(91,105), X(92,106), X(95,109), X(96,110), X(99,113),
+ X(100,114), X(103,117), X(104,118), X(107,121), X(108,122), X(111,125),
+ X(112,126), X(115,129), X(116,130), X(119,133), X(120,134), X(123,137),
+ X(124,138), X(127,141), X(128,142), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78),
+ X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94),
+ X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106), X(103,109),
+ X(104,110), X(107,113), X(108,114), X(111,117), X(112,118), X(115,121),
+ X(116,122), X(119,125), X(120,126), X(123,129), X(124,130), X(127,133),
+ X(128,134), X(131,137), X(132,138), X(135,141), X(136,142), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54),
+ X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70),
+ X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86),
+ X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(99,101),
+ X(100,102), X(103,105), X(104,106), X(107,109), X(108,110), X(111,113),
+ X(112,114), X(115,117), X(116,118), X(119,121), X(120,122), X(123,125),
+ X(124,126), X(127,129), X(128,130), X(131,133), X(132,134), X(135,137),
+ X(136,138), X(139,141), X(140,142), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137), X(12,139),
+ X(14,141), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77),
+ X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93),
+ X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107),
+ X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119), X(58,121),
+ X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133), X(72,135),
+ X(74,137), X(76,139), X(78,141), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41),
+ X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57),
+ X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73),
+ X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89),
+ X(60,91), X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103),
+ X(74,105), X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117),
+ X(88,119), X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131),
+ X(102,133), X(104,135), X(106,137), X(108,139), X(110,141), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(128,131),
+ X(130,133), X(132,135), X(134,137), X(136,139), X(138,141), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141)
+};
+S(144) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(65,129),
+ X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136),
+ X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143),
+ X(80,144), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39),
+ X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47),
+ X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55),
+ X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63),
+ X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102),
+ X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109),
+ X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116),
+ X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123),
+ X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(33,129), X(34,130),
+ X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136), X(41,137),
+ X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143), X(48,144),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
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+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119),
+ X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133),
+ X(104,135), X(106,137), X(108,139), X(110,141), X(112,143), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143)
+};
+S(146) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(1,65), X(2,66), X(3,67), X(4,68),
+ X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76),
+ X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84),
+ X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92),
+ X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134),
+ X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141),
+ X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98),
+ X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105),
+ X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112),
+ X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119),
+ X(88,120), X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126),
+ X(95,127), X(96,128), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133),
+ X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140),
+ X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(33,65),
+ X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73),
+ X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81),
+ X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89),
+ X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(129,145), X(130,146),
+ X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134), X(23,135),
+ X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141), X(30,142),
+ X(31,143), X(32,144), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69),
+ X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77),
+ X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100),
+ X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107),
+ X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130),
+ X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137),
+ X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143), X(96,144),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(81,97), X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103),
+ X(88,104), X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110),
+ X(95,111), X(96,112), X(113,129), X(114,130), X(115,131), X(116,132),
+ X(117,133), X(118,134), X(119,135), X(120,136), X(121,137), X(122,138),
+ X(123,139), X(124,140), X(125,141), X(126,142), X(127,143), X(128,144), X(1,9),
+ X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25),
+ X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41),
+ X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57),
+ X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73),
+ X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89),
+ X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96),
+ X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(113,121), X(114,122), X(115,123), X(116,124),
+ X(117,125), X(118,126), X(119,127), X(120,128), X(129,137), X(130,138),
+ X(131,139), X(132,140), X(133,141), X(134,142), X(135,143), X(136,144),
+ X(9,129), X(10,130), X(11,131), X(12,132), X(13,133), X(14,134), X(15,135),
+ X(16,136), X(25,145), X(26,146), X(9,65), X(10,66), X(11,67), X(12,68),
+ X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84),
+ X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99),
+ X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114),
+ X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129),
+ X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136),
+ X(89,145), X(90,146), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37),
+ X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53),
+ X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69),
+ X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85),
+ X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100),
+ X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114), X(91,115),
+ X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129), X(106,130),
+ X(107,131), X(108,132), X(109,133), X(110,134), X(111,135), X(112,136),
+ X(121,145), X(122,146), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21),
+ X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37),
+ X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53),
+ X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69),
+ X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85),
+ X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100),
+ X(93,101), X(94,102), X(95,103), X(96,104), X(105,113), X(106,114), X(107,115),
+ X(108,116), X(109,117), X(110,118), X(111,119), X(112,120), X(121,129),
+ X(122,130), X(123,131), X(124,132), X(125,133), X(126,134), X(127,135),
+ X(128,136), X(137,145), X(138,146), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13),
+ X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29),
+ X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45),
+ X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61),
+ X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77),
+ X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93),
+ X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104),
+ X(105,109), X(106,110), X(107,111), X(108,112), X(113,117), X(114,118),
+ X(115,119), X(116,120), X(121,125), X(122,126), X(123,127), X(124,128),
+ X(129,133), X(130,134), X(131,135), X(132,136), X(137,141), X(138,142),
+ X(139,143), X(140,144), X(5,129), X(6,130), X(7,131), X(8,132), X(13,137),
+ X(14,138), X(15,139), X(16,140), X(21,145), X(22,146), X(5,65), X(6,66),
+ X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81), X(22,82),
+ X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(37,97), X(38,98),
+ X(39,99), X(40,100), X(45,105), X(46,106), X(47,107), X(48,108), X(53,113),
+ X(54,114), X(55,115), X(56,116), X(61,121), X(62,122), X(63,123), X(64,124),
+ X(69,129), X(70,130), X(71,131), X(72,132), X(77,137), X(78,138), X(79,139),
+ X(80,140), X(85,145), X(86,146), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41),
+ X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57),
+ X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73),
+ X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89),
+ X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100),
+ X(77,105), X(78,106), X(79,107), X(80,108), X(85,113), X(86,114), X(87,115),
+ X(88,116), X(93,121), X(94,122), X(95,123), X(96,124), X(101,129), X(102,130),
+ X(103,131), X(104,132), X(109,137), X(110,138), X(111,139), X(112,140),
+ X(117,145), X(118,146), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42),
+ X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58),
+ X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74),
+ X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90),
+ X(79,91), X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105),
+ X(94,106), X(95,107), X(96,108), X(101,113), X(102,114), X(103,115),
+ X(104,116), X(109,121), X(110,122), X(111,123), X(112,124), X(117,129),
+ X(118,130), X(119,131), X(120,132), X(125,137), X(126,138), X(127,139),
+ X(128,140), X(133,145), X(134,146), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92),
+ X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106), X(103,107),
+ X(104,108), X(109,113), X(110,114), X(111,115), X(112,116), X(117,121),
+ X(118,122), X(119,123), X(120,124), X(125,129), X(126,130), X(127,131),
+ X(128,132), X(133,137), X(134,138), X(135,139), X(136,140), X(141,145),
+ X(142,146), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15),
+ X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31),
+ X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47),
+ X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63),
+ X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79),
+ X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92), X(93,95),
+ X(94,96), X(97,99), X(98,100), X(101,103), X(102,104), X(105,107), X(106,108),
+ X(109,111), X(110,112), X(113,115), X(114,116), X(117,119), X(118,120),
+ X(121,123), X(122,124), X(125,127), X(126,128), X(129,131), X(130,132),
+ X(133,135), X(134,136), X(137,139), X(138,140), X(141,143), X(142,144),
+ X(3,129), X(4,130), X(7,133), X(8,134), X(11,137), X(12,138), X(15,141),
+ X(16,142), X(19,145), X(20,146), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73),
+ X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89),
+ X(28,90), X(31,93), X(32,94), X(35,97), X(36,98), X(39,101), X(40,102),
+ X(43,105), X(44,106), X(47,109), X(48,110), X(51,113), X(52,114), X(55,117),
+ X(56,118), X(59,121), X(60,122), X(63,125), X(64,126), X(67,129), X(68,130),
+ X(71,133), X(72,134), X(75,137), X(76,138), X(79,141), X(80,142), X(83,145),
+ X(84,146), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45),
+ X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61),
+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(83,113), X(84,114), X(87,117), X(88,118), X(91,121),
+ X(92,122), X(95,125), X(96,126), X(99,129), X(100,130), X(103,133), X(104,134),
+ X(107,137), X(108,138), X(111,141), X(112,142), X(115,145), X(116,146),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46),
+ X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62),
+ X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78),
+ X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94),
+ X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106), X(95,109),
+ X(96,110), X(99,113), X(100,114), X(103,117), X(104,118), X(107,121),
+ X(108,122), X(111,125), X(112,126), X(115,129), X(116,130), X(119,133),
+ X(120,134), X(123,137), X(124,138), X(127,141), X(128,142), X(131,145),
+ X(132,146), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21),
+ X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37),
+ X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53),
+ X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69),
+ X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85),
+ X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98),
+ X(95,101), X(96,102), X(99,105), X(100,106), X(103,109), X(104,110),
+ X(107,113), X(108,114), X(111,117), X(112,118), X(115,121), X(116,122),
+ X(119,125), X(120,126), X(123,129), X(124,130), X(127,133), X(128,134),
+ X(131,137), X(132,138), X(135,141), X(136,142), X(139,145), X(140,146), X(3,5),
+ X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21),
+ X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37),
+ X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53),
+ X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69),
+ X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85),
+ X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98),
+ X(99,101), X(100,102), X(103,105), X(104,106), X(107,109), X(108,110),
+ X(111,113), X(112,114), X(115,117), X(116,118), X(119,121), X(120,122),
+ X(123,125), X(124,126), X(127,129), X(128,130), X(131,133), X(132,134),
+ X(135,137), X(136,138), X(139,141), X(140,142), X(143,145), X(144,146), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(2,129), X(4,131), X(6,133), X(8,135), X(10,137), X(12,139), X(14,141),
+ X(16,143), X(18,145), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75),
+ X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91),
+ X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105),
+ X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119),
+ X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133),
+ X(72,135), X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(2,33),
+ X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49),
+ X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65),
+ X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81),
+ X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97),
+ X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111),
+ X(82,113), X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125),
+ X(96,127), X(98,129), X(100,131), X(102,133), X(104,135), X(106,137),
+ X(108,139), X(110,141), X(112,143), X(114,145), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(130,137), X(132,139), X(134,141), X(136,143),
+ X(138,145), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33),
+ X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49),
+ X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65),
+ X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81),
+ X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97),
+ X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145)
+};
+S(148) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(1,65),
+ X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73),
+ X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81),
+ X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89),
+ X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97),
+ X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104),
+ X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111),
+ X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118),
+ X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125),
+ X(62,126), X(63,127), X(64,128), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(33,129),
+ X(34,130), X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136),
+ X(41,137), X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143),
+ X(48,144), X(49,145), X(50,146), X(51,147), X(52,148), X(33,65), X(34,66),
+ X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74),
+ X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82),
+ X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90),
+ X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(97,129),
+ X(98,130), X(99,131), X(100,132), X(101,133), X(102,134), X(103,135),
+ X(104,136), X(105,137), X(106,138), X(107,139), X(108,140), X(109,141),
+ X(110,142), X(111,143), X(112,144), X(113,145), X(114,146), X(115,147),
+ X(116,148), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23),
+ X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31),
+ X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55),
+ X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63),
+ X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87),
+ X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95),
+ X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(129,145), X(130,146),
+ X(131,147), X(132,148), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133),
+ X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140),
+ X(29,141), X(30,142), X(31,143), X(32,144), X(17,65), X(18,66), X(19,67),
+ X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75),
+ X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143),
+ X(96,144), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46),
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+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147)
+};
+S(150) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71),
+ X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79),
+ X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87),
+ X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95),
+ X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102),
+ X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109),
+ X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116),
+ X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123),
+ X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(65,129), X(66,130),
+ X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(73,137),
+ X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143), X(80,144),
+ X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150), X(1,33),
+ X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41),
+ X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49),
+ X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57),
+ X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97),
+ X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104),
+ X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111),
+ X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118),
+ X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124), X(93,125),
+ X(94,126), X(95,127), X(96,128), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146),
+ X(51,147), X(52,148), X(53,149), X(54,150), X(33,65), X(34,66), X(35,67),
+ X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75),
+ X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83),
+ X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91),
+ X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130),
+ X(99,131), X(100,132), X(101,133), X(102,134), X(103,135), X(104,136),
+ X(105,137), X(106,138), X(107,139), X(108,140), X(109,141), X(110,142),
+ X(111,143), X(112,144), X(113,145), X(114,146), X(115,147), X(116,148),
+ X(117,149), X(118,150), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117),
+ X(102,118), X(103,119), X(104,120), X(105,121), X(106,122), X(107,123),
+ X(108,124), X(109,125), X(110,126), X(111,127), X(112,128), X(129,145),
+ X(130,146), X(131,147), X(132,148), X(133,149), X(134,150), X(17,129),
+ X(18,130), X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136),
+ X(25,137), X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143),
+ X(32,144), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(53,101),
+ X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107), X(60,108),
+ X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130), X(83,131),
+ X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137), X(90,138),
+ X(91,139), X(92,140), X(93,141), X(94,142), X(95,143), X(96,144), X(17,33),
+ X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41),
+ X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65),
+ X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73),
+ X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97),
+ X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104),
+ X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110), X(95,111),
+ X(96,112), X(113,129), X(114,130), X(115,131), X(116,132), X(117,133),
+ X(118,134), X(119,135), X(120,136), X(121,137), X(122,138), X(123,139),
+ X(124,140), X(125,141), X(126,142), X(127,143), X(128,144), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(117,125),
+ X(118,126), X(119,127), X(120,128), X(129,137), X(130,138), X(131,139),
+ X(132,140), X(133,141), X(134,142), X(135,143), X(136,144), X(9,129),
+ X(10,130), X(11,131), X(12,132), X(13,133), X(14,134), X(15,135), X(16,136),
+ X(25,145), X(26,146), X(27,147), X(28,148), X(29,149), X(30,150), X(9,65),
+ X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81),
+ X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97),
+ X(42,98), X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104),
+ X(57,113), X(58,114), X(59,115), X(60,116), X(61,117), X(62,118), X(63,119),
+ X(64,120), X(73,129), X(74,130), X(75,131), X(76,132), X(77,133), X(78,134),
+ X(79,135), X(80,136), X(89,145), X(90,146), X(91,147), X(92,148), X(93,149),
+ X(94,150), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39),
+ X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55),
+ X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71),
+ X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87),
+ X(64,88), X(73,97), X(74,98), X(75,99), X(76,100), X(77,101), X(78,102),
+ X(79,103), X(80,104), X(89,113), X(90,114), X(91,115), X(92,116), X(93,117),
+ X(94,118), X(95,119), X(96,120), X(105,129), X(106,130), X(107,131),
+ X(108,132), X(109,133), X(110,134), X(111,135), X(112,136), X(121,145),
+ X(122,146), X(123,147), X(124,148), X(125,149), X(126,150), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66),
+ X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82),
+ X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98),
+ X(91,99), X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(105,113),
+ X(106,114), X(107,115), X(108,116), X(109,117), X(110,118), X(111,119),
+ X(112,120), X(121,129), X(122,130), X(123,131), X(124,132), X(125,133),
+ X(126,134), X(127,135), X(128,136), X(137,145), X(138,146), X(139,147),
+ X(140,148), X(141,149), X(142,150), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13),
+ X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29),
+ X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45),
+ X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61),
+ X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77),
+ X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93),
+ X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104),
+ X(105,109), X(106,110), X(107,111), X(108,112), X(113,117), X(114,118),
+ X(115,119), X(116,120), X(121,125), X(122,126), X(123,127), X(124,128),
+ X(129,133), X(130,134), X(131,135), X(132,136), X(137,141), X(138,142),
+ X(139,143), X(140,144), X(145,149), X(146,150), X(5,129), X(6,130), X(7,131),
+ X(8,132), X(13,137), X(14,138), X(15,139), X(16,140), X(21,145), X(22,146),
+ X(23,147), X(24,148), X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74),
+ X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90),
+ X(31,91), X(32,92), X(37,97), X(38,98), X(39,99), X(40,100), X(45,105),
+ X(46,106), X(47,107), X(48,108), X(53,113), X(54,114), X(55,115), X(56,116),
+ X(61,121), X(62,122), X(63,123), X(64,124), X(69,129), X(70,130), X(71,131),
+ X(72,132), X(77,137), X(78,138), X(79,139), X(80,140), X(85,145), X(86,146),
+ X(87,147), X(88,148), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42),
+ X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58),
+ X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74),
+ X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90),
+ X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100), X(77,105),
+ X(78,106), X(79,107), X(80,108), X(85,113), X(86,114), X(87,115), X(88,116),
+ X(93,121), X(94,122), X(95,123), X(96,124), X(101,129), X(102,130), X(103,131),
+ X(104,132), X(109,137), X(110,138), X(111,139), X(112,140), X(117,145),
+ X(118,146), X(119,147), X(120,148), X(5,17), X(6,18), X(7,19), X(8,20),
+ X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36),
+ X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52),
+ X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68),
+ X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84),
+ X(77,89), X(78,90), X(79,91), X(80,92), X(85,97), X(86,98), X(87,99),
+ X(88,100), X(93,105), X(94,106), X(95,107), X(96,108), X(101,113), X(102,114),
+ X(103,115), X(104,116), X(109,121), X(110,122), X(111,123), X(112,124),
+ X(117,129), X(118,130), X(119,131), X(120,132), X(125,137), X(126,138),
+ X(127,139), X(128,140), X(133,145), X(134,146), X(135,147), X(136,148), X(5,9),
+ X(6,10), X(7,11), X(8,12), X(13,17), X(14,18), X(15,19), X(16,20), X(21,25),
+ X(22,26), X(23,27), X(24,28), X(29,33), X(30,34), X(31,35), X(32,36), X(37,41),
+ X(38,42), X(39,43), X(40,44), X(45,49), X(46,50), X(47,51), X(48,52), X(53,57),
+ X(54,58), X(55,59), X(56,60), X(61,65), X(62,66), X(63,67), X(64,68), X(69,73),
+ X(70,74), X(71,75), X(72,76), X(77,81), X(78,82), X(79,83), X(80,84), X(85,89),
+ X(86,90), X(87,91), X(88,92), X(93,97), X(94,98), X(95,99), X(96,100),
+ X(101,105), X(102,106), X(103,107), X(104,108), X(109,113), X(110,114),
+ X(111,115), X(112,116), X(117,121), X(118,122), X(119,123), X(120,124),
+ X(125,129), X(126,130), X(127,131), X(128,132), X(133,137), X(134,138),
+ X(135,139), X(136,140), X(141,145), X(142,146), X(143,147), X(144,148), X(1,3),
+ X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16), X(17,19),
+ X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32), X(33,35),
+ X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48), X(49,51),
+ X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64), X(65,67),
+ X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80), X(81,83),
+ X(82,84), X(85,87), X(86,88), X(89,91), X(90,92), X(93,95), X(94,96), X(97,99),
+ X(98,100), X(101,103), X(102,104), X(105,107), X(106,108), X(109,111),
+ X(110,112), X(113,115), X(114,116), X(117,119), X(118,120), X(121,123),
+ X(122,124), X(125,127), X(126,128), X(129,131), X(130,132), X(133,135),
+ X(134,136), X(137,139), X(138,140), X(141,143), X(142,144), X(145,147),
+ X(146,148), X(3,129), X(4,130), X(7,133), X(8,134), X(11,137), X(12,138),
+ X(15,141), X(16,142), X(19,145), X(20,146), X(23,149), X(24,150), X(3,65),
+ X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77), X(16,78), X(19,81),
+ X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93), X(32,94), X(35,97),
+ X(36,98), X(39,101), X(40,102), X(43,105), X(44,106), X(47,109), X(48,110),
+ X(51,113), X(52,114), X(55,117), X(56,118), X(59,121), X(60,122), X(63,125),
+ X(64,126), X(67,129), X(68,130), X(71,133), X(72,134), X(75,137), X(76,138),
+ X(79,141), X(80,142), X(83,145), X(84,146), X(87,149), X(88,150), X(3,33),
+ X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46), X(19,49),
+ X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62), X(35,65),
+ X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78), X(51,81),
+ X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94), X(67,97),
+ X(68,98), X(71,101), X(72,102), X(75,105), X(76,106), X(79,109), X(80,110),
+ X(83,113), X(84,114), X(87,117), X(88,118), X(91,121), X(92,122), X(95,125),
+ X(96,126), X(99,129), X(100,130), X(103,133), X(104,134), X(107,137),
+ X(108,138), X(111,141), X(112,142), X(115,145), X(116,146), X(119,149),
+ X(120,150), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29),
+ X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45),
+ X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61),
+ X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77),
+ X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93),
+ X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106),
+ X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130),
+ X(119,133), X(120,134), X(123,137), X(124,138), X(127,141), X(128,142),
+ X(131,145), X(132,146), X(135,149), X(136,150), X(3,9), X(4,10), X(7,13),
+ X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29),
+ X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45),
+ X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61),
+ X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77),
+ X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93),
+ X(88,94), X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106),
+ X(103,109), X(104,110), X(107,113), X(108,114), X(111,117), X(112,118),
+ X(115,121), X(116,122), X(119,125), X(120,126), X(123,129), X(124,130),
+ X(127,133), X(128,134), X(131,137), X(132,138), X(135,141), X(136,142),
+ X(139,145), X(140,146), X(143,149), X(144,150), X(3,5), X(4,6), X(7,9),
+ X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25),
+ X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41),
+ X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57),
+ X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73),
+ X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89),
+ X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(99,101), X(100,102),
+ X(103,105), X(104,106), X(107,109), X(108,110), X(111,113), X(112,114),
+ X(115,117), X(116,118), X(119,121), X(120,122), X(123,125), X(124,126),
+ X(127,129), X(128,130), X(131,133), X(132,134), X(135,137), X(136,138),
+ X(139,141), X(140,142), X(143,145), X(144,146), X(147,149), X(148,150), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137),
+ X(12,139), X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(2,65),
+ X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81),
+ X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97),
+ X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111),
+ X(50,113), X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125),
+ X(64,127), X(66,129), X(68,131), X(70,133), X(72,135), X(74,137), X(76,139),
+ X(78,141), X(80,143), X(82,145), X(84,147), X(86,149), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83),
+ X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99),
+ X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113),
+ X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127),
+ X(98,129), X(100,131), X(102,133), X(104,135), X(106,137), X(108,139),
+ X(110,141), X(112,143), X(114,145), X(116,147), X(118,149), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(104,111), X(106,113), X(108,115),
+ X(110,117), X(112,119), X(114,121), X(116,123), X(118,125), X(120,127),
+ X(122,129), X(124,131), X(126,133), X(128,135), X(130,137), X(132,139),
+ X(134,141), X(136,143), X(138,145), X(140,147), X(142,149), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149)
+};
+S(152) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69),
+ X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77),
+ X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85),
+ X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93),
+ X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100),
+ X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107),
+ X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114),
+ X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121),
+ X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128),
+ X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135),
+ X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142),
+ X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149),
+ X(86,150), X(87,151), X(88,152), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37),
+ X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45),
+ X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53),
+ X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61),
+ X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100),
+ X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107),
+ X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114),
+ X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121),
+ X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128),
+ X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134), X(39,135),
+ X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141), X(46,142),
+ X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148), X(53,149),
+ X(54,150), X(55,151), X(56,152), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131),
+ X(100,132), X(101,133), X(102,134), X(103,135), X(104,136), X(105,137),
+ X(106,138), X(107,139), X(108,140), X(109,141), X(110,142), X(111,143),
+ X(112,144), X(113,145), X(114,146), X(115,147), X(116,148), X(117,149),
+ X(118,150), X(119,151), X(120,152), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84),
+ X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92),
+ X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114), X(99,115),
+ X(100,116), X(101,117), X(102,118), X(103,119), X(104,120), X(105,121),
+ X(106,122), X(107,123), X(108,124), X(109,125), X(110,126), X(111,127),
+ X(112,128), X(129,145), X(130,146), X(131,147), X(132,148), X(133,149),
+ X(134,150), X(135,151), X(136,152), X(17,129), X(18,130), X(19,131), X(20,132),
+ X(21,133), X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139),
+ X(28,140), X(29,141), X(30,142), X(31,143), X(32,144), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98),
+ X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105),
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+ X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65),
+ X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81),
+ X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97),
+ X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111),
+ X(82,113), X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125),
+ X(96,127), X(98,129), X(100,131), X(102,133), X(104,135), X(106,137),
+ X(108,139), X(110,141), X(112,143), X(114,145), X(116,147), X(118,149),
+ X(120,151), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(130,137), X(132,139), X(134,141), X(136,143),
+ X(138,145), X(140,147), X(142,149), X(144,151), X(2,5), X(4,7), X(6,9),
+ X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25),
+ X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41),
+ X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57),
+ X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73),
+ X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89),
+ X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101), X(100,103),
+ X(102,105), X(104,107), X(106,109), X(108,111), X(110,113), X(112,115),
+ X(114,117), X(116,119), X(118,121), X(120,123), X(122,125), X(124,127),
+ X(126,129), X(128,131), X(130,133), X(132,135), X(134,137), X(136,139),
+ X(138,141), X(140,143), X(142,145), X(144,147), X(146,149), X(148,151), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151)
+};
+S(154) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(1,65), X(2,66),
+ X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74),
+ X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82),
+ X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90),
+ X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98),
+ X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105),
+ X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112),
+ X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119),
+ X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126),
+ X(63,127), X(64,128), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133),
+ X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140),
+ X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147),
+ X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117),
+ X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124),
+ X(93,125), X(94,126), X(95,127), X(96,128), X(33,129), X(34,130), X(35,131),
+ X(36,132), X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138),
+ X(43,139), X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145),
+ X(50,146), X(51,147), X(52,148), X(53,149), X(54,150), X(55,151), X(56,152),
+ X(57,153), X(58,154), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69),
+ X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77),
+ X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85),
+ X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93),
+ X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131), X(100,132),
+ X(101,133), X(102,134), X(103,135), X(104,136), X(105,137), X(106,138),
+ X(107,139), X(108,140), X(109,141), X(110,142), X(111,143), X(112,144),
+ X(113,145), X(114,146), X(115,147), X(116,148), X(117,149), X(118,150),
+ X(119,151), X(120,152), X(121,153), X(122,154), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134), X(23,135),
+ X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141), X(30,142),
+ X(31,143), X(32,144), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69),
+ X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77),
+ X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100),
+ X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107),
+ X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130),
+ X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137),
+ X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143), X(96,144),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(81,97), X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103),
+ X(88,104), X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110),
+ X(95,111), X(96,112), X(113,129), X(114,130), X(115,131), X(116,132),
+ X(117,133), X(118,134), X(119,135), X(120,136), X(121,137), X(122,138),
+ X(123,139), X(124,140), X(125,141), X(126,142), X(127,143), X(128,144), X(1,9),
+ X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25),
+ X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41),
+ X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57),
+ X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73),
+ X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89),
+ X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96),
+ X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(113,121), X(114,122), X(115,123), X(116,124),
+ X(117,125), X(118,126), X(119,127), X(120,128), X(129,137), X(130,138),
+ X(131,139), X(132,140), X(133,141), X(134,142), X(135,143), X(136,144),
+ X(145,153), X(146,154), X(9,129), X(10,130), X(11,131), X(12,132), X(13,133),
+ X(14,134), X(15,135), X(16,136), X(25,145), X(26,146), X(27,147), X(28,148),
+ X(29,149), X(30,150), X(31,151), X(32,152), X(9,65), X(10,66), X(11,67),
+ X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83),
+ X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99),
+ X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114),
+ X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129),
+ X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136),
+ X(89,145), X(90,146), X(91,147), X(92,148), X(93,149), X(94,150), X(95,151),
+ X(96,152), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39),
+ X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55),
+ X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71),
+ X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87),
+ X(64,88), X(73,97), X(74,98), X(75,99), X(76,100), X(77,101), X(78,102),
+ X(79,103), X(80,104), X(89,113), X(90,114), X(91,115), X(92,116), X(93,117),
+ X(94,118), X(95,119), X(96,120), X(105,129), X(106,130), X(107,131),
+ X(108,132), X(109,133), X(110,134), X(111,135), X(112,136), X(121,145),
+ X(122,146), X(123,147), X(124,148), X(125,149), X(126,150), X(127,151),
+ X(128,152), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22),
+ X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38),
+ X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54),
+ X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70),
+ X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86),
+ X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100), X(93,101),
+ X(94,102), X(95,103), X(96,104), X(105,113), X(106,114), X(107,115),
+ X(108,116), X(109,117), X(110,118), X(111,119), X(112,120), X(121,129),
+ X(122,130), X(123,131), X(124,132), X(125,133), X(126,134), X(127,135),
+ X(128,136), X(137,145), X(138,146), X(139,147), X(140,148), X(141,149),
+ X(142,150), X(143,151), X(144,152), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13),
+ X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29),
+ X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45),
+ X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61),
+ X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77),
+ X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93),
+ X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104),
+ X(105,109), X(106,110), X(107,111), X(108,112), X(113,117), X(114,118),
+ X(115,119), X(116,120), X(121,125), X(122,126), X(123,127), X(124,128),
+ X(129,133), X(130,134), X(131,135), X(132,136), X(137,141), X(138,142),
+ X(139,143), X(140,144), X(145,149), X(146,150), X(147,151), X(148,152),
+ X(5,129), X(6,130), X(7,131), X(8,132), X(13,137), X(14,138), X(15,139),
+ X(16,140), X(21,145), X(22,146), X(23,147), X(24,148), X(29,153), X(30,154),
+ X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76),
+ X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92),
+ X(37,97), X(38,98), X(39,99), X(40,100), X(45,105), X(46,106), X(47,107),
+ X(48,108), X(53,113), X(54,114), X(55,115), X(56,116), X(61,121), X(62,122),
+ X(63,123), X(64,124), X(69,129), X(70,130), X(71,131), X(72,132), X(77,137),
+ X(78,138), X(79,139), X(80,140), X(85,145), X(86,146), X(87,147), X(88,148),
+ X(93,153), X(94,154), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42),
+ X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58),
+ X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74),
+ X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90),
+ X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100), X(77,105),
+ X(78,106), X(79,107), X(80,108), X(85,113), X(86,114), X(87,115), X(88,116),
+ X(93,121), X(94,122), X(95,123), X(96,124), X(101,129), X(102,130), X(103,131),
+ X(104,132), X(109,137), X(110,138), X(111,139), X(112,140), X(117,145),
+ X(118,146), X(119,147), X(120,148), X(125,153), X(126,154), X(5,17), X(6,18),
+ X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34),
+ X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50),
+ X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66),
+ X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82),
+ X(71,83), X(72,84), X(77,89), X(78,90), X(79,91), X(80,92), X(85,97), X(86,98),
+ X(87,99), X(88,100), X(93,105), X(94,106), X(95,107), X(96,108), X(101,113),
+ X(102,114), X(103,115), X(104,116), X(109,121), X(110,122), X(111,123),
+ X(112,124), X(117,129), X(118,130), X(119,131), X(120,132), X(125,137),
+ X(126,138), X(127,139), X(128,140), X(133,145), X(134,146), X(135,147),
+ X(136,148), X(141,153), X(142,154), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92),
+ X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106), X(103,107),
+ X(104,108), X(109,113), X(110,114), X(111,115), X(112,116), X(117,121),
+ X(118,122), X(119,123), X(120,124), X(125,129), X(126,130), X(127,131),
+ X(128,132), X(133,137), X(134,138), X(135,139), X(136,140), X(141,145),
+ X(142,146), X(143,147), X(144,148), X(149,153), X(150,154), X(1,3), X(2,4),
+ X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20),
+ X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36),
+ X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52),
+ X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68),
+ X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84),
+ X(85,87), X(86,88), X(89,91), X(90,92), X(93,95), X(94,96), X(97,99),
+ X(98,100), X(101,103), X(102,104), X(105,107), X(106,108), X(109,111),
+ X(110,112), X(113,115), X(114,116), X(117,119), X(118,120), X(121,123),
+ X(122,124), X(125,127), X(126,128), X(129,131), X(130,132), X(133,135),
+ X(134,136), X(137,139), X(138,140), X(141,143), X(142,144), X(145,147),
+ X(146,148), X(149,151), X(150,152), X(3,129), X(4,130), X(7,133), X(8,134),
+ X(11,137), X(12,138), X(15,141), X(16,142), X(19,145), X(20,146), X(23,149),
+ X(24,150), X(27,153), X(28,154), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73),
+ X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89),
+ X(28,90), X(31,93), X(32,94), X(35,97), X(36,98), X(39,101), X(40,102),
+ X(43,105), X(44,106), X(47,109), X(48,110), X(51,113), X(52,114), X(55,117),
+ X(56,118), X(59,121), X(60,122), X(63,125), X(64,126), X(67,129), X(68,130),
+ X(71,133), X(72,134), X(75,137), X(76,138), X(79,141), X(80,142), X(83,145),
+ X(84,146), X(87,149), X(88,150), X(91,153), X(92,154), X(3,33), X(4,34),
+ X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50),
+ X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66),
+ X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82),
+ X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94), X(67,97), X(68,98),
+ X(71,101), X(72,102), X(75,105), X(76,106), X(79,109), X(80,110), X(83,113),
+ X(84,114), X(87,117), X(88,118), X(91,121), X(92,122), X(95,125), X(96,126),
+ X(99,129), X(100,130), X(103,133), X(104,134), X(107,137), X(108,138),
+ X(111,141), X(112,142), X(115,145), X(116,146), X(119,149), X(120,150),
+ X(123,153), X(124,154), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90),
+ X(79,93), X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105),
+ X(92,106), X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130),
+ X(119,133), X(120,134), X(123,137), X(124,138), X(127,141), X(128,142),
+ X(131,145), X(132,146), X(135,149), X(136,150), X(139,153), X(140,154), X(3,9),
+ X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25),
+ X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41),
+ X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57),
+ X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73),
+ X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89),
+ X(84,90), X(87,93), X(88,94), X(91,97), X(92,98), X(95,101), X(96,102),
+ X(99,105), X(100,106), X(103,109), X(104,110), X(107,113), X(108,114),
+ X(111,117), X(112,118), X(115,121), X(116,122), X(119,125), X(120,126),
+ X(123,129), X(124,130), X(127,133), X(128,134), X(131,137), X(132,138),
+ X(135,141), X(136,142), X(139,145), X(140,146), X(143,149), X(144,150),
+ X(147,153), X(148,154), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94),
+ X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(115,117), X(116,118), X(119,121),
+ X(120,122), X(123,125), X(124,126), X(127,129), X(128,130), X(131,133),
+ X(132,134), X(135,137), X(136,138), X(139,141), X(140,142), X(143,145),
+ X(144,146), X(147,149), X(148,150), X(151,153), X(152,154), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(2,129), X(4,131), X(6,133),
+ X(8,135), X(10,137), X(12,139), X(14,141), X(16,143), X(18,145), X(20,147),
+ X(22,149), X(24,151), X(26,153), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73),
+ X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89),
+ X(28,91), X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103),
+ X(42,105), X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117),
+ X(56,119), X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131),
+ X(70,133), X(72,135), X(74,137), X(76,139), X(78,141), X(80,143), X(82,145),
+ X(84,147), X(86,149), X(88,151), X(90,153), X(2,33), X(4,35), X(6,37), X(8,39),
+ X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55),
+ X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71),
+ X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87),
+ X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99), X(70,101),
+ X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113), X(84,115),
+ X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127), X(98,129),
+ X(100,131), X(102,133), X(104,135), X(106,137), X(108,139), X(110,141),
+ X(112,143), X(114,145), X(116,147), X(118,149), X(120,151), X(122,153),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63),
+ X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79),
+ X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95),
+ X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107), X(94,109),
+ X(96,111), X(98,113), X(100,115), X(102,117), X(104,119), X(106,121),
+ X(108,123), X(110,125), X(112,127), X(114,129), X(116,131), X(118,133),
+ X(120,135), X(122,137), X(124,139), X(126,141), X(128,143), X(130,145),
+ X(132,147), X(134,149), X(136,151), X(138,153), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(130,137), X(132,139), X(134,141), X(136,143),
+ X(138,145), X(140,147), X(142,149), X(144,151), X(146,153), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149),
+ X(148,151), X(150,153), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153)
+};
+S(156) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(63,127), X(64,128), X(65,129), X(66,130), X(67,131),
+ X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138),
+ X(75,139), X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145),
+ X(82,146), X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152),
+ X(89,153), X(90,154), X(91,155), X(92,156), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
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+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54),
+ X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70),
+ X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86),
+ X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(99,101),
+ X(100,102), X(103,105), X(104,106), X(107,109), X(108,110), X(111,113),
+ X(112,114), X(115,117), X(116,118), X(119,121), X(120,122), X(123,125),
+ X(124,126), X(127,129), X(128,130), X(131,133), X(132,134), X(135,137),
+ X(136,138), X(139,141), X(140,142), X(143,145), X(144,146), X(147,149),
+ X(148,150), X(151,153), X(152,154), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137),
+ X(12,139), X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151),
+ X(26,153), X(28,155), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75),
+ X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91),
+ X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105),
+ X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119),
+ X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133),
+ X(72,135), X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(84,147),
+ X(86,149), X(88,151), X(90,153), X(92,155), X(2,33), X(4,35), X(6,37), X(8,39),
+ X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55),
+ X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71),
+ X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87),
+ X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99), X(70,101),
+ X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113), X(84,115),
+ X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127), X(98,129),
+ X(100,131), X(102,133), X(104,135), X(106,137), X(108,139), X(110,141),
+ X(112,143), X(114,145), X(116,147), X(118,149), X(120,151), X(122,153),
+ X(124,155), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(104,111), X(106,113), X(108,115),
+ X(110,117), X(112,119), X(114,121), X(116,123), X(118,125), X(120,127),
+ X(122,129), X(124,131), X(126,133), X(128,135), X(130,137), X(132,139),
+ X(134,141), X(136,143), X(138,145), X(140,147), X(142,149), X(144,151),
+ X(146,153), X(148,155), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155)
+};
+S(158) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(65,129),
+ X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136),
+ X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143),
+ X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150),
+ X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157),
+ X(94,158), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39),
+ X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47),
+ X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55),
+ X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63),
+ X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102),
+ X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109),
+ X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116),
+ X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123),
+ X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(33,129), X(34,130),
+ X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136), X(41,137),
+ X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143), X(48,144),
+ X(49,145), X(50,146), X(51,147), X(52,148), X(53,149), X(54,150), X(55,151),
+ X(56,152), X(57,153), X(58,154), X(59,155), X(60,156), X(61,157), X(62,158),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(129,145), X(130,146),
+ X(131,147), X(132,148), X(133,149), X(134,150), X(135,151), X(136,152),
+ X(137,153), X(138,154), X(139,155), X(140,156), X(141,157), X(142,158),
+ X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134), X(23,135),
+ X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141), X(30,142),
+ X(31,143), X(32,144), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69),
+ X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77),
+ X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100),
+ X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107),
+ X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130),
+ X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137),
+ X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143), X(96,144),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(81,97), X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103),
+ X(88,104), X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110),
+ X(95,111), X(96,112), X(113,129), X(114,130), X(115,131), X(116,132),
+ X(117,133), X(118,134), X(119,135), X(120,136), X(121,137), X(122,138),
+ X(123,139), X(124,140), X(125,141), X(126,142), X(127,143), X(128,144), X(1,9),
+ X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25),
+ X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41),
+ X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57),
+ X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73),
+ X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89),
+ X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96),
+ X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(113,121), X(114,122), X(115,123), X(116,124),
+ X(117,125), X(118,126), X(119,127), X(120,128), X(129,137), X(130,138),
+ X(131,139), X(132,140), X(133,141), X(134,142), X(135,143), X(136,144),
+ X(145,153), X(146,154), X(147,155), X(148,156), X(149,157), X(150,158),
+ X(9,129), X(10,130), X(11,131), X(12,132), X(13,133), X(14,134), X(15,135),
+ X(16,136), X(25,145), X(26,146), X(27,147), X(28,148), X(29,149), X(30,150),
+ X(31,151), X(32,152), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100),
+ X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114), X(59,115),
+ X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129), X(74,130),
+ X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136), X(89,145),
+ X(90,146), X(91,147), X(92,148), X(93,149), X(94,150), X(95,151), X(96,152),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88),
+ X(73,97), X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103),
+ X(80,104), X(89,113), X(90,114), X(91,115), X(92,116), X(93,117), X(94,118),
+ X(95,119), X(96,120), X(105,129), X(106,130), X(107,131), X(108,132),
+ X(109,133), X(110,134), X(111,135), X(112,136), X(121,145), X(122,146),
+ X(123,147), X(124,148), X(125,149), X(126,150), X(127,151), X(128,152),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
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+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149),
+ X(148,151), X(150,153), X(152,155), X(154,157), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157)
+};
+S(160) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(1,65), X(2,66), X(3,67), X(4,68),
+ X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76),
+ X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84),
+ X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92),
+ X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134),
+ X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141),
+ X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148),
+ X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155),
+ X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98),
+ X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105),
+ X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112),
+ X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119),
+ X(88,120), X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126),
+ X(95,127), X(96,128), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133),
+ X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140),
+ X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147),
+ X(52,148), X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154),
+ X(59,155), X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(33,65),
+ X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73),
+ X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81),
+ X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89),
+ X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117),
+ X(102,118), X(103,119), X(104,120), X(105,121), X(106,122), X(107,123),
+ X(108,124), X(109,125), X(110,126), X(111,127), X(112,128), X(129,145),
+ X(130,146), X(131,147), X(132,148), X(133,149), X(134,150), X(135,151),
+ X(136,152), X(137,153), X(138,154), X(139,155), X(140,156), X(141,157),
+ X(142,158), X(143,159), X(144,160), X(17,129), X(18,130), X(19,131), X(20,132),
+ X(21,133), X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139),
+ X(28,140), X(29,141), X(30,142), X(31,143), X(32,144), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98),
+ X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105),
+ X(58,106), X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112),
+ X(81,129), X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135),
+ X(88,136), X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142),
+ X(95,143), X(96,144), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37),
+ X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45),
+ X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69),
+ X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77),
+ X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100),
+ X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107),
+ X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129), X(114,130),
+ X(115,131), X(116,132), X(117,133), X(118,134), X(119,135), X(120,136),
+ X(121,137), X(122,138), X(123,139), X(124,140), X(125,141), X(126,142),
+ X(127,143), X(128,144), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14),
+ X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30),
+ X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46),
+ X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62),
+ X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78),
+ X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94),
+ X(87,95), X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109),
+ X(102,110), X(103,111), X(104,112), X(113,121), X(114,122), X(115,123),
+ X(116,124), X(117,125), X(118,126), X(119,127), X(120,128), X(129,137),
+ X(130,138), X(131,139), X(132,140), X(133,141), X(134,142), X(135,143),
+ X(136,144), X(145,153), X(146,154), X(147,155), X(148,156), X(149,157),
+ X(150,158), X(151,159), X(152,160), X(9,129), X(10,130), X(11,131), X(12,132),
+ X(13,133), X(14,134), X(15,135), X(16,136), X(25,145), X(26,146), X(27,147),
+ X(28,148), X(29,149), X(30,150), X(31,151), X(32,152), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82),
+ X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98),
+ X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113),
+ X(58,114), X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120),
+ X(73,129), X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135),
+ X(80,136), X(89,145), X(90,146), X(91,147), X(92,148), X(93,149), X(94,150),
+ X(95,151), X(96,152), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37),
+ X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53),
+ X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69),
+ X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85),
+ X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100),
+ X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114), X(91,115),
+ X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129), X(106,130),
+ X(107,131), X(108,132), X(109,133), X(110,134), X(111,135), X(112,136),
+ X(121,145), X(122,146), X(123,147), X(124,148), X(125,149), X(126,150),
+ X(127,151), X(128,152), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21),
+ X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37),
+ X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53),
+ X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69),
+ X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85),
+ X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100),
+ X(93,101), X(94,102), X(95,103), X(96,104), X(105,113), X(106,114), X(107,115),
+ X(108,116), X(109,117), X(110,118), X(111,119), X(112,120), X(121,129),
+ X(122,130), X(123,131), X(124,132), X(125,133), X(126,134), X(127,135),
+ X(128,136), X(137,145), X(138,146), X(139,147), X(140,148), X(141,149),
+ X(142,150), X(143,151), X(144,152), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13),
+ X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29),
+ X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45),
+ X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61),
+ X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77),
+ X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93),
+ X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104),
+ X(105,109), X(106,110), X(107,111), X(108,112), X(113,117), X(114,118),
+ X(115,119), X(116,120), X(121,125), X(122,126), X(123,127), X(124,128),
+ X(129,133), X(130,134), X(131,135), X(132,136), X(137,141), X(138,142),
+ X(139,143), X(140,144), X(145,149), X(146,150), X(147,151), X(148,152),
+ X(153,157), X(154,158), X(155,159), X(156,160), X(5,129), X(6,130), X(7,131),
+ X(8,132), X(13,137), X(14,138), X(15,139), X(16,140), X(21,145), X(22,146),
+ X(23,147), X(24,148), X(29,153), X(30,154), X(31,155), X(32,156), X(5,65),
+ X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81),
+ X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(37,97),
+ X(38,98), X(39,99), X(40,100), X(45,105), X(46,106), X(47,107), X(48,108),
+ X(53,113), X(54,114), X(55,115), X(56,116), X(61,121), X(62,122), X(63,123),
+ X(64,124), X(69,129), X(70,130), X(71,131), X(72,132), X(77,137), X(78,138),
+ X(79,139), X(80,140), X(85,145), X(86,146), X(87,147), X(88,148), X(93,153),
+ X(94,154), X(95,155), X(96,156), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41),
+ X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57),
+ X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73),
+ X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89),
+ X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99), X(72,100),
+ X(77,105), X(78,106), X(79,107), X(80,108), X(85,113), X(86,114), X(87,115),
+ X(88,116), X(93,121), X(94,122), X(95,123), X(96,124), X(101,129), X(102,130),
+ X(103,131), X(104,132), X(109,137), X(110,138), X(111,139), X(112,140),
+ X(117,145), X(118,146), X(119,147), X(120,148), X(125,153), X(126,154),
+ X(127,155), X(128,156), X(5,17), X(6,18), X(7,19), X(8,20), X(13,25), X(14,26),
+ X(15,27), X(16,28), X(21,33), X(22,34), X(23,35), X(24,36), X(29,41), X(30,42),
+ X(31,43), X(32,44), X(37,49), X(38,50), X(39,51), X(40,52), X(45,57), X(46,58),
+ X(47,59), X(48,60), X(53,65), X(54,66), X(55,67), X(56,68), X(61,73), X(62,74),
+ X(63,75), X(64,76), X(69,81), X(70,82), X(71,83), X(72,84), X(77,89), X(78,90),
+ X(79,91), X(80,92), X(85,97), X(86,98), X(87,99), X(88,100), X(93,105),
+ X(94,106), X(95,107), X(96,108), X(101,113), X(102,114), X(103,115),
+ X(104,116), X(109,121), X(110,122), X(111,123), X(112,124), X(117,129),
+ X(118,130), X(119,131), X(120,132), X(125,137), X(126,138), X(127,139),
+ X(128,140), X(133,145), X(134,146), X(135,147), X(136,148), X(141,153),
+ X(142,154), X(143,155), X(144,156), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92),
+ X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106), X(103,107),
+ X(104,108), X(109,113), X(110,114), X(111,115), X(112,116), X(117,121),
+ X(118,122), X(119,123), X(120,124), X(125,129), X(126,130), X(127,131),
+ X(128,132), X(133,137), X(134,138), X(135,139), X(136,140), X(141,145),
+ X(142,146), X(143,147), X(144,148), X(149,153), X(150,154), X(151,155),
+ X(152,156), X(1,3), X(2,4), X(5,7), X(6,8), X(9,11), X(10,12), X(13,15),
+ X(14,16), X(17,19), X(18,20), X(21,23), X(22,24), X(25,27), X(26,28), X(29,31),
+ X(30,32), X(33,35), X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47),
+ X(46,48), X(49,51), X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63),
+ X(62,64), X(65,67), X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79),
+ X(78,80), X(81,83), X(82,84), X(85,87), X(86,88), X(89,91), X(90,92), X(93,95),
+ X(94,96), X(97,99), X(98,100), X(101,103), X(102,104), X(105,107), X(106,108),
+ X(109,111), X(110,112), X(113,115), X(114,116), X(117,119), X(118,120),
+ X(121,123), X(122,124), X(125,127), X(126,128), X(129,131), X(130,132),
+ X(133,135), X(134,136), X(137,139), X(138,140), X(141,143), X(142,144),
+ X(145,147), X(146,148), X(149,151), X(150,152), X(153,155), X(154,156),
+ X(157,159), X(158,160), X(3,129), X(4,130), X(7,133), X(8,134), X(11,137),
+ X(12,138), X(15,141), X(16,142), X(19,145), X(20,146), X(23,149), X(24,150),
+ X(27,153), X(28,154), X(31,157), X(32,158), X(3,65), X(4,66), X(7,69), X(8,70),
+ X(11,73), X(12,74), X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86),
+ X(27,89), X(28,90), X(31,93), X(32,94), X(35,97), X(36,98), X(39,101),
+ X(40,102), X(43,105), X(44,106), X(47,109), X(48,110), X(51,113), X(52,114),
+ X(55,117), X(56,118), X(59,121), X(60,122), X(63,125), X(64,126), X(67,129),
+ X(68,130), X(71,133), X(72,134), X(75,137), X(76,138), X(79,141), X(80,142),
+ X(83,145), X(84,146), X(87,149), X(88,150), X(91,153), X(92,154), X(95,157),
+ X(96,158), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45),
+ X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61),
+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(83,113), X(84,114), X(87,117), X(88,118), X(91,121),
+ X(92,122), X(95,125), X(96,126), X(99,129), X(100,130), X(103,133), X(104,134),
+ X(107,137), X(108,138), X(111,141), X(112,142), X(115,145), X(116,146),
+ X(119,149), X(120,150), X(123,153), X(124,154), X(127,157), X(128,158),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46),
+ X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62),
+ X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78),
+ X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94),
+ X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106), X(95,109),
+ X(96,110), X(99,113), X(100,114), X(103,117), X(104,118), X(107,121),
+ X(108,122), X(111,125), X(112,126), X(115,129), X(116,130), X(119,133),
+ X(120,134), X(123,137), X(124,138), X(127,141), X(128,142), X(131,145),
+ X(132,146), X(135,149), X(136,150), X(139,153), X(140,154), X(143,157),
+ X(144,158), X(3,9), X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21),
+ X(16,22), X(19,25), X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37),
+ X(32,38), X(35,41), X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53),
+ X(48,54), X(51,57), X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69),
+ X(64,70), X(67,73), X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85),
+ X(80,86), X(83,89), X(84,90), X(87,93), X(88,94), X(91,97), X(92,98),
+ X(95,101), X(96,102), X(99,105), X(100,106), X(103,109), X(104,110),
+ X(107,113), X(108,114), X(111,117), X(112,118), X(115,121), X(116,122),
+ X(119,125), X(120,126), X(123,129), X(124,130), X(127,133), X(128,134),
+ X(131,137), X(132,138), X(135,141), X(136,142), X(139,145), X(140,146),
+ X(143,149), X(144,150), X(147,153), X(148,154), X(151,157), X(152,158), X(3,5),
+ X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21),
+ X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37),
+ X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53),
+ X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69),
+ X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85),
+ X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98),
+ X(99,101), X(100,102), X(103,105), X(104,106), X(107,109), X(108,110),
+ X(111,113), X(112,114), X(115,117), X(116,118), X(119,121), X(120,122),
+ X(123,125), X(124,126), X(127,129), X(128,130), X(131,133), X(132,134),
+ X(135,137), X(136,138), X(139,141), X(140,142), X(143,145), X(144,146),
+ X(147,149), X(148,150), X(151,153), X(152,154), X(155,157), X(156,158), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137), X(12,139),
+ X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151), X(26,153),
+ X(28,155), X(30,157), X(32,159), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73),
+ X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89),
+ X(28,91), X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103),
+ X(42,105), X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117),
+ X(56,119), X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131),
+ X(70,133), X(72,135), X(74,137), X(76,139), X(78,141), X(80,143), X(82,145),
+ X(84,147), X(86,149), X(88,151), X(90,153), X(92,155), X(94,157), X(96,159),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79),
+ X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95),
+ X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(78,109),
+ X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121), X(92,123),
+ X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63),
+ X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79),
+ X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95),
+ X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107), X(94,109),
+ X(96,111), X(98,113), X(100,115), X(102,117), X(104,119), X(106,121),
+ X(108,123), X(110,125), X(112,127), X(114,129), X(116,131), X(118,133),
+ X(120,135), X(122,137), X(124,139), X(126,141), X(128,143), X(130,145),
+ X(132,147), X(134,149), X(136,151), X(138,153), X(140,155), X(142,157),
+ X(144,159), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53),
+ X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69),
+ X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85),
+ X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159)
+};
+S(162) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(1,65),
+ X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73),
+ X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81),
+ X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89),
+ X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97),
+ X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104),
+ X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111),
+ X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118),
+ X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125),
+ X(62,126), X(63,127), X(64,128), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153),
+ X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160),
+ X(97,161), X(98,162), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161),
+ X(130,162), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(33,65), X(34,66),
+ X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74),
+ X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82),
+ X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90),
+ X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(97,129),
+ X(98,130), X(99,131), X(100,132), X(101,133), X(102,134), X(103,135),
+ X(104,136), X(105,137), X(106,138), X(107,139), X(108,140), X(109,141),
+ X(110,142), X(111,143), X(112,144), X(113,145), X(114,146), X(115,147),
+ X(116,148), X(117,149), X(118,150), X(119,151), X(120,152), X(121,153),
+ X(122,154), X(123,155), X(124,156), X(125,157), X(126,158), X(127,159),
+ X(128,160), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23),
+ X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31),
+ X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55),
+ X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63),
+ X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87),
+ X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95),
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+ X(119,121), X(120,122), X(123,125), X(124,126), X(127,129), X(128,130),
+ X(131,133), X(132,134), X(135,137), X(136,138), X(139,141), X(140,142),
+ X(143,145), X(144,146), X(147,149), X(148,150), X(151,153), X(152,154),
+ X(155,157), X(156,158), X(159,161), X(160,162), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(2,129), X(4,131), X(6,133), X(8,135), X(10,137), X(12,139), X(14,141),
+ X(16,143), X(18,145), X(20,147), X(22,149), X(24,151), X(26,153), X(28,155),
+ X(30,157), X(32,159), X(34,161), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73),
+ X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89),
+ X(28,91), X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103),
+ X(42,105), X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117),
+ X(56,119), X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131),
+ X(70,133), X(72,135), X(74,137), X(76,139), X(78,141), X(80,143), X(82,145),
+ X(84,147), X(86,149), X(88,151), X(90,153), X(92,155), X(94,157), X(96,159),
+ X(98,161), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107),
+ X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121),
+ X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(154,157),
+ X(156,159), X(158,161), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161)
+};
+S(164) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71),
+ X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79),
+ X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87),
+ X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95),
+ X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102),
+ X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109),
+ X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116),
+ X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123),
+ X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(65,129), X(66,130),
+ X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(73,137),
+ X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143), X(80,144),
+ X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150), X(87,151),
+ X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157), X(94,158),
+ X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164), X(1,33),
+ X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41),
+ X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49),
+ X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57),
+ X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97),
+ X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104),
+ X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111),
+ X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118),
+ X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124), X(93,125),
+ X(94,126), X(95,127), X(96,128), X(129,161), X(130,162), X(131,163),
+ X(132,164), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(33,65), X(34,66),
+ X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74),
+ X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82),
+ X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90),
+ X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(97,129),
+ X(98,130), X(99,131), X(100,132), X(101,133), X(102,134), X(103,135),
+ X(104,136), X(105,137), X(106,138), X(107,139), X(108,140), X(109,141),
+ X(110,142), X(111,143), X(112,144), X(113,145), X(114,146), X(115,147),
+ X(116,148), X(117,149), X(118,150), X(119,151), X(120,152), X(121,153),
+ X(122,154), X(123,155), X(124,156), X(125,157), X(126,158), X(127,159),
+ X(128,160), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23),
+ X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31),
+ X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55),
+ X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63),
+ X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87),
+ X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95),
+ X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(129,145), X(130,146),
+ X(131,147), X(132,148), X(133,149), X(134,150), X(135,151), X(136,152),
+ X(137,153), X(138,154), X(139,155), X(140,156), X(141,157), X(142,158),
+ X(143,159), X(144,160), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133),
+ X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140),
+ X(29,141), X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163),
+ X(52,164), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(53,101),
+ X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107), X(60,108),
+ X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130), X(83,131),
+ X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137), X(90,138),
+ X(91,139), X(92,140), X(93,141), X(94,142), X(95,143), X(96,144), X(113,161),
+ X(114,162), X(115,163), X(116,164), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68),
+ X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76),
+ X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129),
+ X(114,130), X(115,131), X(116,132), X(117,133), X(118,134), X(119,135),
+ X(120,136), X(121,137), X(122,138), X(123,139), X(124,140), X(125,141),
+ X(126,142), X(127,143), X(128,144), X(145,161), X(146,162), X(147,163),
+ X(148,164), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15),
+ X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31),
+ X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47),
+ X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63),
+ X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79),
+ X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95),
+ X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(113,121), X(114,122), X(115,123), X(116,124),
+ X(117,125), X(118,126), X(119,127), X(120,128), X(129,137), X(130,138),
+ X(131,139), X(132,140), X(133,141), X(134,142), X(135,143), X(136,144),
+ X(145,153), X(146,154), X(147,155), X(148,156), X(149,157), X(150,158),
+ X(151,159), X(152,160), X(9,129), X(10,130), X(11,131), X(12,132), X(13,133),
+ X(14,134), X(15,135), X(16,136), X(25,145), X(26,146), X(27,147), X(28,148),
+ X(29,149), X(30,150), X(31,151), X(32,152), X(41,161), X(42,162), X(43,163),
+ X(44,164), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71),
+ X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87),
+ X(32,88), X(41,97), X(42,98), X(43,99), X(44,100), X(45,101), X(46,102),
+ X(47,103), X(48,104), X(57,113), X(58,114), X(59,115), X(60,116), X(61,117),
+ X(62,118), X(63,119), X(64,120), X(73,129), X(74,130), X(75,131), X(76,132),
+ X(77,133), X(78,134), X(79,135), X(80,136), X(89,145), X(90,146), X(91,147),
+ X(92,148), X(93,149), X(94,150), X(95,151), X(96,152), X(105,161), X(106,162),
+ X(107,163), X(108,164), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37),
+ X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53),
+ X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69),
+ X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85),
+ X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100),
+ X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114), X(91,115),
+ X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129), X(106,130),
+ X(107,131), X(108,132), X(109,133), X(110,134), X(111,135), X(112,136),
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+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(130,137), X(132,139), X(134,141), X(136,143),
+ X(138,145), X(140,147), X(142,149), X(144,151), X(146,153), X(148,155),
+ X(150,157), X(152,159), X(154,161), X(156,163), X(2,5), X(4,7), X(6,9),
+ X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25),
+ X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41),
+ X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57),
+ X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73),
+ X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89),
+ X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101), X(100,103),
+ X(102,105), X(104,107), X(106,109), X(108,111), X(110,113), X(112,115),
+ X(114,117), X(116,119), X(118,121), X(120,123), X(122,125), X(124,127),
+ X(126,129), X(128,131), X(130,133), X(132,135), X(134,137), X(136,139),
+ X(138,141), X(140,143), X(142,145), X(144,147), X(146,149), X(148,151),
+ X(150,153), X(152,155), X(154,157), X(156,159), X(158,161), X(160,163), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163)
+};
+S(166) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69),
+ X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77),
+ X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85),
+ X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93),
+ X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100),
+ X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107),
+ X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114),
+ X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121),
+ X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128),
+ X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135),
+ X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142),
+ X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149),
+ X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156),
+ X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163),
+ X(100,164), X(101,165), X(102,166), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(33,65), X(34,66),
+ X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74),
+ X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82),
+ X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90),
+ X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(97,129),
+ X(98,130), X(99,131), X(100,132), X(101,133), X(102,134), X(103,135),
+ X(104,136), X(105,137), X(106,138), X(107,139), X(108,140), X(109,141),
+ X(110,142), X(111,143), X(112,144), X(113,145), X(114,146), X(115,147),
+ X(116,148), X(117,149), X(118,150), X(119,151), X(120,152), X(121,153),
+ X(122,154), X(123,155), X(124,156), X(125,157), X(126,158), X(127,159),
+ X(128,160), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23),
+ X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31),
+ X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55),
+ X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63),
+ X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87),
+ X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95),
+ X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(129,145), X(130,146),
+ X(131,147), X(132,148), X(133,149), X(134,150), X(135,151), X(136,152),
+ X(137,153), X(138,154), X(139,155), X(140,156), X(141,157), X(142,158),
+ X(143,159), X(144,160), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133),
+ X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140),
+ X(29,141), X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163),
+ X(52,164), X(53,165), X(54,166), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143),
+ X(96,144), X(113,161), X(114,162), X(115,163), X(116,164), X(117,165),
+ X(118,166), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46),
+ X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70),
+ X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78),
+ X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100), X(85,101),
+ X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107), X(92,108),
+ X(93,109), X(94,110), X(95,111), X(96,112), X(113,129), X(114,130), X(115,131),
+ X(116,132), X(117,133), X(118,134), X(119,135), X(120,136), X(121,137),
+ X(122,138), X(123,139), X(124,140), X(125,141), X(126,142), X(127,143),
+ X(128,144), X(145,161), X(146,162), X(147,163), X(148,164), X(149,165),
+ X(150,166), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15),
+ X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31),
+ X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47),
+ X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63),
+ X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79),
+ X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95),
+ X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(113,121), X(114,122), X(115,123), X(116,124),
+ X(117,125), X(118,126), X(119,127), X(120,128), X(129,137), X(130,138),
+ X(131,139), X(132,140), X(133,141), X(134,142), X(135,143), X(136,144),
+ X(145,153), X(146,154), X(147,155), X(148,156), X(149,157), X(150,158),
+ X(151,159), X(152,160), X(9,129), X(10,130), X(11,131), X(12,132), X(13,133),
+ X(14,134), X(15,135), X(16,136), X(25,145), X(26,146), X(27,147), X(28,148),
+ X(29,149), X(30,150), X(31,151), X(32,152), X(41,161), X(42,162), X(43,163),
+ X(44,164), X(45,165), X(46,166), X(9,65), X(10,66), X(11,67), X(12,68),
+ X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84),
+ X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99),
+ X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114),
+ X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129),
+ X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136),
+ X(89,145), X(90,146), X(91,147), X(92,148), X(93,149), X(94,150), X(95,151),
+ X(96,152), X(105,161), X(106,162), X(107,163), X(108,164), X(109,165),
+ X(110,166), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38),
+ X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54),
+ X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70),
+ X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86),
+ X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100), X(77,101),
+ X(78,102), X(79,103), X(80,104), X(89,113), X(90,114), X(91,115), X(92,116),
+ X(93,117), X(94,118), X(95,119), X(96,120), X(105,129), X(106,130), X(107,131),
+ X(108,132), X(109,133), X(110,134), X(111,135), X(112,136), X(121,145),
+ X(122,146), X(123,147), X(124,148), X(125,149), X(126,150), X(127,151),
+ X(128,152), X(137,161), X(138,162), X(139,163), X(140,164), X(141,165),
+ X(142,166), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22),
+ X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38),
+ X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54),
+ X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70),
+ X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86),
+ X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100), X(93,101),
+ X(94,102), X(95,103), X(96,104), X(105,113), X(106,114), X(107,115),
+ X(108,116), X(109,117), X(110,118), X(111,119), X(112,120), X(121,129),
+ X(122,130), X(123,131), X(124,132), X(125,133), X(126,134), X(127,135),
+ X(128,136), X(137,145), X(138,146), X(139,147), X(140,148), X(141,149),
+ X(142,150), X(143,151), X(144,152), X(153,161), X(154,162), X(155,163),
+ X(156,164), X(157,165), X(158,166), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13),
+ X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29),
+ X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45),
+ X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61),
+ X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77),
+ X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93),
+ X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104),
+ X(105,109), X(106,110), X(107,111), X(108,112), X(113,117), X(114,118),
+ X(115,119), X(116,120), X(121,125), X(122,126), X(123,127), X(124,128),
+ X(129,133), X(130,134), X(131,135), X(132,136), X(137,141), X(138,142),
+ X(139,143), X(140,144), X(145,149), X(146,150), X(147,151), X(148,152),
+ X(153,157), X(154,158), X(155,159), X(156,160), X(161,165), X(162,166),
+ X(5,129), X(6,130), X(7,131), X(8,132), X(13,137), X(14,138), X(15,139),
+ X(16,140), X(21,145), X(22,146), X(23,147), X(24,148), X(29,153), X(30,154),
+ X(31,155), X(32,156), X(37,161), X(38,162), X(39,163), X(40,164), X(5,65),
+ X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76), X(21,81),
+ X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92), X(37,97),
+ X(38,98), X(39,99), X(40,100), X(45,105), X(46,106), X(47,107), X(48,108),
+ X(53,113), X(54,114), X(55,115), X(56,116), X(61,121), X(62,122), X(63,123),
+ X(64,124), X(69,129), X(70,130), X(71,131), X(72,132), X(77,137), X(78,138),
+ X(79,139), X(80,140), X(85,145), X(86,146), X(87,147), X(88,148), X(93,153),
+ X(94,154), X(95,155), X(96,156), X(101,161), X(102,162), X(103,163),
+ X(104,164), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42), X(15,43),
+ X(16,44), X(21,49), X(22,50), X(23,51), X(24,52), X(29,57), X(30,58), X(31,59),
+ X(32,60), X(37,65), X(38,66), X(39,67), X(40,68), X(45,73), X(46,74), X(47,75),
+ X(48,76), X(53,81), X(54,82), X(55,83), X(56,84), X(61,89), X(62,90), X(63,91),
+ X(64,92), X(69,97), X(70,98), X(71,99), X(72,100), X(77,105), X(78,106),
+ X(79,107), X(80,108), X(85,113), X(86,114), X(87,115), X(88,116), X(93,121),
+ X(94,122), X(95,123), X(96,124), X(101,129), X(102,130), X(103,131),
+ X(104,132), X(109,137), X(110,138), X(111,139), X(112,140), X(117,145),
+ X(118,146), X(119,147), X(120,148), X(125,153), X(126,154), X(127,155),
+ X(128,156), X(133,161), X(134,162), X(135,163), X(136,164), X(5,17), X(6,18),
+ X(7,19), X(8,20), X(13,25), X(14,26), X(15,27), X(16,28), X(21,33), X(22,34),
+ X(23,35), X(24,36), X(29,41), X(30,42), X(31,43), X(32,44), X(37,49), X(38,50),
+ X(39,51), X(40,52), X(45,57), X(46,58), X(47,59), X(48,60), X(53,65), X(54,66),
+ X(55,67), X(56,68), X(61,73), X(62,74), X(63,75), X(64,76), X(69,81), X(70,82),
+ X(71,83), X(72,84), X(77,89), X(78,90), X(79,91), X(80,92), X(85,97), X(86,98),
+ X(87,99), X(88,100), X(93,105), X(94,106), X(95,107), X(96,108), X(101,113),
+ X(102,114), X(103,115), X(104,116), X(109,121), X(110,122), X(111,123),
+ X(112,124), X(117,129), X(118,130), X(119,131), X(120,132), X(125,137),
+ X(126,138), X(127,139), X(128,140), X(133,145), X(134,146), X(135,147),
+ X(136,148), X(141,153), X(142,154), X(143,155), X(144,156), X(149,161),
+ X(150,162), X(151,163), X(152,164), X(5,9), X(6,10), X(7,11), X(8,12),
+ X(13,17), X(14,18), X(15,19), X(16,20), X(21,25), X(22,26), X(23,27), X(24,28),
+ X(29,33), X(30,34), X(31,35), X(32,36), X(37,41), X(38,42), X(39,43), X(40,44),
+ X(45,49), X(46,50), X(47,51), X(48,52), X(53,57), X(54,58), X(55,59), X(56,60),
+ X(61,65), X(62,66), X(63,67), X(64,68), X(69,73), X(70,74), X(71,75), X(72,76),
+ X(77,81), X(78,82), X(79,83), X(80,84), X(85,89), X(86,90), X(87,91), X(88,92),
+ X(93,97), X(94,98), X(95,99), X(96,100), X(101,105), X(102,106), X(103,107),
+ X(104,108), X(109,113), X(110,114), X(111,115), X(112,116), X(117,121),
+ X(118,122), X(119,123), X(120,124), X(125,129), X(126,130), X(127,131),
+ X(128,132), X(133,137), X(134,138), X(135,139), X(136,140), X(141,145),
+ X(142,146), X(143,147), X(144,148), X(149,153), X(150,154), X(151,155),
+ X(152,156), X(157,161), X(158,162), X(159,163), X(160,164), X(1,3), X(2,4),
+ X(5,7), X(6,8), X(9,11), X(10,12), X(13,15), X(14,16), X(17,19), X(18,20),
+ X(21,23), X(22,24), X(25,27), X(26,28), X(29,31), X(30,32), X(33,35), X(34,36),
+ X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48), X(49,51), X(50,52),
+ X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64), X(65,67), X(66,68),
+ X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80), X(81,83), X(82,84),
+ X(85,87), X(86,88), X(89,91), X(90,92), X(93,95), X(94,96), X(97,99),
+ X(98,100), X(101,103), X(102,104), X(105,107), X(106,108), X(109,111),
+ X(110,112), X(113,115), X(114,116), X(117,119), X(118,120), X(121,123),
+ X(122,124), X(125,127), X(126,128), X(129,131), X(130,132), X(133,135),
+ X(134,136), X(137,139), X(138,140), X(141,143), X(142,144), X(145,147),
+ X(146,148), X(149,151), X(150,152), X(153,155), X(154,156), X(157,159),
+ X(158,160), X(161,163), X(162,164), X(3,129), X(4,130), X(7,133), X(8,134),
+ X(11,137), X(12,138), X(15,141), X(16,142), X(19,145), X(20,146), X(23,149),
+ X(24,150), X(27,153), X(28,154), X(31,157), X(32,158), X(35,161), X(36,162),
+ X(39,165), X(40,166), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74),
+ X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90),
+ X(31,93), X(32,94), X(35,97), X(36,98), X(39,101), X(40,102), X(43,105),
+ X(44,106), X(47,109), X(48,110), X(51,113), X(52,114), X(55,117), X(56,118),
+ X(59,121), X(60,122), X(63,125), X(64,126), X(67,129), X(68,130), X(71,133),
+ X(72,134), X(75,137), X(76,138), X(79,141), X(80,142), X(83,145), X(84,146),
+ X(87,149), X(88,150), X(91,153), X(92,154), X(95,157), X(96,158), X(99,161),
+ X(100,162), X(103,165), X(104,166), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70),
+ X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86),
+ X(59,89), X(60,90), X(63,93), X(64,94), X(67,97), X(68,98), X(71,101),
+ X(72,102), X(75,105), X(76,106), X(79,109), X(80,110), X(83,113), X(84,114),
+ X(87,117), X(88,118), X(91,121), X(92,122), X(95,125), X(96,126), X(99,129),
+ X(100,130), X(103,133), X(104,134), X(107,137), X(108,138), X(111,141),
+ X(112,142), X(115,145), X(116,146), X(119,149), X(120,150), X(123,153),
+ X(124,154), X(127,157), X(128,158), X(131,161), X(132,162), X(135,165),
+ X(136,166), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29),
+ X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45),
+ X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61),
+ X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77),
+ X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93),
+ X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106),
+ X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130),
+ X(119,133), X(120,134), X(123,137), X(124,138), X(127,141), X(128,142),
+ X(131,145), X(132,146), X(135,149), X(136,150), X(139,153), X(140,154),
+ X(143,157), X(144,158), X(147,161), X(148,162), X(151,165), X(152,166), X(3,9),
+ X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25),
+ X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41),
+ X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57),
+ X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73),
+ X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89),
+ X(84,90), X(87,93), X(88,94), X(91,97), X(92,98), X(95,101), X(96,102),
+ X(99,105), X(100,106), X(103,109), X(104,110), X(107,113), X(108,114),
+ X(111,117), X(112,118), X(115,121), X(116,122), X(119,125), X(120,126),
+ X(123,129), X(124,130), X(127,133), X(128,134), X(131,137), X(132,138),
+ X(135,141), X(136,142), X(139,145), X(140,146), X(143,149), X(144,150),
+ X(147,153), X(148,154), X(151,157), X(152,158), X(155,161), X(156,162),
+ X(159,165), X(160,166), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94),
+ X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(115,117), X(116,118), X(119,121),
+ X(120,122), X(123,125), X(124,126), X(127,129), X(128,130), X(131,133),
+ X(132,134), X(135,137), X(136,138), X(139,141), X(140,142), X(143,145),
+ X(144,146), X(147,149), X(148,150), X(151,153), X(152,154), X(155,157),
+ X(156,158), X(159,161), X(160,162), X(163,165), X(164,166), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(2,129), X(4,131), X(6,133),
+ X(8,135), X(10,137), X(12,139), X(14,141), X(16,143), X(18,145), X(20,147),
+ X(22,149), X(24,151), X(26,153), X(28,155), X(30,157), X(32,159), X(34,161),
+ X(36,163), X(38,165), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75),
+ X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91),
+ X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105),
+ X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119),
+ X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133),
+ X(72,135), X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(84,147),
+ X(86,149), X(88,151), X(90,153), X(92,155), X(94,157), X(96,159), X(98,161),
+ X(100,163), X(102,165), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119),
+ X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133),
+ X(104,135), X(106,137), X(108,139), X(110,141), X(112,143), X(114,145),
+ X(116,147), X(118,149), X(120,151), X(122,153), X(124,155), X(126,157),
+ X(128,159), X(130,161), X(132,163), X(134,165), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159),
+ X(154,161), X(156,163), X(158,165), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(128,131),
+ X(130,133), X(132,135), X(134,137), X(136,139), X(138,141), X(140,143),
+ X(142,145), X(144,147), X(146,149), X(148,151), X(150,153), X(152,155),
+ X(154,157), X(156,159), X(158,161), X(160,163), X(162,165), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165)
+};
+S(168) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(1,65), X(2,66),
+ X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74),
+ X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82),
+ X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90),
+ X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98),
+ X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105),
+ X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112),
+ X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119),
+ X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126),
+ X(63,127), X(64,128), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133),
+ X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140),
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+ X(40,102), X(43,105), X(44,106), X(47,109), X(48,110), X(51,113), X(52,114),
+ X(55,117), X(56,118), X(59,121), X(60,122), X(63,125), X(64,126), X(67,129),
+ X(68,130), X(71,133), X(72,134), X(75,137), X(76,138), X(79,141), X(80,142),
+ X(83,145), X(84,146), X(87,149), X(88,150), X(91,153), X(92,154), X(95,157),
+ X(96,158), X(99,161), X(100,162), X(103,165), X(104,166), X(3,33), X(4,34),
+ X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50),
+ X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66),
+ X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82),
+ X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94), X(67,97), X(68,98),
+ X(71,101), X(72,102), X(75,105), X(76,106), X(79,109), X(80,110), X(83,113),
+ X(84,114), X(87,117), X(88,118), X(91,121), X(92,122), X(95,125), X(96,126),
+ X(99,129), X(100,130), X(103,133), X(104,134), X(107,137), X(108,138),
+ X(111,141), X(112,142), X(115,145), X(116,146), X(119,149), X(120,150),
+ X(123,153), X(124,154), X(127,157), X(128,158), X(131,161), X(132,162),
+ X(135,165), X(136,166), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90),
+ X(79,93), X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105),
+ X(92,106), X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130),
+ X(119,133), X(120,134), X(123,137), X(124,138), X(127,141), X(128,142),
+ X(131,145), X(132,146), X(135,149), X(136,150), X(139,153), X(140,154),
+ X(143,157), X(144,158), X(147,161), X(148,162), X(151,165), X(152,166), X(3,9),
+ X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25),
+ X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41),
+ X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57),
+ X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73),
+ X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89),
+ X(84,90), X(87,93), X(88,94), X(91,97), X(92,98), X(95,101), X(96,102),
+ X(99,105), X(100,106), X(103,109), X(104,110), X(107,113), X(108,114),
+ X(111,117), X(112,118), X(115,121), X(116,122), X(119,125), X(120,126),
+ X(123,129), X(124,130), X(127,133), X(128,134), X(131,137), X(132,138),
+ X(135,141), X(136,142), X(139,145), X(140,146), X(143,149), X(144,150),
+ X(147,153), X(148,154), X(151,157), X(152,158), X(155,161), X(156,162),
+ X(159,165), X(160,166), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94),
+ X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(115,117), X(116,118), X(119,121),
+ X(120,122), X(123,125), X(124,126), X(127,129), X(128,130), X(131,133),
+ X(132,134), X(135,137), X(136,138), X(139,141), X(140,142), X(143,145),
+ X(144,146), X(147,149), X(148,150), X(151,153), X(152,154), X(155,157),
+ X(156,158), X(159,161), X(160,162), X(163,165), X(164,166), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(2,129), X(4,131),
+ X(6,133), X(8,135), X(10,137), X(12,139), X(14,141), X(16,143), X(18,145),
+ X(20,147), X(22,149), X(24,151), X(26,153), X(28,155), X(30,157), X(32,159),
+ X(34,161), X(36,163), X(38,165), X(40,167), X(2,65), X(4,67), X(6,69), X(8,71),
+ X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87),
+ X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99), X(38,101),
+ X(40,103), X(42,105), X(44,107), X(46,109), X(48,111), X(50,113), X(52,115),
+ X(54,117), X(56,119), X(58,121), X(60,123), X(62,125), X(64,127), X(66,129),
+ X(68,131), X(70,133), X(72,135), X(74,137), X(76,139), X(78,141), X(80,143),
+ X(82,145), X(84,147), X(86,149), X(88,151), X(90,153), X(92,155), X(94,157),
+ X(96,159), X(98,161), X(100,163), X(102,165), X(104,167), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83),
+ X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99),
+ X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113),
+ X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127),
+ X(98,129), X(100,131), X(102,133), X(104,135), X(106,137), X(108,139),
+ X(110,141), X(112,143), X(114,145), X(116,147), X(118,149), X(120,151),
+ X(122,153), X(124,155), X(126,157), X(128,159), X(130,161), X(132,163),
+ X(134,165), X(136,167), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27),
+ X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43),
+ X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59),
+ X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75),
+ X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91),
+ X(78,93), X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105),
+ X(92,107), X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(104,111), X(106,113), X(108,115),
+ X(110,117), X(112,119), X(114,121), X(116,123), X(118,125), X(120,127),
+ X(122,129), X(124,131), X(126,133), X(128,135), X(130,137), X(132,139),
+ X(134,141), X(136,143), X(138,145), X(140,147), X(142,149), X(144,151),
+ X(146,153), X(148,155), X(150,157), X(152,159), X(154,161), X(156,163),
+ X(158,165), X(160,167), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(154,157),
+ X(156,159), X(158,161), X(160,163), X(162,165), X(164,167), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167)
+};
+S(170) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(63,127), X(64,128), X(65,129), X(66,130), X(67,131),
+ X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138),
+ X(75,139), X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145),
+ X(82,146), X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152),
+ X(89,153), X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159),
+ X(96,160), X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(1,33), X(2,34), X(3,35),
+ X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43),
+ X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51),
+ X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59),
+ X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(33,129),
+ X(34,130), X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136),
+ X(41,137), X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143),
+ X(48,144), X(49,145), X(50,146), X(51,147), X(52,148), X(53,149), X(54,150),
+ X(55,151), X(56,152), X(57,153), X(58,154), X(59,155), X(60,156), X(61,157),
+ X(62,158), X(63,159), X(64,160), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131),
+ X(100,132), X(101,133), X(102,134), X(103,135), X(104,136), X(105,137),
+ X(106,138), X(107,139), X(108,140), X(109,141), X(110,142), X(111,143),
+ X(112,144), X(113,145), X(114,146), X(115,147), X(116,148), X(117,149),
+ X(118,150), X(119,151), X(120,152), X(121,153), X(122,154), X(123,155),
+ X(124,156), X(125,157), X(126,158), X(127,159), X(128,160), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50),
+ X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58),
+ X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82),
+ X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90),
+ X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113),
+ X(98,114), X(99,115), X(100,116), X(101,117), X(102,118), X(103,119),
+ X(104,120), X(105,121), X(106,122), X(107,123), X(108,124), X(109,125),
+ X(110,126), X(111,127), X(112,128), X(129,145), X(130,146), X(131,147),
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+ X(131,137), X(132,138), X(135,141), X(136,142), X(139,145), X(140,146),
+ X(143,149), X(144,150), X(147,153), X(148,154), X(151,157), X(152,158),
+ X(155,161), X(156,162), X(159,165), X(160,166), X(163,169), X(164,170), X(3,5),
+ X(4,6), X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21),
+ X(20,22), X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37),
+ X(36,38), X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53),
+ X(52,54), X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69),
+ X(68,70), X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85),
+ X(84,86), X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98),
+ X(99,101), X(100,102), X(103,105), X(104,106), X(107,109), X(108,110),
+ X(111,113), X(112,114), X(115,117), X(116,118), X(119,121), X(120,122),
+ X(123,125), X(124,126), X(127,129), X(128,130), X(131,133), X(132,134),
+ X(135,137), X(136,138), X(139,141), X(140,142), X(143,145), X(144,146),
+ X(147,149), X(148,150), X(151,153), X(152,154), X(155,157), X(156,158),
+ X(159,161), X(160,162), X(163,165), X(164,166), X(167,169), X(168,170), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(2,129), X(4,131), X(6,133), X(8,135), X(10,137), X(12,139), X(14,141),
+ X(16,143), X(18,145), X(20,147), X(22,149), X(24,151), X(26,153), X(28,155),
+ X(30,157), X(32,159), X(34,161), X(36,163), X(38,165), X(40,167), X(42,169),
+ X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79),
+ X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95),
+ X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109),
+ X(48,111), X(50,113), X(52,115), X(54,117), X(56,119), X(58,121), X(60,123),
+ X(62,125), X(64,127), X(66,129), X(68,131), X(70,133), X(72,135), X(74,137),
+ X(76,139), X(78,141), X(80,143), X(82,145), X(84,147), X(86,149), X(88,151),
+ X(90,153), X(92,155), X(94,157), X(96,159), X(98,161), X(100,163), X(102,165),
+ X(104,167), X(106,169), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119),
+ X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133),
+ X(104,135), X(106,137), X(108,139), X(110,141), X(112,143), X(114,145),
+ X(116,147), X(118,149), X(120,151), X(122,153), X(124,155), X(126,157),
+ X(128,159), X(130,161), X(132,163), X(134,165), X(136,167), X(138,169),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63),
+ X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79),
+ X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95),
+ X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107), X(94,109),
+ X(96,111), X(98,113), X(100,115), X(102,117), X(104,119), X(106,121),
+ X(108,123), X(110,125), X(112,127), X(114,129), X(116,131), X(118,133),
+ X(120,135), X(122,137), X(124,139), X(126,141), X(128,143), X(130,145),
+ X(132,147), X(134,149), X(136,151), X(138,153), X(140,155), X(142,157),
+ X(144,159), X(146,161), X(148,163), X(150,165), X(152,167), X(154,169), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(104,111), X(106,113), X(108,115),
+ X(110,117), X(112,119), X(114,121), X(116,123), X(118,125), X(120,127),
+ X(122,129), X(124,131), X(126,133), X(128,135), X(130,137), X(132,139),
+ X(134,141), X(136,143), X(138,145), X(140,147), X(142,149), X(144,151),
+ X(146,153), X(148,155), X(150,157), X(152,159), X(154,161), X(156,163),
+ X(158,165), X(160,167), X(162,169), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(128,131),
+ X(130,133), X(132,135), X(134,137), X(136,139), X(138,141), X(140,143),
+ X(142,145), X(144,147), X(146,149), X(148,151), X(150,153), X(152,155),
+ X(154,157), X(156,159), X(158,161), X(160,163), X(162,165), X(164,167),
+ X(166,169), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15),
+ X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31),
+ X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47),
+ X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63),
+ X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79),
+ X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95),
+ X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107), X(108,109),
+ X(110,111), X(112,113), X(114,115), X(116,117), X(118,119), X(120,121),
+ X(122,123), X(124,125), X(126,127), X(128,129), X(130,131), X(132,133),
+ X(134,135), X(136,137), X(138,139), X(140,141), X(142,143), X(144,145),
+ X(146,147), X(148,149), X(150,151), X(152,153), X(154,155), X(156,157),
+ X(158,159), X(160,161), X(162,163), X(164,165), X(166,167), X(168,169)
+};
+S(172) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(65,129),
+ X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136),
+ X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143),
+ X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150),
+ X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157),
+ X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164),
+ X(101,165), X(102,166), X(103,167), X(104,168), X(105,169), X(106,170),
+ X(107,171), X(108,172), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161),
+ X(130,162), X(131,163), X(132,164), X(133,165), X(134,166), X(135,167),
+ X(136,168), X(137,169), X(138,170), X(139,171), X(140,172), X(33,129),
+ X(34,130), X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136),
+ X(41,137), X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143),
+ X(48,144), X(49,145), X(50,146), X(51,147), X(52,148), X(53,149), X(54,150),
+ X(55,151), X(56,152), X(57,153), X(58,154), X(59,155), X(60,156), X(61,157),
+ X(62,158), X(63,159), X(64,160), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131),
+ X(100,132), X(101,133), X(102,134), X(103,135), X(104,136), X(105,137),
+ X(106,138), X(107,139), X(108,140), X(109,141), X(110,142), X(111,143),
+ X(112,144), X(113,145), X(114,146), X(115,147), X(116,148), X(117,149),
+ X(118,150), X(119,151), X(120,152), X(121,153), X(122,154), X(123,155),
+ X(124,156), X(125,157), X(126,158), X(127,159), X(128,160), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50),
+ X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58),
+ X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82),
+ X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90),
+ X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113),
+ X(98,114), X(99,115), X(100,116), X(101,117), X(102,118), X(103,119),
+ X(104,120), X(105,121), X(106,122), X(107,123), X(108,124), X(109,125),
+ X(110,126), X(111,127), X(112,128), X(129,145), X(130,146), X(131,147),
+ X(132,148), X(133,149), X(134,150), X(135,151), X(136,152), X(137,153),
+ X(138,154), X(139,155), X(140,156), X(141,157), X(142,158), X(143,159),
+ X(144,160), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134),
+ X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141),
+ X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163), X(52,164),
+ X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170), X(59,171),
+ X(60,172), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(53,101),
+ X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107), X(60,108),
+ X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130), X(83,131),
+ X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137), X(90,138),
+ X(91,139), X(92,140), X(93,141), X(94,142), X(95,143), X(96,144), X(113,161),
+ X(114,162), X(115,163), X(116,164), X(117,165), X(118,166), X(119,167),
+ X(120,168), X(121,169), X(122,170), X(123,171), X(124,172), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74),
+ X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98),
+ X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105),
+ X(90,106), X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112),
+ X(113,129), X(114,130), X(115,131), X(116,132), X(117,133), X(118,134),
+ X(119,135), X(120,136), X(121,137), X(122,138), X(123,139), X(124,140),
+ X(125,141), X(126,142), X(127,143), X(128,144), X(145,161), X(146,162),
+ X(147,163), X(148,164), X(149,165), X(150,166), X(151,167), X(152,168),
+ X(153,169), X(154,170), X(155,171), X(156,172), X(1,9), X(2,10), X(3,11),
+ X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27),
+ X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43),
+ X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59),
+ X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75),
+ X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90), X(83,91),
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+ X(10,137), X(12,139), X(14,141), X(16,143), X(18,145), X(20,147), X(22,149),
+ X(24,151), X(26,153), X(28,155), X(30,157), X(32,159), X(34,161), X(36,163),
+ X(38,165), X(40,167), X(42,169), X(44,171), X(2,65), X(4,67), X(6,69), X(8,71),
+ X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87),
+ X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99), X(38,101),
+ X(40,103), X(42,105), X(44,107), X(46,109), X(48,111), X(50,113), X(52,115),
+ X(54,117), X(56,119), X(58,121), X(60,123), X(62,125), X(64,127), X(66,129),
+ X(68,131), X(70,133), X(72,135), X(74,137), X(76,139), X(78,141), X(80,143),
+ X(82,145), X(84,147), X(86,149), X(88,151), X(90,153), X(92,155), X(94,157),
+ X(96,159), X(98,161), X(100,163), X(102,165), X(104,167), X(106,169),
+ X(108,171), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107),
+ X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121),
+ X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(132,163), X(134,165), X(136,167), X(138,169), X(140,171),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63),
+ X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79),
+ X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95),
+ X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107), X(94,109),
+ X(96,111), X(98,113), X(100,115), X(102,117), X(104,119), X(106,121),
+ X(108,123), X(110,125), X(112,127), X(114,129), X(116,131), X(118,133),
+ X(120,135), X(122,137), X(124,139), X(126,141), X(128,143), X(130,145),
+ X(132,147), X(134,149), X(136,151), X(138,153), X(140,155), X(142,157),
+ X(144,159), X(146,161), X(148,163), X(150,165), X(152,167), X(154,169),
+ X(156,171), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53),
+ X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69),
+ X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85),
+ X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159),
+ X(154,161), X(156,163), X(158,165), X(160,167), X(162,169), X(164,171), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171)
+};
+S(174) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(1,65), X(2,66), X(3,67), X(4,68),
+ X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76),
+ X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84),
+ X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92),
+ X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134),
+ X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141),
+ X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148),
+ X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155),
+ X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162),
+ X(99,163), X(100,164), X(101,165), X(102,166), X(103,167), X(104,168),
+ X(105,169), X(106,170), X(107,171), X(108,172), X(109,173), X(110,174),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117),
+ X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124),
+ X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162), X(131,163),
+ X(132,164), X(133,165), X(134,166), X(135,167), X(136,168), X(137,169),
+ X(138,170), X(139,171), X(140,172), X(141,173), X(142,174), X(33,129),
+ X(34,130), X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136),
+ X(41,137), X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143),
+ X(48,144), X(49,145), X(50,146), X(51,147), X(52,148), X(53,149), X(54,150),
+ X(55,151), X(56,152), X(57,153), X(58,154), X(59,155), X(60,156), X(61,157),
+ X(62,158), X(63,159), X(64,160), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131),
+ X(100,132), X(101,133), X(102,134), X(103,135), X(104,136), X(105,137),
+ X(106,138), X(107,139), X(108,140), X(109,141), X(110,142), X(111,143),
+ X(112,144), X(113,145), X(114,146), X(115,147), X(116,148), X(117,149),
+ X(118,150), X(119,151), X(120,152), X(121,153), X(122,154), X(123,155),
+ X(124,156), X(125,157), X(126,158), X(127,159), X(128,160), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50),
+ X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58),
+ X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82),
+ X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90),
+ X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113),
+ X(98,114), X(99,115), X(100,116), X(101,117), X(102,118), X(103,119),
+ X(104,120), X(105,121), X(106,122), X(107,123), X(108,124), X(109,125),
+ X(110,126), X(111,127), X(112,128), X(129,145), X(130,146), X(131,147),
+ X(132,148), X(133,149), X(134,150), X(135,151), X(136,152), X(137,153),
+ X(138,154), X(139,155), X(140,156), X(141,157), X(142,158), X(143,159),
+ X(144,160), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134),
+ X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141),
+ X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163), X(52,164),
+ X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170), X(59,171),
+ X(60,172), X(61,173), X(62,174), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143),
+ X(96,144), X(113,161), X(114,162), X(115,163), X(116,164), X(117,165),
+ X(118,166), X(119,167), X(120,168), X(121,169), X(122,170), X(123,171),
+ X(124,172), X(125,173), X(126,174), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68),
+ X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76),
+ X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129),
+ X(114,130), X(115,131), X(116,132), X(117,133), X(118,134), X(119,135),
+ X(120,136), X(121,137), X(122,138), X(123,139), X(124,140), X(125,141),
+ X(126,142), X(127,143), X(128,144), X(145,161), X(146,162), X(147,163),
+ X(148,164), X(149,165), X(150,166), X(151,167), X(152,168), X(153,169),
+ X(154,170), X(155,171), X(156,172), X(157,173), X(158,174), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(117,125),
+ X(118,126), X(119,127), X(120,128), X(129,137), X(130,138), X(131,139),
+ X(132,140), X(133,141), X(134,142), X(135,143), X(136,144), X(145,153),
+ X(146,154), X(147,155), X(148,156), X(149,157), X(150,158), X(151,159),
+ X(152,160), X(161,169), X(162,170), X(163,171), X(164,172), X(165,173),
+ X(166,174), X(9,129), X(10,130), X(11,131), X(12,132), X(13,133), X(14,134),
+ X(15,135), X(16,136), X(25,145), X(26,146), X(27,147), X(28,148), X(29,149),
+ X(30,150), X(31,151), X(32,152), X(41,161), X(42,162), X(43,163), X(44,164),
+ X(45,165), X(46,166), X(47,167), X(48,168), X(9,65), X(10,66), X(11,67),
+ X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83),
+ X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99),
+ X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114),
+ X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129),
+ X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136),
+ X(89,145), X(90,146), X(91,147), X(92,148), X(93,149), X(94,150), X(95,151),
+ X(96,152), X(105,161), X(106,162), X(107,163), X(108,164), X(109,165),
+ X(110,166), X(111,167), X(112,168), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52),
+ X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68),
+ X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84),
+ X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99),
+ X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114),
+ X(91,115), X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129),
+ X(106,130), X(107,131), X(108,132), X(109,133), X(110,134), X(111,135),
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+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(156,163), X(158,165), X(160,167), X(162,169),
+ X(164,171), X(166,173), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(154,157),
+ X(156,159), X(158,161), X(160,163), X(162,165), X(164,167), X(166,169),
+ X(168,171), X(170,173), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173)
+};
+S(176) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(1,65),
+ X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73),
+ X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81),
+ X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89),
+ X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97),
+ X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104),
+ X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111),
+ X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118),
+ X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125),
+ X(62,126), X(63,127), X(64,128), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153),
+ X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160),
+ X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(107,171), X(108,172),
+ X(109,173), X(110,174), X(111,175), X(112,176), X(1,33), X(2,34), X(3,35),
+ X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43),
+ X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51),
+ X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59),
+ X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(33,129),
+ X(34,130), X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136),
+ X(41,137), X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143),
+ X(48,144), X(49,145), X(50,146), X(51,147), X(52,148), X(53,149), X(54,150),
+ X(55,151), X(56,152), X(57,153), X(58,154), X(59,155), X(60,156), X(61,157),
+ X(62,158), X(63,159), X(64,160), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131),
+ X(100,132), X(101,133), X(102,134), X(103,135), X(104,136), X(105,137),
+ X(106,138), X(107,139), X(108,140), X(109,141), X(110,142), X(111,143),
+ X(112,144), X(113,145), X(114,146), X(115,147), X(116,148), X(117,149),
+ X(118,150), X(119,151), X(120,152), X(121,153), X(122,154), X(123,155),
+ X(124,156), X(125,157), X(126,158), X(127,159), X(128,160), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50),
+ X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58),
+ X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82),
+ X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90),
+ X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113),
+ X(98,114), X(99,115), X(100,116), X(101,117), X(102,118), X(103,119),
+ X(104,120), X(105,121), X(106,122), X(107,123), X(108,124), X(109,125),
+ X(110,126), X(111,127), X(112,128), X(129,145), X(130,146), X(131,147),
+ X(132,148), X(133,149), X(134,150), X(135,151), X(136,152), X(137,153),
+ X(138,154), X(139,155), X(140,156), X(141,157), X(142,158), X(143,159),
+ X(144,160), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134),
+ X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141),
+ X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163), X(52,164),
+ X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170), X(59,171),
+ X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98),
+ X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105),
+ X(58,106), X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112),
+ X(81,129), X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135),
+ X(88,136), X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142),
+ X(95,143), X(96,144), X(113,161), X(114,162), X(115,163), X(116,164),
+ X(117,165), X(118,166), X(119,167), X(120,168), X(121,169), X(122,170),
+ X(123,171), X(124,172), X(125,173), X(126,174), X(127,175), X(128,176),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(81,97), X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103),
+ X(88,104), X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110),
+ X(95,111), X(96,112), X(113,129), X(114,130), X(115,131), X(116,132),
+ X(117,133), X(118,134), X(119,135), X(120,136), X(121,137), X(122,138),
+ X(123,139), X(124,140), X(125,141), X(126,142), X(127,143), X(128,144),
+ X(145,161), X(146,162), X(147,163), X(148,164), X(149,165), X(150,166),
+ X(151,167), X(152,168), X(153,169), X(154,170), X(155,171), X(156,172),
+ X(157,173), X(158,174), X(159,175), X(160,176), X(1,9), X(2,10), X(3,11),
+ X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27),
+ X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43),
+ X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59),
+ X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75),
+ X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90), X(83,91),
+ X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105), X(98,106),
+ X(99,107), X(100,108), X(101,109), X(102,110), X(103,111), X(104,112),
+ X(113,121), X(114,122), X(115,123), X(116,124), X(117,125), X(118,126),
+ X(119,127), X(120,128), X(129,137), X(130,138), X(131,139), X(132,140),
+ X(133,141), X(134,142), X(135,143), X(136,144), X(145,153), X(146,154),
+ X(147,155), X(148,156), X(149,157), X(150,158), X(151,159), X(152,160),
+ X(161,169), X(162,170), X(163,171), X(164,172), X(165,173), X(166,174),
+ X(167,175), X(168,176), X(9,129), X(10,130), X(11,131), X(12,132), X(13,133),
+ X(14,134), X(15,135), X(16,136), X(25,145), X(26,146), X(27,147), X(28,148),
+ X(29,149), X(30,150), X(31,151), X(32,152), X(41,161), X(42,162), X(43,163),
+ X(44,164), X(45,165), X(46,166), X(47,167), X(48,168), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82),
+ X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98),
+ X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113),
+ X(58,114), X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120),
+ X(73,129), X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135),
+ X(80,136), X(89,145), X(90,146), X(91,147), X(92,148), X(93,149), X(94,150),
+ X(95,151), X(96,152), X(105,161), X(106,162), X(107,163), X(108,164),
+ X(109,165), X(110,166), X(111,167), X(112,168), X(9,33), X(10,34), X(11,35),
+ X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51),
+ X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67),
+ X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83),
+ X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99),
+ X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114),
+ X(91,115), X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129),
+ X(106,130), X(107,131), X(108,132), X(109,133), X(110,134), X(111,135),
+ X(112,136), X(121,145), X(122,146), X(123,147), X(124,148), X(125,149),
+ X(126,150), X(127,151), X(128,152), X(137,161), X(138,162), X(139,163),
+ X(140,164), X(141,165), X(142,166), X(143,167), X(144,168), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66),
+ X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82),
+ X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98),
+ X(91,99), X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(105,113),
+ X(106,114), X(107,115), X(108,116), X(109,117), X(110,118), X(111,119),
+ X(112,120), X(121,129), X(122,130), X(123,131), X(124,132), X(125,133),
+ X(126,134), X(127,135), X(128,136), X(137,145), X(138,146), X(139,147),
+ X(140,148), X(141,149), X(142,150), X(143,151), X(144,152), X(153,161),
+ X(154,162), X(155,163), X(156,164), X(157,165), X(158,166), X(159,167),
+ X(160,168), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15),
+ X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31),
+ X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47),
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+ X(138,145), X(140,147), X(142,149), X(144,151), X(146,153), X(148,155),
+ X(150,157), X(152,159), X(154,161), X(156,163), X(158,165), X(160,167),
+ X(162,169), X(164,171), X(166,173), X(168,175), X(2,5), X(4,7), X(6,9),
+ X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25),
+ X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41),
+ X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57),
+ X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73),
+ X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89),
+ X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101), X(100,103),
+ X(102,105), X(104,107), X(106,109), X(108,111), X(110,113), X(112,115),
+ X(114,117), X(116,119), X(118,121), X(120,123), X(122,125), X(124,127),
+ X(126,129), X(128,131), X(130,133), X(132,135), X(134,137), X(136,139),
+ X(138,141), X(140,143), X(142,145), X(144,147), X(146,149), X(148,151),
+ X(150,153), X(152,155), X(154,157), X(156,159), X(158,161), X(160,163),
+ X(162,165), X(164,167), X(166,169), X(168,171), X(170,173), X(172,175), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175)
+};
+S(178) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71),
+ X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79),
+ X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87),
+ X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95),
+ X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102),
+ X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109),
+ X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116),
+ X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123),
+ X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(65,129), X(66,130),
+ X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(73,137),
+ X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143), X(80,144),
+ X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150), X(87,151),
+ X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157), X(94,158),
+ X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164), X(101,165),
+ X(102,166), X(103,167), X(104,168), X(105,169), X(106,170), X(107,171),
+ X(108,172), X(109,173), X(110,174), X(111,175), X(112,176), X(113,177),
+ X(114,178), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39),
+ X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47),
+ X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55),
+ X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63),
+ X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102),
+ X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109),
+ X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116),
+ X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123),
+ X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162),
+ X(131,163), X(132,164), X(133,165), X(134,166), X(135,167), X(136,168),
+ X(137,169), X(138,170), X(139,171), X(140,172), X(141,173), X(142,174),
+ X(143,175), X(144,176), X(145,177), X(146,178), X(33,129), X(34,130),
+ X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136), X(41,137),
+ X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143), X(48,144),
+ X(49,145), X(50,146), X(51,147), X(52,148), X(53,149), X(54,150), X(55,151),
+ X(56,152), X(57,153), X(58,154), X(59,155), X(60,156), X(61,157), X(62,158),
+ X(63,159), X(64,160), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69),
+ X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77),
+ X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85),
+ X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93),
+ X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131), X(100,132),
+ X(101,133), X(102,134), X(103,135), X(104,136), X(105,137), X(106,138),
+ X(107,139), X(108,140), X(109,141), X(110,142), X(111,143), X(112,144),
+ X(113,145), X(114,146), X(115,147), X(116,148), X(117,149), X(118,150),
+ X(119,151), X(120,152), X(121,153), X(122,154), X(123,155), X(124,156),
+ X(125,157), X(126,158), X(127,159), X(128,160), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133),
+ X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140),
+ X(29,141), X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163),
+ X(52,164), X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170),
+ X(59,171), X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(17,65),
+ X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73),
+ X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97),
+ X(50,98), X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104),
+ X(57,105), X(58,106), X(59,107), X(60,108), X(61,109), X(62,110), X(63,111),
+ X(64,112), X(81,129), X(82,130), X(83,131), X(84,132), X(85,133), X(86,134),
+ X(87,135), X(88,136), X(89,137), X(90,138), X(91,139), X(92,140), X(93,141),
+ X(94,142), X(95,143), X(96,144), X(113,161), X(114,162), X(115,163),
+ X(116,164), X(117,165), X(118,166), X(119,167), X(120,168), X(121,169),
+ X(122,170), X(123,171), X(124,172), X(125,173), X(126,174), X(127,175),
+ X(128,176), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46),
+ X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70),
+ X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78),
+ X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100), X(85,101),
+ X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107), X(92,108),
+ X(93,109), X(94,110), X(95,111), X(96,112), X(113,129), X(114,130), X(115,131),
+ X(116,132), X(117,133), X(118,134), X(119,135), X(120,136), X(121,137),
+ X(122,138), X(123,139), X(124,140), X(125,141), X(126,142), X(127,143),
+ X(128,144), X(145,161), X(146,162), X(147,163), X(148,164), X(149,165),
+ X(150,166), X(151,167), X(152,168), X(153,169), X(154,170), X(155,171),
+ X(156,172), X(157,173), X(158,174), X(159,175), X(160,176), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(117,125),
+ X(118,126), X(119,127), X(120,128), X(129,137), X(130,138), X(131,139),
+ X(132,140), X(133,141), X(134,142), X(135,143), X(136,144), X(145,153),
+ X(146,154), X(147,155), X(148,156), X(149,157), X(150,158), X(151,159),
+ X(152,160), X(161,169), X(162,170), X(163,171), X(164,172), X(165,173),
+ X(166,174), X(167,175), X(168,176), X(9,129), X(10,130), X(11,131), X(12,132),
+ X(13,133), X(14,134), X(15,135), X(16,136), X(25,145), X(26,146), X(27,147),
+ X(28,148), X(29,149), X(30,150), X(31,151), X(32,152), X(41,161), X(42,162),
+ X(43,163), X(44,164), X(45,165), X(46,166), X(47,167), X(48,168), X(57,177),
+ X(58,178), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71),
+ X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87),
+ X(32,88), X(41,97), X(42,98), X(43,99), X(44,100), X(45,101), X(46,102),
+ X(47,103), X(48,104), X(57,113), X(58,114), X(59,115), X(60,116), X(61,117),
+ X(62,118), X(63,119), X(64,120), X(73,129), X(74,130), X(75,131), X(76,132),
+ X(77,133), X(78,134), X(79,135), X(80,136), X(89,145), X(90,146), X(91,147),
+ X(92,148), X(93,149), X(94,150), X(95,151), X(96,152), X(105,161), X(106,162),
+ X(107,163), X(108,164), X(109,165), X(110,166), X(111,167), X(112,168),
+ X(121,177), X(122,178), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37),
+ X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53),
+ X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69),
+ X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85),
+ X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100),
+ X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114), X(91,115),
+ X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129), X(106,130),
+ X(107,131), X(108,132), X(109,133), X(110,134), X(111,135), X(112,136),
+ X(121,145), X(122,146), X(123,147), X(124,148), X(125,149), X(126,150),
+ X(127,151), X(128,152), X(137,161), X(138,162), X(139,163), X(140,164),
+ X(141,165), X(142,166), X(143,167), X(144,168), X(153,177), X(154,178),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88),
+ X(89,97), X(90,98), X(91,99), X(92,100), X(93,101), X(94,102), X(95,103),
+ X(96,104), X(105,113), X(106,114), X(107,115), X(108,116), X(109,117),
+ X(110,118), X(111,119), X(112,120), X(121,129), X(122,130), X(123,131),
+ X(124,132), X(125,133), X(126,134), X(127,135), X(128,136), X(137,145),
+ X(138,146), X(139,147), X(140,148), X(141,149), X(142,150), X(143,151),
+ X(144,152), X(153,161), X(154,162), X(155,163), X(156,164), X(157,165),
+ X(158,166), X(159,167), X(160,168), X(169,177), X(170,178), X(1,5), X(2,6),
+ X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22),
+ X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38),
+ X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54),
+ X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70),
+ X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80), X(81,85), X(82,86),
+ X(83,87), X(84,88), X(89,93), X(90,94), X(91,95), X(92,96), X(97,101),
+ X(98,102), X(99,103), X(100,104), X(105,109), X(106,110), X(107,111),
+ X(108,112), X(113,117), X(114,118), X(115,119), X(116,120), X(121,125),
+ X(122,126), X(123,127), X(124,128), X(129,133), X(130,134), X(131,135),
+ X(132,136), X(137,141), X(138,142), X(139,143), X(140,144), X(145,149),
+ X(146,150), X(147,151), X(148,152), X(153,157), X(154,158), X(155,159),
+ X(156,160), X(161,165), X(162,166), X(163,167), X(164,168), X(169,173),
+ X(170,174), X(171,175), X(172,176), X(5,129), X(6,130), X(7,131), X(8,132),
+ X(13,137), X(14,138), X(15,139), X(16,140), X(21,145), X(22,146), X(23,147),
+ X(24,148), X(29,153), X(30,154), X(31,155), X(32,156), X(37,161), X(38,162),
+ X(39,163), X(40,164), X(45,169), X(46,170), X(47,171), X(48,172), X(53,177),
+ X(54,178), X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75),
+ X(16,76), X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91),
+ X(32,92), X(37,97), X(38,98), X(39,99), X(40,100), X(45,105), X(46,106),
+ X(47,107), X(48,108), X(53,113), X(54,114), X(55,115), X(56,116), X(61,121),
+ X(62,122), X(63,123), X(64,124), X(69,129), X(70,130), X(71,131), X(72,132),
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+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171),
+ X(170,173), X(172,175), X(174,177), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177)
+};
+S(180) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69),
+ X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77),
+ X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85),
+ X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93),
+ X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100),
+ X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107),
+ X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114),
+ X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121),
+ X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128),
+ X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135),
+ X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142),
+ X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149),
+ X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156),
+ X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163),
+ X(100,164), X(101,165), X(102,166), X(103,167), X(104,168), X(105,169),
+ X(106,170), X(107,171), X(108,172), X(109,173), X(110,174), X(111,175),
+ X(112,176), X(113,177), X(114,178), X(115,179), X(116,180), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98),
+ X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105),
+ X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112),
+ X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119),
+ X(88,120), X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126),
+ X(95,127), X(96,128), X(129,161), X(130,162), X(131,163), X(132,164),
+ X(133,165), X(134,166), X(135,167), X(136,168), X(137,169), X(138,170),
+ X(139,171), X(140,172), X(141,173), X(142,174), X(143,175), X(144,176),
+ X(145,177), X(146,178), X(147,179), X(148,180), X(33,129), X(34,130),
+ X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136), X(41,137),
+ X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143), X(48,144),
+ X(49,145), X(50,146), X(51,147), X(52,148), X(53,149), X(54,150), X(55,151),
+ X(56,152), X(57,153), X(58,154), X(59,155), X(60,156), X(61,157), X(62,158),
+ X(63,159), X(64,160), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69),
+ X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77),
+ X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85),
+ X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93),
+ X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131), X(100,132),
+ X(101,133), X(102,134), X(103,135), X(104,136), X(105,137), X(106,138),
+ X(107,139), X(108,140), X(109,141), X(110,142), X(111,143), X(112,144),
+ X(113,145), X(114,146), X(115,147), X(116,148), X(117,149), X(118,150),
+ X(119,151), X(120,152), X(121,153), X(122,154), X(123,155), X(124,156),
+ X(125,157), X(126,158), X(127,159), X(128,160), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(25,137),
+ X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143), X(32,144),
+ X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166), X(55,167),
+ X(56,168), X(57,169), X(58,170), X(59,171), X(60,172), X(61,173), X(62,174),
+ X(63,175), X(64,176), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69),
+ X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77),
+ X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100),
+ X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107),
+ X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130),
+ X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137),
+ X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143), X(96,144),
+ X(113,161), X(114,162), X(115,163), X(116,164), X(117,165), X(118,166),
+ X(119,167), X(120,168), X(121,169), X(122,170), X(123,171), X(124,172),
+ X(125,173), X(126,174), X(127,175), X(128,176), X(17,33), X(18,34), X(19,35),
+ X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43),
+ X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67),
+ X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75),
+ X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129),
+ X(114,130), X(115,131), X(116,132), X(117,133), X(118,134), X(119,135),
+ X(120,136), X(121,137), X(122,138), X(123,139), X(124,140), X(125,141),
+ X(126,142), X(127,143), X(128,144), X(145,161), X(146,162), X(147,163),
+ X(148,164), X(149,165), X(150,166), X(151,167), X(152,168), X(153,169),
+ X(154,170), X(155,171), X(156,172), X(157,173), X(158,174), X(159,175),
+ X(160,176), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15),
+ X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31),
+ X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47),
+ X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63),
+ X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79),
+ X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95),
+ X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(113,121), X(114,122), X(115,123), X(116,124),
+ X(117,125), X(118,126), X(119,127), X(120,128), X(129,137), X(130,138),
+ X(131,139), X(132,140), X(133,141), X(134,142), X(135,143), X(136,144),
+ X(145,153), X(146,154), X(147,155), X(148,156), X(149,157), X(150,158),
+ X(151,159), X(152,160), X(161,169), X(162,170), X(163,171), X(164,172),
+ X(165,173), X(166,174), X(167,175), X(168,176), X(9,129), X(10,130), X(11,131),
+ X(12,132), X(13,133), X(14,134), X(15,135), X(16,136), X(25,145), X(26,146),
+ X(27,147), X(28,148), X(29,149), X(30,150), X(31,151), X(32,152), X(41,161),
+ X(42,162), X(43,163), X(44,164), X(45,165), X(46,166), X(47,167), X(48,168),
+ X(57,177), X(58,178), X(59,179), X(60,180), X(9,65), X(10,66), X(11,67),
+ X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83),
+ X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99),
+ X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114),
+ X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129),
+ X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136),
+ X(89,145), X(90,146), X(91,147), X(92,148), X(93,149), X(94,150), X(95,151),
+ X(96,152), X(105,161), X(106,162), X(107,163), X(108,164), X(109,165),
+ X(110,166), X(111,167), X(112,168), X(121,177), X(122,178), X(123,179),
+ X(124,180), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38),
+ X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54),
+ X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70),
+ X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86),
+ X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100), X(77,101),
+ X(78,102), X(79,103), X(80,104), X(89,113), X(90,114), X(91,115), X(92,116),
+ X(93,117), X(94,118), X(95,119), X(96,120), X(105,129), X(106,130), X(107,131),
+ X(108,132), X(109,133), X(110,134), X(111,135), X(112,136), X(121,145),
+ X(122,146), X(123,147), X(124,148), X(125,149), X(126,150), X(127,151),
+ X(128,152), X(137,161), X(138,162), X(139,163), X(140,164), X(141,165),
+ X(142,166), X(143,167), X(144,168), X(153,177), X(154,178), X(155,179),
+ X(156,180), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22),
+ X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38),
+ X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54),
+ X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70),
+ X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86),
+ X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100), X(93,101),
+ X(94,102), X(95,103), X(96,104), X(105,113), X(106,114), X(107,115),
+ X(108,116), X(109,117), X(110,118), X(111,119), X(112,120), X(121,129),
+ X(122,130), X(123,131), X(124,132), X(125,133), X(126,134), X(127,135),
+ X(128,136), X(137,145), X(138,146), X(139,147), X(140,148), X(141,149),
+ X(142,150), X(143,151), X(144,152), X(153,161), X(154,162), X(155,163),
+ X(156,164), X(157,165), X(158,166), X(159,167), X(160,168), X(169,177),
+ X(170,178), X(171,179), X(172,180), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13),
+ X(10,14), X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29),
+ X(26,30), X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45),
+ X(42,46), X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61),
+ X(58,62), X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77),
+ X(74,78), X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93),
+ X(90,94), X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104),
+ X(105,109), X(106,110), X(107,111), X(108,112), X(113,117), X(114,118),
+ X(115,119), X(116,120), X(121,125), X(122,126), X(123,127), X(124,128),
+ X(129,133), X(130,134), X(131,135), X(132,136), X(137,141), X(138,142),
+ X(139,143), X(140,144), X(145,149), X(146,150), X(147,151), X(148,152),
+ X(153,157), X(154,158), X(155,159), X(156,160), X(161,165), X(162,166),
+ X(163,167), X(164,168), X(169,173), X(170,174), X(171,175), X(172,176),
+ X(5,129), X(6,130), X(7,131), X(8,132), X(13,137), X(14,138), X(15,139),
+ X(16,140), X(21,145), X(22,146), X(23,147), X(24,148), X(29,153), X(30,154),
+ X(31,155), X(32,156), X(37,161), X(38,162), X(39,163), X(40,164), X(45,169),
+ X(46,170), X(47,171), X(48,172), X(53,177), X(54,178), X(55,179), X(56,180),
+ X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76),
+ X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92),
+ X(37,97), X(38,98), X(39,99), X(40,100), X(45,105), X(46,106), X(47,107),
+ X(48,108), X(53,113), X(54,114), X(55,115), X(56,116), X(61,121), X(62,122),
+ X(63,123), X(64,124), X(69,129), X(70,130), X(71,131), X(72,132), X(77,137),
+ X(78,138), X(79,139), X(80,140), X(85,145), X(86,146), X(87,147), X(88,148),
+ X(93,153), X(94,154), X(95,155), X(96,156), X(101,161), X(102,162), X(103,163),
+ X(104,164), X(109,169), X(110,170), X(111,171), X(112,172), X(117,177),
+ X(118,178), X(119,179), X(120,180), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52),
+ X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68),
+ X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84),
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+ X(72,100), X(77,105), X(78,106), X(79,107), X(80,108), X(85,113), X(86,114),
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+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179)
+};
+S(182) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(1,65), X(2,66),
+ X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74),
+ X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82),
+ X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90),
+ X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98),
+ X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105),
+ X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112),
+ X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119),
+ X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126),
+ X(63,127), X(64,128), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133),
+ X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140),
+ X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147),
+ X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154),
+ X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(97,161),
+ X(98,162), X(99,163), X(100,164), X(101,165), X(102,166), X(103,167),
+ X(104,168), X(105,169), X(106,170), X(107,171), X(108,172), X(109,173),
+ X(110,174), X(111,175), X(112,176), X(113,177), X(114,178), X(115,179),
+ X(116,180), X(117,181), X(118,182), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(33,129),
+ X(34,130), X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136),
+ X(41,137), X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143),
+ X(48,144), X(49,145), X(50,146), X(51,147), X(52,148), X(53,149), X(54,150),
+ X(55,151), X(56,152), X(57,153), X(58,154), X(59,155), X(60,156), X(61,157),
+ X(62,158), X(63,159), X(64,160), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131),
+ X(100,132), X(101,133), X(102,134), X(103,135), X(104,136), X(105,137),
+ X(106,138), X(107,139), X(108,140), X(109,141), X(110,142), X(111,143),
+ X(112,144), X(113,145), X(114,146), X(115,147), X(116,148), X(117,149),
+ X(118,150), X(119,151), X(120,152), X(121,153), X(122,154), X(123,155),
+ X(124,156), X(125,157), X(126,158), X(127,159), X(128,160), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50),
+ X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58),
+ X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82),
+ X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90),
+ X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113),
+ X(98,114), X(99,115), X(100,116), X(101,117), X(102,118), X(103,119),
+ X(104,120), X(105,121), X(106,122), X(107,123), X(108,124), X(109,125),
+ X(110,126), X(111,127), X(112,128), X(129,145), X(130,146), X(131,147),
+ X(132,148), X(133,149), X(134,150), X(135,151), X(136,152), X(137,153),
+ X(138,154), X(139,155), X(140,156), X(141,157), X(142,158), X(143,159),
+ X(144,160), X(161,177), X(162,178), X(163,179), X(164,180), X(165,181),
+ X(166,182), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134),
+ X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141),
+ X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163), X(52,164),
+ X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170), X(59,171),
+ X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98),
+ X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105),
+ X(58,106), X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112),
+ X(81,129), X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135),
+ X(88,136), X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142),
+ X(95,143), X(96,144), X(113,161), X(114,162), X(115,163), X(116,164),
+ X(117,165), X(118,166), X(119,167), X(120,168), X(121,169), X(122,170),
+ X(123,171), X(124,172), X(125,173), X(126,174), X(127,175), X(128,176),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(81,97), X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103),
+ X(88,104), X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110),
+ X(95,111), X(96,112), X(113,129), X(114,130), X(115,131), X(116,132),
+ X(117,133), X(118,134), X(119,135), X(120,136), X(121,137), X(122,138),
+ X(123,139), X(124,140), X(125,141), X(126,142), X(127,143), X(128,144),
+ X(145,161), X(146,162), X(147,163), X(148,164), X(149,165), X(150,166),
+ X(151,167), X(152,168), X(153,169), X(154,170), X(155,171), X(156,172),
+ X(157,173), X(158,174), X(159,175), X(160,176), X(1,9), X(2,10), X(3,11),
+ X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27),
+ X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43),
+ X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59),
+ X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75),
+ X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90), X(83,91),
+ X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105), X(98,106),
+ X(99,107), X(100,108), X(101,109), X(102,110), X(103,111), X(104,112),
+ X(113,121), X(114,122), X(115,123), X(116,124), X(117,125), X(118,126),
+ X(119,127), X(120,128), X(129,137), X(130,138), X(131,139), X(132,140),
+ X(133,141), X(134,142), X(135,143), X(136,144), X(145,153), X(146,154),
+ X(147,155), X(148,156), X(149,157), X(150,158), X(151,159), X(152,160),
+ X(161,169), X(162,170), X(163,171), X(164,172), X(165,173), X(166,174),
+ X(167,175), X(168,176), X(9,129), X(10,130), X(11,131), X(12,132), X(13,133),
+ X(14,134), X(15,135), X(16,136), X(25,145), X(26,146), X(27,147), X(28,148),
+ X(29,149), X(30,150), X(31,151), X(32,152), X(41,161), X(42,162), X(43,163),
+ X(44,164), X(45,165), X(46,166), X(47,167), X(48,168), X(57,177), X(58,178),
+ X(59,179), X(60,180), X(61,181), X(62,182), X(9,65), X(10,66), X(11,67),
+ X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83),
+ X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99),
+ X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114),
+ X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129),
+ X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136),
+ X(89,145), X(90,146), X(91,147), X(92,148), X(93,149), X(94,150), X(95,151),
+ X(96,152), X(105,161), X(106,162), X(107,163), X(108,164), X(109,165),
+ X(110,166), X(111,167), X(112,168), X(121,177), X(122,178), X(123,179),
+ X(124,180), X(125,181), X(126,182), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52),
+ X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68),
+ X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84),
+ X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99),
+ X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114),
+ X(91,115), X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129),
+ X(106,130), X(107,131), X(108,132), X(109,133), X(110,134), X(111,135),
+ X(112,136), X(121,145), X(122,146), X(123,147), X(124,148), X(125,149),
+ X(126,150), X(127,151), X(128,152), X(137,161), X(138,162), X(139,163),
+ X(140,164), X(141,165), X(142,166), X(143,167), X(144,168), X(153,177),
+ X(154,178), X(155,179), X(156,180), X(157,181), X(158,182), X(9,17), X(10,18),
+ X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34),
+ X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50),
+ X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66),
+ X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82),
+ X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98),
+ X(91,99), X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(105,113),
+ X(106,114), X(107,115), X(108,116), X(109,117), X(110,118), X(111,119),
+ X(112,120), X(121,129), X(122,130), X(123,131), X(124,132), X(125,133),
+ X(126,134), X(127,135), X(128,136), X(137,145), X(138,146), X(139,147),
+ X(140,148), X(141,149), X(142,150), X(143,151), X(144,152), X(153,161),
+ X(154,162), X(155,163), X(156,164), X(157,165), X(158,166), X(159,167),
+ X(160,168), X(169,177), X(170,178), X(171,179), X(172,180), X(173,181),
+ X(174,182), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15),
+ X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31),
+ X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47),
+ X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63),
+ X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79),
+ X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(91,95),
+ X(92,96), X(97,101), X(98,102), X(99,103), X(100,104), X(105,109), X(106,110),
+ X(107,111), X(108,112), X(113,117), X(114,118), X(115,119), X(116,120),
+ X(121,125), X(122,126), X(123,127), X(124,128), X(129,133), X(130,134),
+ X(131,135), X(132,136), X(137,141), X(138,142), X(139,143), X(140,144),
+ X(145,149), X(146,150), X(147,151), X(148,152), X(153,157), X(154,158),
+ X(155,159), X(156,160), X(161,165), X(162,166), X(163,167), X(164,168),
+ X(169,173), X(170,174), X(171,175), X(172,176), X(177,181), X(178,182),
+ X(5,129), X(6,130), X(7,131), X(8,132), X(13,137), X(14,138), X(15,139),
+ X(16,140), X(21,145), X(22,146), X(23,147), X(24,148), X(29,153), X(30,154),
+ X(31,155), X(32,156), X(37,161), X(38,162), X(39,163), X(40,164), X(45,169),
+ X(46,170), X(47,171), X(48,172), X(53,177), X(54,178), X(55,179), X(56,180),
+ X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76),
+ X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92),
+ X(37,97), X(38,98), X(39,99), X(40,100), X(45,105), X(46,106), X(47,107),
+ X(48,108), X(53,113), X(54,114), X(55,115), X(56,116), X(61,121), X(62,122),
+ X(63,123), X(64,124), X(69,129), X(70,130), X(71,131), X(72,132), X(77,137),
+ X(78,138), X(79,139), X(80,140), X(85,145), X(86,146), X(87,147), X(88,148),
+ X(93,153), X(94,154), X(95,155), X(96,156), X(101,161), X(102,162), X(103,163),
+ X(104,164), X(109,169), X(110,170), X(111,171), X(112,172), X(117,177),
+ X(118,178), X(119,179), X(120,180), X(5,33), X(6,34), X(7,35), X(8,36),
+ X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50), X(23,51), X(24,52),
+ X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66), X(39,67), X(40,68),
+ X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82), X(55,83), X(56,84),
+ X(61,89), X(62,90), X(63,91), X(64,92), X(69,97), X(70,98), X(71,99),
+ X(72,100), X(77,105), X(78,106), X(79,107), X(80,108), X(85,113), X(86,114),
+ X(87,115), X(88,116), X(93,121), X(94,122), X(95,123), X(96,124), X(101,129),
+ X(102,130), X(103,131), X(104,132), X(109,137), X(110,138), X(111,139),
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+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(158,159), X(160,161), X(162,163),
+ X(164,165), X(166,167), X(168,169), X(170,171), X(172,173), X(174,175),
+ X(176,177), X(178,179), X(180,181)
+};
+S(184) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(63,127), X(64,128), X(65,129), X(66,130), X(67,131),
+ X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138),
+ X(75,139), X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145),
+ X(82,146), X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152),
+ X(89,153), X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159),
+ X(96,160), X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(107,171), X(108,172),
+ X(109,173), X(110,174), X(111,175), X(112,176), X(113,177), X(114,178),
+ X(115,179), X(116,180), X(117,181), X(118,182), X(119,183), X(120,184),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117),
+ X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124),
+ X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162), X(131,163),
+ X(132,164), X(133,165), X(134,166), X(135,167), X(136,168), X(137,169),
+ X(138,170), X(139,171), X(140,172), X(141,173), X(142,174), X(143,175),
+ X(144,176), X(145,177), X(146,178), X(147,179), X(148,180), X(149,181),
+ X(150,182), X(151,183), X(152,184), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146),
+ X(51,147), X(52,148), X(53,149), X(54,150), X(55,151), X(56,152), X(57,153),
+ X(58,154), X(59,155), X(60,156), X(61,157), X(62,158), X(63,159), X(64,160),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117),
+ X(102,118), X(103,119), X(104,120), X(105,121), X(106,122), X(107,123),
+ X(108,124), X(109,125), X(110,126), X(111,127), X(112,128), X(129,145),
+ X(130,146), X(131,147), X(132,148), X(133,149), X(134,150), X(135,151),
+ X(136,152), X(137,153), X(138,154), X(139,155), X(140,156), X(141,157),
+ X(142,158), X(143,159), X(144,160), X(161,177), X(162,178), X(163,179),
+ X(164,180), X(165,181), X(166,182), X(167,183), X(168,184), X(17,129),
+ X(18,130), X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136),
+ X(25,137), X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143),
+ X(32,144), X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166),
+ X(55,167), X(56,168), X(57,169), X(58,170), X(59,171), X(60,172), X(61,173),
+ X(62,174), X(63,175), X(64,176), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143),
+ X(96,144), X(113,161), X(114,162), X(115,163), X(116,164), X(117,165),
+ X(118,166), X(119,167), X(120,168), X(121,169), X(122,170), X(123,171),
+ X(124,172), X(125,173), X(126,174), X(127,175), X(128,176), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74),
+ X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98),
+ X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105),
+ X(90,106), X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112),
+ X(113,129), X(114,130), X(115,131), X(116,132), X(117,133), X(118,134),
+ X(119,135), X(120,136), X(121,137), X(122,138), X(123,139), X(124,140),
+ X(125,141), X(126,142), X(127,143), X(128,144), X(145,161), X(146,162),
+ X(147,163), X(148,164), X(149,165), X(150,166), X(151,167), X(152,168),
+ X(153,169), X(154,170), X(155,171), X(156,172), X(157,173), X(158,174),
+ X(159,175), X(160,176), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14),
+ X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30),
+ X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46),
+ X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62),
+ X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78),
+ X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94),
+ X(87,95), X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109),
+ X(102,110), X(103,111), X(104,112), X(113,121), X(114,122), X(115,123),
+ X(116,124), X(117,125), X(118,126), X(119,127), X(120,128), X(129,137),
+ X(130,138), X(131,139), X(132,140), X(133,141), X(134,142), X(135,143),
+ X(136,144), X(145,153), X(146,154), X(147,155), X(148,156), X(149,157),
+ X(150,158), X(151,159), X(152,160), X(161,169), X(162,170), X(163,171),
+ X(164,172), X(165,173), X(166,174), X(167,175), X(168,176), X(9,129),
+ X(10,130), X(11,131), X(12,132), X(13,133), X(14,134), X(15,135), X(16,136),
+ X(25,145), X(26,146), X(27,147), X(28,148), X(29,149), X(30,150), X(31,151),
+ X(32,152), X(41,161), X(42,162), X(43,163), X(44,164), X(45,165), X(46,166),
+ X(47,167), X(48,168), X(57,177), X(58,178), X(59,179), X(60,180), X(61,181),
+ X(62,182), X(63,183), X(64,184), X(9,65), X(10,66), X(11,67), X(12,68),
+ X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84),
+ X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99),
+ X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114),
+ X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129),
+ X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136),
+ X(89,145), X(90,146), X(91,147), X(92,148), X(93,149), X(94,150), X(95,151),
+ X(96,152), X(105,161), X(106,162), X(107,163), X(108,164), X(109,165),
+ X(110,166), X(111,167), X(112,168), X(121,177), X(122,178), X(123,179),
+ X(124,180), X(125,181), X(126,182), X(127,183), X(128,184), X(9,33), X(10,34),
+ X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50),
+ X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66),
+ X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82),
+ X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98),
+ X(75,99), X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(89,113),
+ X(90,114), X(91,115), X(92,116), X(93,117), X(94,118), X(95,119), X(96,120),
+ X(105,129), X(106,130), X(107,131), X(108,132), X(109,133), X(110,134),
+ X(111,135), X(112,136), X(121,145), X(122,146), X(123,147), X(124,148),
+ X(125,149), X(126,150), X(127,151), X(128,152), X(137,161), X(138,162),
+ X(139,163), X(140,164), X(141,165), X(142,166), X(143,167), X(144,168),
+ X(153,177), X(154,178), X(155,179), X(156,180), X(157,181), X(158,182),
+ X(159,183), X(160,184), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21),
+ X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37),
+ X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53),
+ X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69),
+ X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85),
+ X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100),
+ X(93,101), X(94,102), X(95,103), X(96,104), X(105,113), X(106,114), X(107,115),
+ X(108,116), X(109,117), X(110,118), X(111,119), X(112,120), X(121,129),
+ X(122,130), X(123,131), X(124,132), X(125,133), X(126,134), X(127,135),
+ X(128,136), X(137,145), X(138,146), X(139,147), X(140,148), X(141,149),
+ X(142,150), X(143,151), X(144,152), X(153,161), X(154,162), X(155,163),
+ X(156,164), X(157,165), X(158,166), X(159,167), X(160,168), X(169,177),
+ X(170,178), X(171,179), X(172,180), X(173,181), X(174,182), X(175,183),
+ X(176,184), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15),
+ X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31),
+ X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47),
+ X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63),
+ X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79),
+ X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94), X(91,95),
+ X(92,96), X(97,101), X(98,102), X(99,103), X(100,104), X(105,109), X(106,110),
+ X(107,111), X(108,112), X(113,117), X(114,118), X(115,119), X(116,120),
+ X(121,125), X(122,126), X(123,127), X(124,128), X(129,133), X(130,134),
+ X(131,135), X(132,136), X(137,141), X(138,142), X(139,143), X(140,144),
+ X(145,149), X(146,150), X(147,151), X(148,152), X(153,157), X(154,158),
+ X(155,159), X(156,160), X(161,165), X(162,166), X(163,167), X(164,168),
+ X(169,173), X(170,174), X(171,175), X(172,176), X(177,181), X(178,182),
+ X(179,183), X(180,184), X(5,129), X(6,130), X(7,131), X(8,132), X(13,137),
+ X(14,138), X(15,139), X(16,140), X(21,145), X(22,146), X(23,147), X(24,148),
+ X(29,153), X(30,154), X(31,155), X(32,156), X(37,161), X(38,162), X(39,163),
+ X(40,164), X(45,169), X(46,170), X(47,171), X(48,172), X(53,177), X(54,178),
+ X(55,179), X(56,180), X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74),
+ X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90),
+ X(31,91), X(32,92), X(37,97), X(38,98), X(39,99), X(40,100), X(45,105),
+ X(46,106), X(47,107), X(48,108), X(53,113), X(54,114), X(55,115), X(56,116),
+ X(61,121), X(62,122), X(63,123), X(64,124), X(69,129), X(70,130), X(71,131),
+ X(72,132), X(77,137), X(78,138), X(79,139), X(80,140), X(85,145), X(86,146),
+ X(87,147), X(88,148), X(93,153), X(94,154), X(95,155), X(96,156), X(101,161),
+ X(102,162), X(103,163), X(104,164), X(109,169), X(110,170), X(111,171),
+ X(112,172), X(117,177), X(118,178), X(119,179), X(120,180), X(5,33), X(6,34),
+ X(7,35), X(8,36), X(13,41), X(14,42), X(15,43), X(16,44), X(21,49), X(22,50),
+ X(23,51), X(24,52), X(29,57), X(30,58), X(31,59), X(32,60), X(37,65), X(38,66),
+ X(39,67), X(40,68), X(45,73), X(46,74), X(47,75), X(48,76), X(53,81), X(54,82),
+ X(55,83), X(56,84), X(61,89), X(62,90), X(63,91), X(64,92), X(69,97), X(70,98),
+ X(71,99), X(72,100), X(77,105), X(78,106), X(79,107), X(80,108), X(85,113),
+ X(86,114), X(87,115), X(88,116), X(93,121), X(94,122), X(95,123), X(96,124),
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+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(182,183)
+};
+S(186) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(65,129),
+ X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136),
+ X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143),
+ X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150),
+ X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157),
+ X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164),
+ X(101,165), X(102,166), X(103,167), X(104,168), X(105,169), X(106,170),
+ X(107,171), X(108,172), X(109,173), X(110,174), X(111,175), X(112,176),
+ X(113,177), X(114,178), X(115,179), X(116,180), X(117,181), X(118,182),
+ X(119,183), X(120,184), X(121,185), X(122,186), X(1,33), X(2,34), X(3,35),
+ X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43),
+ X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51),
+ X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59),
+ X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(151,183),
+ X(152,184), X(153,185), X(154,186), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146),
+ X(51,147), X(52,148), X(53,149), X(54,150), X(55,151), X(56,152), X(57,153),
+ X(58,154), X(59,155), X(60,156), X(61,157), X(62,158), X(63,159), X(64,160),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117),
+ X(102,118), X(103,119), X(104,120), X(105,121), X(106,122), X(107,123),
+ X(108,124), X(109,125), X(110,126), X(111,127), X(112,128), X(129,145),
+ X(130,146), X(131,147), X(132,148), X(133,149), X(134,150), X(135,151),
+ X(136,152), X(137,153), X(138,154), X(139,155), X(140,156), X(141,157),
+ X(142,158), X(143,159), X(144,160), X(161,177), X(162,178), X(163,179),
+ X(164,180), X(165,181), X(166,182), X(167,183), X(168,184), X(169,185),
+ X(170,186), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134),
+ X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141),
+ X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163), X(52,164),
+ X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170), X(59,171),
+ X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98),
+ X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105),
+ X(58,106), X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112),
+ X(81,129), X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135),
+ X(88,136), X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142),
+ X(95,143), X(96,144), X(113,161), X(114,162), X(115,163), X(116,164),
+ X(117,165), X(118,166), X(119,167), X(120,168), X(121,169), X(122,170),
+ X(123,171), X(124,172), X(125,173), X(126,174), X(127,175), X(128,176),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(81,97), X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103),
+ X(88,104), X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110),
+ X(95,111), X(96,112), X(113,129), X(114,130), X(115,131), X(116,132),
+ X(117,133), X(118,134), X(119,135), X(120,136), X(121,137), X(122,138),
+ X(123,139), X(124,140), X(125,141), X(126,142), X(127,143), X(128,144),
+ X(145,161), X(146,162), X(147,163), X(148,164), X(149,165), X(150,166),
+ X(151,167), X(152,168), X(153,169), X(154,170), X(155,171), X(156,172),
+ X(157,173), X(158,174), X(159,175), X(160,176), X(1,9), X(2,10), X(3,11),
+ X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27),
+ X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43),
+ X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59),
+ X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75),
+ X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90), X(83,91),
+ X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105), X(98,106),
+ X(99,107), X(100,108), X(101,109), X(102,110), X(103,111), X(104,112),
+ X(113,121), X(114,122), X(115,123), X(116,124), X(117,125), X(118,126),
+ X(119,127), X(120,128), X(129,137), X(130,138), X(131,139), X(132,140),
+ X(133,141), X(134,142), X(135,143), X(136,144), X(145,153), X(146,154),
+ X(147,155), X(148,156), X(149,157), X(150,158), X(151,159), X(152,160),
+ X(161,169), X(162,170), X(163,171), X(164,172), X(165,173), X(166,174),
+ X(167,175), X(168,176), X(177,185), X(178,186), X(9,129), X(10,130), X(11,131),
+ X(12,132), X(13,133), X(14,134), X(15,135), X(16,136), X(25,145), X(26,146),
+ X(27,147), X(28,148), X(29,149), X(30,150), X(31,151), X(32,152), X(41,161),
+ X(42,162), X(43,163), X(44,164), X(45,165), X(46,166), X(47,167), X(48,168),
+ X(57,177), X(58,178), X(59,179), X(60,180), X(61,181), X(62,182), X(63,183),
+ X(64,184), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71),
+ X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87),
+ X(32,88), X(41,97), X(42,98), X(43,99), X(44,100), X(45,101), X(46,102),
+ X(47,103), X(48,104), X(57,113), X(58,114), X(59,115), X(60,116), X(61,117),
+ X(62,118), X(63,119), X(64,120), X(73,129), X(74,130), X(75,131), X(76,132),
+ X(77,133), X(78,134), X(79,135), X(80,136), X(89,145), X(90,146), X(91,147),
+ X(92,148), X(93,149), X(94,150), X(95,151), X(96,152), X(105,161), X(106,162),
+ X(107,163), X(108,164), X(109,165), X(110,166), X(111,167), X(112,168),
+ X(121,177), X(122,178), X(123,179), X(124,180), X(125,181), X(126,182),
+ X(127,183), X(128,184), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37),
+ X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53),
+ X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69),
+ X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85),
+ X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100),
+ X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114), X(91,115),
+ X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129), X(106,130),
+ X(107,131), X(108,132), X(109,133), X(110,134), X(111,135), X(112,136),
+ X(121,145), X(122,146), X(123,147), X(124,148), X(125,149), X(126,150),
+ X(127,151), X(128,152), X(137,161), X(138,162), X(139,163), X(140,164),
+ X(141,165), X(142,166), X(143,167), X(144,168), X(153,177), X(154,178),
+ X(155,179), X(156,180), X(157,181), X(158,182), X(159,183), X(160,184),
+ X(9,17), X(10,18), X(11,19), X(12,20), X(13,21), X(14,22), X(15,23), X(16,24),
+ X(25,33), X(26,34), X(27,35), X(28,36), X(29,37), X(30,38), X(31,39), X(32,40),
+ X(41,49), X(42,50), X(43,51), X(44,52), X(45,53), X(46,54), X(47,55), X(48,56),
+ X(57,65), X(58,66), X(59,67), X(60,68), X(61,69), X(62,70), X(63,71), X(64,72),
+ X(73,81), X(74,82), X(75,83), X(76,84), X(77,85), X(78,86), X(79,87), X(80,88),
+ X(89,97), X(90,98), X(91,99), X(92,100), X(93,101), X(94,102), X(95,103),
+ X(96,104), X(105,113), X(106,114), X(107,115), X(108,116), X(109,117),
+ X(110,118), X(111,119), X(112,120), X(121,129), X(122,130), X(123,131),
+ X(124,132), X(125,133), X(126,134), X(127,135), X(128,136), X(137,145),
+ X(138,146), X(139,147), X(140,148), X(141,149), X(142,150), X(143,151),
+ X(144,152), X(153,161), X(154,162), X(155,163), X(156,164), X(157,165),
+ X(158,166), X(159,167), X(160,168), X(169,177), X(170,178), X(171,179),
+ X(172,180), X(173,181), X(174,182), X(175,183), X(176,184), X(1,5), X(2,6),
+ X(3,7), X(4,8), X(9,13), X(10,14), X(11,15), X(12,16), X(17,21), X(18,22),
+ X(19,23), X(20,24), X(25,29), X(26,30), X(27,31), X(28,32), X(33,37), X(34,38),
+ X(35,39), X(36,40), X(41,45), X(42,46), X(43,47), X(44,48), X(49,53), X(50,54),
+ X(51,55), X(52,56), X(57,61), X(58,62), X(59,63), X(60,64), X(65,69), X(66,70),
+ X(67,71), X(68,72), X(73,77), X(74,78), X(75,79), X(76,80), X(81,85), X(82,86),
+ X(83,87), X(84,88), X(89,93), X(90,94), X(91,95), X(92,96), X(97,101),
+ X(98,102), X(99,103), X(100,104), X(105,109), X(106,110), X(107,111),
+ X(108,112), X(113,117), X(114,118), X(115,119), X(116,120), X(121,125),
+ X(122,126), X(123,127), X(124,128), X(129,133), X(130,134), X(131,135),
+ X(132,136), X(137,141), X(138,142), X(139,143), X(140,144), X(145,149),
+ X(146,150), X(147,151), X(148,152), X(153,157), X(154,158), X(155,159),
+ X(156,160), X(161,165), X(162,166), X(163,167), X(164,168), X(169,173),
+ X(170,174), X(171,175), X(172,176), X(177,181), X(178,182), X(179,183),
+ X(180,184), X(5,129), X(6,130), X(7,131), X(8,132), X(13,137), X(14,138),
+ X(15,139), X(16,140), X(21,145), X(22,146), X(23,147), X(24,148), X(29,153),
+ X(30,154), X(31,155), X(32,156), X(37,161), X(38,162), X(39,163), X(40,164),
+ X(45,169), X(46,170), X(47,171), X(48,172), X(53,177), X(54,178), X(55,179),
+ X(56,180), X(61,185), X(62,186), X(5,65), X(6,66), X(7,67), X(8,68), X(13,73),
+ X(14,74), X(15,75), X(16,76), X(21,81), X(22,82), X(23,83), X(24,84), X(29,89),
+ X(30,90), X(31,91), X(32,92), X(37,97), X(38,98), X(39,99), X(40,100),
+ X(45,105), X(46,106), X(47,107), X(48,108), X(53,113), X(54,114), X(55,115),
+ X(56,116), X(61,121), X(62,122), X(63,123), X(64,124), X(69,129), X(70,130),
+ X(71,131), X(72,132), X(77,137), X(78,138), X(79,139), X(80,140), X(85,145),
+ X(86,146), X(87,147), X(88,148), X(93,153), X(94,154), X(95,155), X(96,156),
+ X(101,161), X(102,162), X(103,163), X(104,164), X(109,169), X(110,170),
+ X(111,171), X(112,172), X(117,177), X(118,178), X(119,179), X(120,180),
+ X(125,185), X(126,186), X(5,33), X(6,34), X(7,35), X(8,36), X(13,41), X(14,42),
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+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149),
+ X(148,151), X(150,153), X(152,155), X(154,157), X(156,159), X(158,161),
+ X(160,163), X(162,165), X(164,167), X(166,169), X(168,171), X(170,173),
+ X(172,175), X(174,177), X(176,179), X(178,181), X(180,183), X(182,185), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185)
+};
+S(188) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(1,65), X(2,66), X(3,67), X(4,68),
+ X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76),
+ X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84),
+ X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92),
+ X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134),
+ X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141),
+ X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148),
+ X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155),
+ X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162),
+ X(99,163), X(100,164), X(101,165), X(102,166), X(103,167), X(104,168),
+ X(105,169), X(106,170), X(107,171), X(108,172), X(109,173), X(110,174),
+ X(111,175), X(112,176), X(113,177), X(114,178), X(115,179), X(116,180),
+ X(117,181), X(118,182), X(119,183), X(120,184), X(121,185), X(122,186),
+ X(123,187), X(124,188), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161),
+ X(130,162), X(131,163), X(132,164), X(133,165), X(134,166), X(135,167),
+ X(136,168), X(137,169), X(138,170), X(139,171), X(140,172), X(141,173),
+ X(142,174), X(143,175), X(144,176), X(145,177), X(146,178), X(147,179),
+ X(148,180), X(149,181), X(150,182), X(151,183), X(152,184), X(153,185),
+ X(154,186), X(155,187), X(156,188), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146),
+ X(51,147), X(52,148), X(53,149), X(54,150), X(55,151), X(56,152), X(57,153),
+ X(58,154), X(59,155), X(60,156), X(61,157), X(62,158), X(63,159), X(64,160),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117),
+ X(102,118), X(103,119), X(104,120), X(105,121), X(106,122), X(107,123),
+ X(108,124), X(109,125), X(110,126), X(111,127), X(112,128), X(129,145),
+ X(130,146), X(131,147), X(132,148), X(133,149), X(134,150), X(135,151),
+ X(136,152), X(137,153), X(138,154), X(139,155), X(140,156), X(141,157),
+ X(142,158), X(143,159), X(144,160), X(161,177), X(162,178), X(163,179),
+ X(164,180), X(165,181), X(166,182), X(167,183), X(168,184), X(169,185),
+ X(170,186), X(171,187), X(172,188), X(17,129), X(18,130), X(19,131), X(20,132),
+ X(21,133), X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139),
+ X(28,140), X(29,141), X(30,142), X(31,143), X(32,144), X(49,161), X(50,162),
+ X(51,163), X(52,164), X(53,165), X(54,166), X(55,167), X(56,168), X(57,169),
+ X(58,170), X(59,171), X(60,172), X(61,173), X(62,174), X(63,175), X(64,176),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72),
+ X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80),
+ X(49,97), X(50,98), X(51,99), X(52,100), X(53,101), X(54,102), X(55,103),
+ X(56,104), X(57,105), X(58,106), X(59,107), X(60,108), X(61,109), X(62,110),
+ X(63,111), X(64,112), X(81,129), X(82,130), X(83,131), X(84,132), X(85,133),
+ X(86,134), X(87,135), X(88,136), X(89,137), X(90,138), X(91,139), X(92,140),
+ X(93,141), X(94,142), X(95,143), X(96,144), X(113,161), X(114,162), X(115,163),
+ X(116,164), X(117,165), X(118,166), X(119,167), X(120,168), X(121,169),
+ X(122,170), X(123,171), X(124,172), X(125,173), X(126,174), X(127,175),
+ X(128,176), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46),
+ X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70),
+ X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78),
+ X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100), X(85,101),
+ X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107), X(92,108),
+ X(93,109), X(94,110), X(95,111), X(96,112), X(113,129), X(114,130), X(115,131),
+ X(116,132), X(117,133), X(118,134), X(119,135), X(120,136), X(121,137),
+ X(122,138), X(123,139), X(124,140), X(125,141), X(126,142), X(127,143),
+ X(128,144), X(145,161), X(146,162), X(147,163), X(148,164), X(149,165),
+ X(150,166), X(151,167), X(152,168), X(153,169), X(154,170), X(155,171),
+ X(156,172), X(157,173), X(158,174), X(159,175), X(160,176), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(117,125),
+ X(118,126), X(119,127), X(120,128), X(129,137), X(130,138), X(131,139),
+ X(132,140), X(133,141), X(134,142), X(135,143), X(136,144), X(145,153),
+ X(146,154), X(147,155), X(148,156), X(149,157), X(150,158), X(151,159),
+ X(152,160), X(161,169), X(162,170), X(163,171), X(164,172), X(165,173),
+ X(166,174), X(167,175), X(168,176), X(177,185), X(178,186), X(179,187),
+ X(180,188), X(9,129), X(10,130), X(11,131), X(12,132), X(13,133), X(14,134),
+ X(15,135), X(16,136), X(25,145), X(26,146), X(27,147), X(28,148), X(29,149),
+ X(30,150), X(31,151), X(32,152), X(41,161), X(42,162), X(43,163), X(44,164),
+ X(45,165), X(46,166), X(47,167), X(48,168), X(57,177), X(58,178), X(59,179),
+ X(60,180), X(61,181), X(62,182), X(63,183), X(64,184), X(9,65), X(10,66),
+ X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82),
+ X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98),
+ X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113),
+ X(58,114), X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120),
+ X(73,129), X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135),
+ X(80,136), X(89,145), X(90,146), X(91,147), X(92,148), X(93,149), X(94,150),
+ X(95,151), X(96,152), X(105,161), X(106,162), X(107,163), X(108,164),
+ X(109,165), X(110,166), X(111,167), X(112,168), X(121,177), X(122,178),
+ X(123,179), X(124,180), X(125,181), X(126,182), X(127,183), X(128,184),
+ X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40),
+ X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56),
+ X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72),
+ X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88),
+ X(73,97), X(74,98), X(75,99), X(76,100), X(77,101), X(78,102), X(79,103),
+ X(80,104), X(89,113), X(90,114), X(91,115), X(92,116), X(93,117), X(94,118),
+ X(95,119), X(96,120), X(105,129), X(106,130), X(107,131), X(108,132),
+ X(109,133), X(110,134), X(111,135), X(112,136), X(121,145), X(122,146),
+ X(123,147), X(124,148), X(125,149), X(126,150), X(127,151), X(128,152),
+ X(137,161), X(138,162), X(139,163), X(140,164), X(141,165), X(142,166),
+ X(143,167), X(144,168), X(153,177), X(154,178), X(155,179), X(156,180),
+ X(157,181), X(158,182), X(159,183), X(160,184), X(9,17), X(10,18), X(11,19),
+ X(12,20), X(13,21), X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35),
+ X(28,36), X(29,37), X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51),
+ X(44,52), X(45,53), X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67),
+ X(60,68), X(61,69), X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83),
+ X(76,84), X(77,85), X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99),
+ X(92,100), X(93,101), X(94,102), X(95,103), X(96,104), X(105,113), X(106,114),
+ X(107,115), X(108,116), X(109,117), X(110,118), X(111,119), X(112,120),
+ X(121,129), X(122,130), X(123,131), X(124,132), X(125,133), X(126,134),
+ X(127,135), X(128,136), X(137,145), X(138,146), X(139,147), X(140,148),
+ X(141,149), X(142,150), X(143,151), X(144,152), X(153,161), X(154,162),
+ X(155,163), X(156,164), X(157,165), X(158,166), X(159,167), X(160,168),
+ X(169,177), X(170,178), X(171,179), X(172,180), X(173,181), X(174,182),
+ X(175,183), X(176,184), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14),
+ X(11,15), X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30),
+ X(27,31), X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46),
+ X(43,47), X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62),
+ X(59,63), X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78),
+ X(75,79), X(76,80), X(81,85), X(82,86), X(83,87), X(84,88), X(89,93), X(90,94),
+ X(91,95), X(92,96), X(97,101), X(98,102), X(99,103), X(100,104), X(105,109),
+ X(106,110), X(107,111), X(108,112), X(113,117), X(114,118), X(115,119),
+ X(116,120), X(121,125), X(122,126), X(123,127), X(124,128), X(129,133),
+ X(130,134), X(131,135), X(132,136), X(137,141), X(138,142), X(139,143),
+ X(140,144), X(145,149), X(146,150), X(147,151), X(148,152), X(153,157),
+ X(154,158), X(155,159), X(156,160), X(161,165), X(162,166), X(163,167),
+ X(164,168), X(169,173), X(170,174), X(171,175), X(172,176), X(177,181),
+ X(178,182), X(179,183), X(180,184), X(5,129), X(6,130), X(7,131), X(8,132),
+ X(13,137), X(14,138), X(15,139), X(16,140), X(21,145), X(22,146), X(23,147),
+ X(24,148), X(29,153), X(30,154), X(31,155), X(32,156), X(37,161), X(38,162),
+ X(39,163), X(40,164), X(45,169), X(46,170), X(47,171), X(48,172), X(53,177),
+ X(54,178), X(55,179), X(56,180), X(61,185), X(62,186), X(63,187), X(64,188),
+ X(5,65), X(6,66), X(7,67), X(8,68), X(13,73), X(14,74), X(15,75), X(16,76),
+ X(21,81), X(22,82), X(23,83), X(24,84), X(29,89), X(30,90), X(31,91), X(32,92),
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+ X(110,117), X(112,119), X(114,121), X(116,123), X(118,125), X(120,127),
+ X(122,129), X(124,131), X(126,133), X(128,135), X(130,137), X(132,139),
+ X(134,141), X(136,143), X(138,145), X(140,147), X(142,149), X(144,151),
+ X(146,153), X(148,155), X(150,157), X(152,159), X(154,161), X(156,163),
+ X(158,165), X(160,167), X(162,169), X(164,171), X(166,173), X(168,175),
+ X(170,177), X(172,179), X(174,181), X(176,183), X(178,185), X(180,187), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171),
+ X(170,173), X(172,175), X(174,177), X(176,179), X(178,181), X(180,183),
+ X(182,185), X(184,187), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(182,183), X(184,185), X(186,187)
+};
+S(190) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(1,65),
+ X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73),
+ X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81),
+ X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89),
+ X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97),
+ X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104),
+ X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111),
+ X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118),
+ X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125),
+ X(62,126), X(63,127), X(64,128), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153),
+ X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160),
+ X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(107,171), X(108,172),
+ X(109,173), X(110,174), X(111,175), X(112,176), X(113,177), X(114,178),
+ X(115,179), X(116,180), X(117,181), X(118,182), X(119,183), X(120,184),
+ X(121,185), X(122,186), X(123,187), X(124,188), X(125,189), X(126,190),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117),
+ X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124),
+ X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162), X(131,163),
+ X(132,164), X(133,165), X(134,166), X(135,167), X(136,168), X(137,169),
+ X(138,170), X(139,171), X(140,172), X(141,173), X(142,174), X(143,175),
+ X(144,176), X(145,177), X(146,178), X(147,179), X(148,180), X(149,181),
+ X(150,182), X(151,183), X(152,184), X(153,185), X(154,186), X(155,187),
+ X(156,188), X(157,189), X(158,190), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146),
+ X(51,147), X(52,148), X(53,149), X(54,150), X(55,151), X(56,152), X(57,153),
+ X(58,154), X(59,155), X(60,156), X(61,157), X(62,158), X(63,159), X(64,160),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117),
+ X(102,118), X(103,119), X(104,120), X(105,121), X(106,122), X(107,123),
+ X(108,124), X(109,125), X(110,126), X(111,127), X(112,128), X(129,145),
+ X(130,146), X(131,147), X(132,148), X(133,149), X(134,150), X(135,151),
+ X(136,152), X(137,153), X(138,154), X(139,155), X(140,156), X(141,157),
+ X(142,158), X(143,159), X(144,160), X(161,177), X(162,178), X(163,179),
+ X(164,180), X(165,181), X(166,182), X(167,183), X(168,184), X(169,185),
+ X(170,186), X(171,187), X(172,188), X(173,189), X(174,190), X(17,129),
+ X(18,130), X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136),
+ X(25,137), X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143),
+ X(32,144), X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166),
+ X(55,167), X(56,168), X(57,169), X(58,170), X(59,171), X(60,172), X(61,173),
+ X(62,174), X(63,175), X(64,176), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143),
+ X(96,144), X(113,161), X(114,162), X(115,163), X(116,164), X(117,165),
+ X(118,166), X(119,167), X(120,168), X(121,169), X(122,170), X(123,171),
+ X(124,172), X(125,173), X(126,174), X(127,175), X(128,176), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74),
+ X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98),
+ X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105),
+ X(90,106), X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112),
+ X(113,129), X(114,130), X(115,131), X(116,132), X(117,133), X(118,134),
+ X(119,135), X(120,136), X(121,137), X(122,138), X(123,139), X(124,140),
+ X(125,141), X(126,142), X(127,143), X(128,144), X(145,161), X(146,162),
+ X(147,163), X(148,164), X(149,165), X(150,166), X(151,167), X(152,168),
+ X(153,169), X(154,170), X(155,171), X(156,172), X(157,173), X(158,174),
+ X(159,175), X(160,176), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14),
+ X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30),
+ X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46),
+ X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62),
+ X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78),
+ X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94),
+ X(87,95), X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109),
+ X(102,110), X(103,111), X(104,112), X(113,121), X(114,122), X(115,123),
+ X(116,124), X(117,125), X(118,126), X(119,127), X(120,128), X(129,137),
+ X(130,138), X(131,139), X(132,140), X(133,141), X(134,142), X(135,143),
+ X(136,144), X(145,153), X(146,154), X(147,155), X(148,156), X(149,157),
+ X(150,158), X(151,159), X(152,160), X(161,169), X(162,170), X(163,171),
+ X(164,172), X(165,173), X(166,174), X(167,175), X(168,176), X(177,185),
+ X(178,186), X(179,187), X(180,188), X(181,189), X(182,190), X(9,129),
+ X(10,130), X(11,131), X(12,132), X(13,133), X(14,134), X(15,135), X(16,136),
+ X(25,145), X(26,146), X(27,147), X(28,148), X(29,149), X(30,150), X(31,151),
+ X(32,152), X(41,161), X(42,162), X(43,163), X(44,164), X(45,165), X(46,166),
+ X(47,167), X(48,168), X(57,177), X(58,178), X(59,179), X(60,180), X(61,181),
+ X(62,182), X(63,183), X(64,184), X(9,65), X(10,66), X(11,67), X(12,68),
+ X(13,69), X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84),
+ X(29,85), X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99),
+ X(44,100), X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114),
+ X(59,115), X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129),
+ X(74,130), X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136),
+ X(89,145), X(90,146), X(91,147), X(92,148), X(93,149), X(94,150), X(95,151),
+ X(96,152), X(105,161), X(106,162), X(107,163), X(108,164), X(109,165),
+ X(110,166), X(111,167), X(112,168), X(121,177), X(122,178), X(123,179),
+ X(124,180), X(125,181), X(126,182), X(127,183), X(128,184), X(9,33), X(10,34),
+ X(11,35), X(12,36), X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50),
+ X(27,51), X(28,52), X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66),
+ X(43,67), X(44,68), X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82),
+ X(59,83), X(60,84), X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98),
+ X(75,99), X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(89,113),
+ X(90,114), X(91,115), X(92,116), X(93,117), X(94,118), X(95,119), X(96,120),
+ X(105,129), X(106,130), X(107,131), X(108,132), X(109,133), X(110,134),
+ X(111,135), X(112,136), X(121,145), X(122,146), X(123,147), X(124,148),
+ X(125,149), X(126,150), X(127,151), X(128,152), X(137,161), X(138,162),
+ X(139,163), X(140,164), X(141,165), X(142,166), X(143,167), X(144,168),
+ X(153,177), X(154,178), X(155,179), X(156,180), X(157,181), X(158,182),
+ X(159,183), X(160,184), X(9,17), X(10,18), X(11,19), X(12,20), X(13,21),
+ X(14,22), X(15,23), X(16,24), X(25,33), X(26,34), X(27,35), X(28,36), X(29,37),
+ X(30,38), X(31,39), X(32,40), X(41,49), X(42,50), X(43,51), X(44,52), X(45,53),
+ X(46,54), X(47,55), X(48,56), X(57,65), X(58,66), X(59,67), X(60,68), X(61,69),
+ X(62,70), X(63,71), X(64,72), X(73,81), X(74,82), X(75,83), X(76,84), X(77,85),
+ X(78,86), X(79,87), X(80,88), X(89,97), X(90,98), X(91,99), X(92,100),
+ X(93,101), X(94,102), X(95,103), X(96,104), X(105,113), X(106,114), X(107,115),
+ X(108,116), X(109,117), X(110,118), X(111,119), X(112,120), X(121,129),
+ X(122,130), X(123,131), X(124,132), X(125,133), X(126,134), X(127,135),
+ X(128,136), X(137,145), X(138,146), X(139,147), X(140,148), X(141,149),
+ X(142,150), X(143,151), X(144,152), X(153,161), X(154,162), X(155,163),
+ X(156,164), X(157,165), X(158,166), X(159,167), X(160,168), X(169,177),
+ X(170,178), X(171,179), X(172,180), X(173,181), X(174,182), X(175,183),
+ X(176,184), X(1,5), X(2,6), X(3,7), X(4,8), X(9,13), X(10,14), X(11,15),
+ X(12,16), X(17,21), X(18,22), X(19,23), X(20,24), X(25,29), X(26,30), X(27,31),
+ X(28,32), X(33,37), X(34,38), X(35,39), X(36,40), X(41,45), X(42,46), X(43,47),
+ X(44,48), X(49,53), X(50,54), X(51,55), X(52,56), X(57,61), X(58,62), X(59,63),
+ X(60,64), X(65,69), X(66,70), X(67,71), X(68,72), X(73,77), X(74,78), X(75,79),
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+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75),
+ X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91),
+ X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105),
+ X(100,107), X(102,109), X(104,111), X(106,113), X(108,115), X(110,117),
+ X(112,119), X(114,121), X(116,123), X(118,125), X(120,127), X(122,129),
+ X(124,131), X(126,133), X(128,135), X(130,137), X(132,139), X(134,141),
+ X(136,143), X(138,145), X(140,147), X(142,149), X(144,151), X(146,153),
+ X(148,155), X(150,157), X(152,159), X(154,161), X(156,163), X(158,165),
+ X(160,167), X(162,169), X(164,171), X(166,173), X(168,175), X(170,177),
+ X(172,179), X(174,181), X(176,183), X(178,185), X(180,187), X(182,189), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171),
+ X(170,173), X(172,175), X(174,177), X(176,179), X(178,181), X(180,183),
+ X(182,185), X(184,187), X(186,189), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189)
+};
+S(192) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71),
+ X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79),
+ X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87),
+ X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95),
+ X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102),
+ X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109),
+ X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116),
+ X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123),
+ X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(65,129), X(66,130),
+ X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(73,137),
+ X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143), X(80,144),
+ X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150), X(87,151),
+ X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157), X(94,158),
+ X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164), X(101,165),
+ X(102,166), X(103,167), X(104,168), X(105,169), X(106,170), X(107,171),
+ X(108,172), X(109,173), X(110,174), X(111,175), X(112,176), X(113,177),
+ X(114,178), X(115,179), X(116,180), X(117,181), X(118,182), X(119,183),
+ X(120,184), X(121,185), X(122,186), X(123,187), X(124,188), X(125,189),
+ X(126,190), X(127,191), X(128,192), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(151,183),
+ X(152,184), X(153,185), X(154,186), X(155,187), X(156,188), X(157,189),
+ X(158,190), X(159,191), X(160,192), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146),
+ X(51,147), X(52,148), X(53,149), X(54,150), X(55,151), X(56,152), X(57,153),
+ X(58,154), X(59,155), X(60,156), X(61,157), X(62,158), X(63,159), X(64,160),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117),
+ X(102,118), X(103,119), X(104,120), X(105,121), X(106,122), X(107,123),
+ X(108,124), X(109,125), X(110,126), X(111,127), X(112,128), X(129,145),
+ X(130,146), X(131,147), X(132,148), X(133,149), X(134,150), X(135,151),
+ X(136,152), X(137,153), X(138,154), X(139,155), X(140,156), X(141,157),
+ X(142,158), X(143,159), X(144,160), X(161,177), X(162,178), X(163,179),
+ X(164,180), X(165,181), X(166,182), X(167,183), X(168,184), X(169,185),
+ X(170,186), X(171,187), X(172,188), X(173,189), X(174,190), X(175,191),
+ X(176,192), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134),
+ X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141),
+ X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163), X(52,164),
+ X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170), X(59,171),
+ X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98),
+ X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105),
+ X(58,106), X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112),
+ X(81,129), X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135),
+ X(88,136), X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142),
+ X(95,143), X(96,144), X(113,161), X(114,162), X(115,163), X(116,164),
+ X(117,165), X(118,166), X(119,167), X(120,168), X(121,169), X(122,170),
+ X(123,171), X(124,172), X(125,173), X(126,174), X(127,175), X(128,176),
+ X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40),
+ X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48),
+ X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72),
+ X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80),
+ X(81,97), X(82,98), X(83,99), X(84,100), X(85,101), X(86,102), X(87,103),
+ X(88,104), X(89,105), X(90,106), X(91,107), X(92,108), X(93,109), X(94,110),
+ X(95,111), X(96,112), X(113,129), X(114,130), X(115,131), X(116,132),
+ X(117,133), X(118,134), X(119,135), X(120,136), X(121,137), X(122,138),
+ X(123,139), X(124,140), X(125,141), X(126,142), X(127,143), X(128,144),
+ X(145,161), X(146,162), X(147,163), X(148,164), X(149,165), X(150,166),
+ X(151,167), X(152,168), X(153,169), X(154,170), X(155,171), X(156,172),
+ X(157,173), X(158,174), X(159,175), X(160,176), X(1,9), X(2,10), X(3,11),
+ X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27),
+ X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43),
+ X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59),
+ X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75),
+ X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90), X(83,91),
+ X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105), X(98,106),
+ X(99,107), X(100,108), X(101,109), X(102,110), X(103,111), X(104,112),
+ X(113,121), X(114,122), X(115,123), X(116,124), X(117,125), X(118,126),
+ X(119,127), X(120,128), X(129,137), X(130,138), X(131,139), X(132,140),
+ X(133,141), X(134,142), X(135,143), X(136,144), X(145,153), X(146,154),
+ X(147,155), X(148,156), X(149,157), X(150,158), X(151,159), X(152,160),
+ X(161,169), X(162,170), X(163,171), X(164,172), X(165,173), X(166,174),
+ X(167,175), X(168,176), X(177,185), X(178,186), X(179,187), X(180,188),
+ X(181,189), X(182,190), X(183,191), X(184,192), X(9,129), X(10,130), X(11,131),
+ X(12,132), X(13,133), X(14,134), X(15,135), X(16,136), X(25,145), X(26,146),
+ X(27,147), X(28,148), X(29,149), X(30,150), X(31,151), X(32,152), X(41,161),
+ X(42,162), X(43,163), X(44,164), X(45,165), X(46,166), X(47,167), X(48,168),
+ X(57,177), X(58,178), X(59,179), X(60,180), X(61,181), X(62,182), X(63,183),
+ X(64,184), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71),
+ X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87),
+ X(32,88), X(41,97), X(42,98), X(43,99), X(44,100), X(45,101), X(46,102),
+ X(47,103), X(48,104), X(57,113), X(58,114), X(59,115), X(60,116), X(61,117),
+ X(62,118), X(63,119), X(64,120), X(73,129), X(74,130), X(75,131), X(76,132),
+ X(77,133), X(78,134), X(79,135), X(80,136), X(89,145), X(90,146), X(91,147),
+ X(92,148), X(93,149), X(94,150), X(95,151), X(96,152), X(105,161), X(106,162),
+ X(107,163), X(108,164), X(109,165), X(110,166), X(111,167), X(112,168),
+ X(121,177), X(122,178), X(123,179), X(124,180), X(125,181), X(126,182),
+ X(127,183), X(128,184), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37),
+ X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53),
+ X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69),
+ X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85),
+ X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100),
+ X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114), X(91,115),
+ X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129), X(106,130),
+ X(107,131), X(108,132), X(109,133), X(110,134), X(111,135), X(112,136),
+ X(121,145), X(122,146), X(123,147), X(124,148), X(125,149), X(126,150),
+ X(127,151), X(128,152), X(137,161), X(138,162), X(139,163), X(140,164),
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+ X(50,113), X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125),
+ X(64,127), X(66,129), X(68,131), X(70,133), X(72,135), X(74,137), X(76,139),
+ X(78,141), X(80,143), X(82,145), X(84,147), X(86,149), X(88,151), X(90,153),
+ X(92,155), X(94,157), X(96,159), X(98,161), X(100,163), X(102,165), X(104,167),
+ X(106,169), X(108,171), X(110,173), X(112,175), X(114,177), X(116,179),
+ X(118,181), X(120,183), X(122,185), X(124,187), X(126,189), X(128,191),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79),
+ X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95),
+ X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(78,109),
+ X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121), X(92,123),
+ X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(132,163), X(134,165), X(136,167), X(138,169), X(140,171),
+ X(142,173), X(144,175), X(146,177), X(148,179), X(150,181), X(152,183),
+ X(154,185), X(156,187), X(158,189), X(160,191), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(156,163), X(158,165), X(160,167), X(162,169),
+ X(164,171), X(166,173), X(168,175), X(170,177), X(172,179), X(174,181),
+ X(176,183), X(178,185), X(180,187), X(182,189), X(184,191), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149),
+ X(148,151), X(150,153), X(152,155), X(154,157), X(156,159), X(158,161),
+ X(160,163), X(162,165), X(164,167), X(166,169), X(168,171), X(170,173),
+ X(172,175), X(174,177), X(176,179), X(178,181), X(180,183), X(182,185),
+ X(184,187), X(186,189), X(188,191), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189),
+ X(190,191)
+};
+S(194) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69),
+ X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77),
+ X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85),
+ X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93),
+ X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100),
+ X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107),
+ X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114),
+ X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121),
+ X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128),
+ X(129,193), X(130,194), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133),
+ X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140),
+ X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147),
+ X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154),
+ X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(97,161),
+ X(98,162), X(99,163), X(100,164), X(101,165), X(102,166), X(103,167),
+ X(104,168), X(105,169), X(106,170), X(107,171), X(108,172), X(109,173),
+ X(110,174), X(111,175), X(112,176), X(113,177), X(114,178), X(115,179),
+ X(116,180), X(117,181), X(118,182), X(119,183), X(120,184), X(121,185),
+ X(122,186), X(123,187), X(124,188), X(125,189), X(126,190), X(127,191),
+ X(128,192), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39),
+ X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47),
+ X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55),
+ X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63),
+ X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102),
+ X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109),
+ X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116),
+ X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123),
+ X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162),
+ X(131,163), X(132,164), X(133,165), X(134,166), X(135,167), X(136,168),
+ X(137,169), X(138,170), X(139,171), X(140,172), X(141,173), X(142,174),
+ X(143,175), X(144,176), X(145,177), X(146,178), X(147,179), X(148,180),
+ X(149,181), X(150,182), X(151,183), X(152,184), X(153,185), X(154,186),
+ X(155,187), X(156,188), X(157,189), X(158,190), X(159,191), X(160,192),
+ X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134), X(39,135),
+ X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141), X(46,142),
+ X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148), X(53,149),
+ X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155), X(60,156),
+ X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194), X(33,65),
+ X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73),
+ X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81),
+ X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89),
+ X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(25,137),
+ X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143), X(32,144),
+ X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166), X(55,167),
+ X(56,168), X(57,169), X(58,170), X(59,171), X(60,172), X(61,173), X(62,174),
+ X(63,175), X(64,176), X(81,193), X(82,194), X(17,65), X(18,66), X(19,67),
+ X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75),
+ X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143),
+ X(96,144), X(113,161), X(114,162), X(115,163), X(116,164), X(117,165),
+ X(118,166), X(119,167), X(120,168), X(121,169), X(122,170), X(123,171),
+ X(124,172), X(125,173), X(126,174), X(127,175), X(128,176), X(145,193),
+ X(146,194), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46),
+ X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70),
+ X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78),
+ X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100), X(85,101),
+ X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107), X(92,108),
+ X(93,109), X(94,110), X(95,111), X(96,112), X(113,129), X(114,130), X(115,131),
+ X(116,132), X(117,133), X(118,134), X(119,135), X(120,136), X(121,137),
+ X(122,138), X(123,139), X(124,140), X(125,141), X(126,142), X(127,143),
+ X(128,144), X(145,161), X(146,162), X(147,163), X(148,164), X(149,165),
+ X(150,166), X(151,167), X(152,168), X(153,169), X(154,170), X(155,171),
+ X(156,172), X(157,173), X(158,174), X(159,175), X(160,176), X(177,193),
+ X(178,194), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14), X(7,15),
+ X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30), X(23,31),
+ X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46), X(39,47),
+ X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62), X(55,63),
+ X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78), X(71,79),
+ X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94), X(87,95),
+ X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109), X(102,110),
+ X(103,111), X(104,112), X(113,121), X(114,122), X(115,123), X(116,124),
+ X(117,125), X(118,126), X(119,127), X(120,128), X(129,137), X(130,138),
+ X(131,139), X(132,140), X(133,141), X(134,142), X(135,143), X(136,144),
+ X(145,153), X(146,154), X(147,155), X(148,156), X(149,157), X(150,158),
+ X(151,159), X(152,160), X(161,169), X(162,170), X(163,171), X(164,172),
+ X(165,173), X(166,174), X(167,175), X(168,176), X(177,185), X(178,186),
+ X(179,187), X(180,188), X(181,189), X(182,190), X(183,191), X(184,192),
+ X(9,129), X(10,130), X(11,131), X(12,132), X(13,133), X(14,134), X(15,135),
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+ X(120,122), X(123,125), X(124,126), X(127,129), X(128,130), X(131,133),
+ X(132,134), X(135,137), X(136,138), X(139,141), X(140,142), X(143,145),
+ X(144,146), X(147,149), X(148,150), X(151,153), X(152,154), X(155,157),
+ X(156,158), X(159,161), X(160,162), X(163,165), X(164,166), X(167,169),
+ X(168,170), X(171,173), X(172,174), X(175,177), X(176,178), X(179,181),
+ X(180,182), X(183,185), X(184,186), X(187,189), X(188,190), X(191,193),
+ X(192,194), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137), X(12,139),
+ X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151), X(26,153),
+ X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165), X(40,167),
+ X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179), X(54,181),
+ X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193), X(2,65),
+ X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81),
+ X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97),
+ X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111),
+ X(50,113), X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125),
+ X(64,127), X(66,129), X(68,131), X(70,133), X(72,135), X(74,137), X(76,139),
+ X(78,141), X(80,143), X(82,145), X(84,147), X(86,149), X(88,151), X(90,153),
+ X(92,155), X(94,157), X(96,159), X(98,161), X(100,163), X(102,165), X(104,167),
+ X(106,169), X(108,171), X(110,173), X(112,175), X(114,177), X(116,179),
+ X(118,181), X(120,183), X(122,185), X(124,187), X(126,189), X(128,191),
+ X(130,193), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107),
+ X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121),
+ X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(132,163), X(134,165), X(136,167), X(138,169), X(140,171),
+ X(142,173), X(144,175), X(146,177), X(148,179), X(150,181), X(152,183),
+ X(154,185), X(156,187), X(158,189), X(160,191), X(162,193), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(178,193), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(130,137), X(132,139), X(134,141), X(136,143),
+ X(138,145), X(140,147), X(142,149), X(144,151), X(146,153), X(148,155),
+ X(150,157), X(152,159), X(154,161), X(156,163), X(158,165), X(160,167),
+ X(162,169), X(164,171), X(166,173), X(168,175), X(170,177), X(172,179),
+ X(174,181), X(176,183), X(178,185), X(180,187), X(182,189), X(184,191),
+ X(186,193), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33),
+ X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49),
+ X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65),
+ X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81),
+ X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97),
+ X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(154,157),
+ X(156,159), X(158,161), X(160,163), X(162,165), X(164,167), X(166,169),
+ X(168,171), X(170,173), X(172,175), X(174,177), X(176,179), X(178,181),
+ X(180,183), X(182,185), X(184,187), X(186,189), X(188,191), X(190,193), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193)
+};
+S(196) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(1,65), X(2,66),
+ X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74),
+ X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82),
+ X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90),
+ X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98),
+ X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105),
+ X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112),
+ X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119),
+ X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126),
+ X(63,127), X(64,128), X(129,193), X(130,194), X(131,195), X(132,196),
+ X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135),
+ X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142),
+ X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149),
+ X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156),
+ X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163),
+ X(100,164), X(101,165), X(102,166), X(103,167), X(104,168), X(105,169),
+ X(106,170), X(107,171), X(108,172), X(109,173), X(110,174), X(111,175),
+ X(112,176), X(113,177), X(114,178), X(115,179), X(116,180), X(117,181),
+ X(118,182), X(119,183), X(120,184), X(121,185), X(122,186), X(123,187),
+ X(124,188), X(125,189), X(126,190), X(127,191), X(128,192), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98),
+ X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105),
+ X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112),
+ X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119),
+ X(88,120), X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126),
+ X(95,127), X(96,128), X(129,161), X(130,162), X(131,163), X(132,164),
+ X(133,165), X(134,166), X(135,167), X(136,168), X(137,169), X(138,170),
+ X(139,171), X(140,172), X(141,173), X(142,174), X(143,175), X(144,176),
+ X(145,177), X(146,178), X(147,179), X(148,180), X(149,181), X(150,182),
+ X(151,183), X(152,184), X(153,185), X(154,186), X(155,187), X(156,188),
+ X(157,189), X(158,190), X(159,191), X(160,192), X(33,129), X(34,130),
+ X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136), X(41,137),
+ X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143), X(48,144),
+ X(49,145), X(50,146), X(51,147), X(52,148), X(53,149), X(54,150), X(55,151),
+ X(56,152), X(57,153), X(58,154), X(59,155), X(60,156), X(61,157), X(62,158),
+ X(63,159), X(64,160), X(97,193), X(98,194), X(99,195), X(100,196), X(33,65),
+ X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73),
+ X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81),
+ X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89),
+ X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(129,145), X(130,146),
+ X(131,147), X(132,148), X(133,149), X(134,150), X(135,151), X(136,152),
+ X(137,153), X(138,154), X(139,155), X(140,156), X(141,157), X(142,158),
+ X(143,159), X(144,160), X(161,177), X(162,178), X(163,179), X(164,180),
+ X(165,181), X(166,182), X(167,183), X(168,184), X(169,185), X(170,186),
+ X(171,187), X(172,188), X(173,189), X(174,190), X(175,191), X(176,192),
+ X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134), X(23,135),
+ X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141), X(30,142),
+ X(31,143), X(32,144), X(49,161), X(50,162), X(51,163), X(52,164), X(53,165),
+ X(54,166), X(55,167), X(56,168), X(57,169), X(58,170), X(59,171), X(60,172),
+ X(61,173), X(62,174), X(63,175), X(64,176), X(81,193), X(82,194), X(83,195),
+ X(84,196), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(53,101),
+ X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107), X(60,108),
+ X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130), X(83,131),
+ X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137), X(90,138),
+ X(91,139), X(92,140), X(93,141), X(94,142), X(95,143), X(96,144), X(113,161),
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+ X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38),
+ X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54),
+ X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70),
+ X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86),
+ X(75,89), X(76,90), X(79,93), X(80,94), X(83,97), X(84,98), X(87,101),
+ X(88,102), X(91,105), X(92,106), X(95,109), X(96,110), X(99,113), X(100,114),
+ X(103,117), X(104,118), X(107,121), X(108,122), X(111,125), X(112,126),
+ X(115,129), X(116,130), X(119,133), X(120,134), X(123,137), X(124,138),
+ X(127,141), X(128,142), X(131,145), X(132,146), X(135,149), X(136,150),
+ X(139,153), X(140,154), X(143,157), X(144,158), X(147,161), X(148,162),
+ X(151,165), X(152,166), X(155,169), X(156,170), X(159,173), X(160,174),
+ X(163,177), X(164,178), X(167,181), X(168,182), X(171,185), X(172,186),
+ X(175,189), X(176,190), X(179,193), X(180,194), X(3,9), X(4,10), X(7,13),
+ X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29),
+ X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45),
+ X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61),
+ X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77),
+ X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93),
+ X(88,94), X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106),
+ X(103,109), X(104,110), X(107,113), X(108,114), X(111,117), X(112,118),
+ X(115,121), X(116,122), X(119,125), X(120,126), X(123,129), X(124,130),
+ X(127,133), X(128,134), X(131,137), X(132,138), X(135,141), X(136,142),
+ X(139,145), X(140,146), X(143,149), X(144,150), X(147,153), X(148,154),
+ X(151,157), X(152,158), X(155,161), X(156,162), X(159,165), X(160,166),
+ X(163,169), X(164,170), X(167,173), X(168,174), X(171,177), X(172,178),
+ X(175,181), X(176,182), X(179,185), X(180,186), X(183,189), X(184,190),
+ X(187,193), X(188,194), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94),
+ X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(115,117), X(116,118), X(119,121),
+ X(120,122), X(123,125), X(124,126), X(127,129), X(128,130), X(131,133),
+ X(132,134), X(135,137), X(136,138), X(139,141), X(140,142), X(143,145),
+ X(144,146), X(147,149), X(148,150), X(151,153), X(152,154), X(155,157),
+ X(156,158), X(159,161), X(160,162), X(163,165), X(164,166), X(167,169),
+ X(168,170), X(171,173), X(172,174), X(175,177), X(176,178), X(179,181),
+ X(180,182), X(183,185), X(184,186), X(187,189), X(188,190), X(191,193),
+ X(192,194), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14),
+ X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30),
+ X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46),
+ X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62),
+ X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78),
+ X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94),
+ X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106), X(107,108),
+ X(109,110), X(111,112), X(113,114), X(115,116), X(117,118), X(119,120),
+ X(121,122), X(123,124), X(125,126), X(127,128), X(129,130), X(131,132),
+ X(133,134), X(135,136), X(137,138), X(139,140), X(141,142), X(143,144),
+ X(145,146), X(147,148), X(149,150), X(151,152), X(153,154), X(155,156),
+ X(157,158), X(159,160), X(161,162), X(163,164), X(165,166), X(167,168),
+ X(169,170), X(171,172), X(173,174), X(175,176), X(177,178), X(179,180),
+ X(181,182), X(183,184), X(185,186), X(187,188), X(189,190), X(191,192),
+ X(193,194), X(195,196), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137),
+ X(12,139), X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151),
+ X(26,153), X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165),
+ X(40,167), X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179),
+ X(54,181), X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193),
+ X(68,195), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77),
+ X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93),
+ X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107),
+ X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119), X(58,121),
+ X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133), X(72,135),
+ X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(84,147), X(86,149),
+ X(88,151), X(90,153), X(92,155), X(94,157), X(96,159), X(98,161), X(100,163),
+ X(102,165), X(104,167), X(106,169), X(108,171), X(110,173), X(112,175),
+ X(114,177), X(116,179), X(118,181), X(120,183), X(122,185), X(124,187),
+ X(126,189), X(128,191), X(130,193), X(132,195), X(2,33), X(4,35), X(6,37),
+ X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53),
+ X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69),
+ X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85),
+ X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99),
+ X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113),
+ X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127),
+ X(98,129), X(100,131), X(102,133), X(104,135), X(106,137), X(108,139),
+ X(110,141), X(112,143), X(114,145), X(116,147), X(118,149), X(120,151),
+ X(122,153), X(124,155), X(126,157), X(128,159), X(130,161), X(132,163),
+ X(134,165), X(136,167), X(138,169), X(140,171), X(142,173), X(144,175),
+ X(146,177), X(148,179), X(150,181), X(152,183), X(154,185), X(156,187),
+ X(158,189), X(160,191), X(162,193), X(164,195), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(178,193), X(180,195), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75),
+ X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91),
+ X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105),
+ X(100,107), X(102,109), X(104,111), X(106,113), X(108,115), X(110,117),
+ X(112,119), X(114,121), X(116,123), X(118,125), X(120,127), X(122,129),
+ X(124,131), X(126,133), X(128,135), X(130,137), X(132,139), X(134,141),
+ X(136,143), X(138,145), X(140,147), X(142,149), X(144,151), X(146,153),
+ X(148,155), X(150,157), X(152,159), X(154,161), X(156,163), X(158,165),
+ X(160,167), X(162,169), X(164,171), X(166,173), X(168,175), X(170,177),
+ X(172,179), X(174,181), X(176,183), X(178,185), X(180,187), X(182,189),
+ X(184,191), X(186,193), X(188,195), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(128,131),
+ X(130,133), X(132,135), X(134,137), X(136,139), X(138,141), X(140,143),
+ X(142,145), X(144,147), X(146,149), X(148,151), X(150,153), X(152,155),
+ X(154,157), X(156,159), X(158,161), X(160,163), X(162,165), X(164,167),
+ X(166,169), X(168,171), X(170,173), X(172,175), X(174,177), X(176,179),
+ X(178,181), X(180,183), X(182,185), X(184,187), X(186,189), X(188,191),
+ X(190,193), X(192,195), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(182,183), X(184,185), X(186,187), X(188,189), X(190,191),
+ X(192,193), X(194,195)
+};
+S(198) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(63,127), X(64,128), X(129,193), X(130,194), X(131,195),
+ X(132,196), X(133,197), X(134,198), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153),
+ X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160),
+ X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(107,171), X(108,172),
+ X(109,173), X(110,174), X(111,175), X(112,176), X(113,177), X(114,178),
+ X(115,179), X(116,180), X(117,181), X(118,182), X(119,183), X(120,184),
+ X(121,185), X(122,186), X(123,187), X(124,188), X(125,189), X(126,190),
+ X(127,191), X(128,192), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161),
+ X(130,162), X(131,163), X(132,164), X(133,165), X(134,166), X(135,167),
+ X(136,168), X(137,169), X(138,170), X(139,171), X(140,172), X(141,173),
+ X(142,174), X(143,175), X(144,176), X(145,177), X(146,178), X(147,179),
+ X(148,180), X(149,181), X(150,182), X(151,183), X(152,184), X(153,185),
+ X(154,186), X(155,187), X(156,188), X(157,189), X(158,190), X(159,191),
+ X(160,192), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
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+ X(34,36), X(37,39), X(38,40), X(41,43), X(42,44), X(45,47), X(46,48), X(49,51),
+ X(50,52), X(53,55), X(54,56), X(57,59), X(58,60), X(61,63), X(62,64), X(65,67),
+ X(66,68), X(69,71), X(70,72), X(73,75), X(74,76), X(77,79), X(78,80), X(81,83),
+ X(82,84), X(85,87), X(86,88), X(89,91), X(90,92), X(93,95), X(94,96), X(97,99),
+ X(98,100), X(101,103), X(102,104), X(105,107), X(106,108), X(109,111),
+ X(110,112), X(113,115), X(114,116), X(117,119), X(118,120), X(121,123),
+ X(122,124), X(125,127), X(126,128), X(129,131), X(130,132), X(133,135),
+ X(134,136), X(137,139), X(138,140), X(141,143), X(142,144), X(145,147),
+ X(146,148), X(149,151), X(150,152), X(153,155), X(154,156), X(157,159),
+ X(158,160), X(161,163), X(162,164), X(165,167), X(166,168), X(169,171),
+ X(170,172), X(173,175), X(174,176), X(177,179), X(178,180), X(181,183),
+ X(182,184), X(185,187), X(186,188), X(189,191), X(190,192), X(193,195),
+ X(194,196), X(3,129), X(4,130), X(7,133), X(8,134), X(11,137), X(12,138),
+ X(15,141), X(16,142), X(19,145), X(20,146), X(23,149), X(24,150), X(27,153),
+ X(28,154), X(31,157), X(32,158), X(35,161), X(36,162), X(39,165), X(40,166),
+ X(43,169), X(44,170), X(47,173), X(48,174), X(51,177), X(52,178), X(55,181),
+ X(56,182), X(59,185), X(60,186), X(63,189), X(64,190), X(67,193), X(68,194),
+ X(71,197), X(72,198), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74),
+ X(15,77), X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90),
+ X(31,93), X(32,94), X(35,97), X(36,98), X(39,101), X(40,102), X(43,105),
+ X(44,106), X(47,109), X(48,110), X(51,113), X(52,114), X(55,117), X(56,118),
+ X(59,121), X(60,122), X(63,125), X(64,126), X(67,129), X(68,130), X(71,133),
+ X(72,134), X(75,137), X(76,138), X(79,141), X(80,142), X(83,145), X(84,146),
+ X(87,149), X(88,150), X(91,153), X(92,154), X(95,157), X(96,158), X(99,161),
+ X(100,162), X(103,165), X(104,166), X(107,169), X(108,170), X(111,173),
+ X(112,174), X(115,177), X(116,178), X(119,181), X(120,182), X(123,185),
+ X(124,186), X(127,189), X(128,190), X(131,193), X(132,194), X(135,197),
+ X(136,198), X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45),
+ X(16,46), X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61),
+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(83,113), X(84,114), X(87,117), X(88,118), X(91,121),
+ X(92,122), X(95,125), X(96,126), X(99,129), X(100,130), X(103,133), X(104,134),
+ X(107,137), X(108,138), X(111,141), X(112,142), X(115,145), X(116,146),
+ X(119,149), X(120,150), X(123,153), X(124,154), X(127,157), X(128,158),
+ X(131,161), X(132,162), X(135,165), X(136,166), X(139,169), X(140,170),
+ X(143,173), X(144,174), X(147,177), X(148,178), X(151,181), X(152,182),
+ X(155,185), X(156,186), X(159,189), X(160,190), X(163,193), X(164,194),
+ X(167,197), X(168,198), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90),
+ X(79,93), X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105),
+ X(92,106), X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130),
+ X(119,133), X(120,134), X(123,137), X(124,138), X(127,141), X(128,142),
+ X(131,145), X(132,146), X(135,149), X(136,150), X(139,153), X(140,154),
+ X(143,157), X(144,158), X(147,161), X(148,162), X(151,165), X(152,166),
+ X(155,169), X(156,170), X(159,173), X(160,174), X(163,177), X(164,178),
+ X(167,181), X(168,182), X(171,185), X(172,186), X(175,189), X(176,190),
+ X(179,193), X(180,194), X(183,197), X(184,198), X(3,9), X(4,10), X(7,13),
+ X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29),
+ X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45),
+ X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61),
+ X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77),
+ X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93),
+ X(88,94), X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106),
+ X(103,109), X(104,110), X(107,113), X(108,114), X(111,117), X(112,118),
+ X(115,121), X(116,122), X(119,125), X(120,126), X(123,129), X(124,130),
+ X(127,133), X(128,134), X(131,137), X(132,138), X(135,141), X(136,142),
+ X(139,145), X(140,146), X(143,149), X(144,150), X(147,153), X(148,154),
+ X(151,157), X(152,158), X(155,161), X(156,162), X(159,165), X(160,166),
+ X(163,169), X(164,170), X(167,173), X(168,174), X(171,177), X(172,178),
+ X(175,181), X(176,182), X(179,185), X(180,186), X(183,189), X(184,190),
+ X(187,193), X(188,194), X(191,197), X(192,198), X(3,5), X(4,6), X(7,9),
+ X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25),
+ X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41),
+ X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57),
+ X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73),
+ X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89),
+ X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(99,101), X(100,102),
+ X(103,105), X(104,106), X(107,109), X(108,110), X(111,113), X(112,114),
+ X(115,117), X(116,118), X(119,121), X(120,122), X(123,125), X(124,126),
+ X(127,129), X(128,130), X(131,133), X(132,134), X(135,137), X(136,138),
+ X(139,141), X(140,142), X(143,145), X(144,146), X(147,149), X(148,150),
+ X(151,153), X(152,154), X(155,157), X(156,158), X(159,161), X(160,162),
+ X(163,165), X(164,166), X(167,169), X(168,170), X(171,173), X(172,174),
+ X(175,177), X(176,178), X(179,181), X(180,182), X(183,185), X(184,186),
+ X(187,189), X(188,190), X(191,193), X(192,194), X(195,197), X(196,198), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137),
+ X(12,139), X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151),
+ X(26,153), X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165),
+ X(40,167), X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179),
+ X(54,181), X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193),
+ X(68,195), X(70,197), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75),
+ X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91),
+ X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105),
+ X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119),
+ X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133),
+ X(72,135), X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(84,147),
+ X(86,149), X(88,151), X(90,153), X(92,155), X(94,157), X(96,159), X(98,161),
+ X(100,163), X(102,165), X(104,167), X(106,169), X(108,171), X(110,173),
+ X(112,175), X(114,177), X(116,179), X(118,181), X(120,183), X(122,185),
+ X(124,187), X(126,189), X(128,191), X(130,193), X(132,195), X(134,197),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79),
+ X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95),
+ X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(78,109),
+ X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121), X(92,123),
+ X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(132,163), X(134,165), X(136,167), X(138,169), X(140,171),
+ X(142,173), X(144,175), X(146,177), X(148,179), X(150,181), X(152,183),
+ X(154,185), X(156,187), X(158,189), X(160,191), X(162,193), X(164,195),
+ X(166,197), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(176,191),
+ X(178,193), X(180,195), X(182,197), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(156,163), X(158,165), X(160,167), X(162,169),
+ X(164,171), X(166,173), X(168,175), X(170,177), X(172,179), X(174,181),
+ X(176,183), X(178,185), X(180,187), X(182,189), X(184,191), X(186,193),
+ X(188,195), X(190,197), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(154,157),
+ X(156,159), X(158,161), X(160,163), X(162,165), X(164,167), X(166,169),
+ X(168,171), X(170,173), X(172,175), X(174,177), X(176,179), X(178,181),
+ X(180,183), X(182,185), X(184,187), X(186,189), X(188,191), X(190,193),
+ X(192,195), X(194,197), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11), X(12,13),
+ X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27), X(28,29),
+ X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43), X(44,45),
+ X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59), X(60,61),
+ X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75), X(76,77),
+ X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91), X(92,93),
+ X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105), X(106,107),
+ X(108,109), X(110,111), X(112,113), X(114,115), X(116,117), X(118,119),
+ X(120,121), X(122,123), X(124,125), X(126,127), X(128,129), X(130,131),
+ X(132,133), X(134,135), X(136,137), X(138,139), X(140,141), X(142,143),
+ X(144,145), X(146,147), X(148,149), X(150,151), X(152,153), X(154,155),
+ X(156,157), X(158,159), X(160,161), X(162,163), X(164,165), X(166,167),
+ X(168,169), X(170,171), X(172,173), X(174,175), X(176,177), X(178,179),
+ X(180,181), X(182,183), X(184,185), X(186,187), X(188,189), X(190,191),
+ X(192,193), X(194,195), X(196,197)
+};
+S(200) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
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+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(130,137), X(132,139), X(134,141), X(136,143),
+ X(138,145), X(140,147), X(142,149), X(144,151), X(146,153), X(148,155),
+ X(150,157), X(152,159), X(154,161), X(156,163), X(158,165), X(160,167),
+ X(162,169), X(164,171), X(166,173), X(168,175), X(170,177), X(172,179),
+ X(174,181), X(176,183), X(178,185), X(180,187), X(182,189), X(184,191),
+ X(186,193), X(188,195), X(190,197), X(192,199), X(2,5), X(4,7), X(6,9),
+ X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25),
+ X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41),
+ X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57),
+ X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73),
+ X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89),
+ X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101), X(100,103),
+ X(102,105), X(104,107), X(106,109), X(108,111), X(110,113), X(112,115),
+ X(114,117), X(116,119), X(118,121), X(120,123), X(122,125), X(124,127),
+ X(126,129), X(128,131), X(130,133), X(132,135), X(134,137), X(136,139),
+ X(138,141), X(140,143), X(142,145), X(144,147), X(146,149), X(148,151),
+ X(150,153), X(152,155), X(154,157), X(156,159), X(158,161), X(160,163),
+ X(162,165), X(164,167), X(166,169), X(168,171), X(170,173), X(172,175),
+ X(174,177), X(176,179), X(178,181), X(180,183), X(182,185), X(184,187),
+ X(186,189), X(188,191), X(190,193), X(192,195), X(194,197), X(196,199), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199)
+};
+S(202) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(1,65), X(2,66), X(3,67), X(4,68),
+ X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76),
+ X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84),
+ X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92),
+ X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(129,193), X(130,194), X(131,195), X(132,196), X(133,197),
+ X(134,198), X(135,199), X(136,200), X(137,201), X(138,202), X(65,129),
+ X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136),
+ X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143),
+ X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150),
+ X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157),
+ X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164),
+ X(101,165), X(102,166), X(103,167), X(104,168), X(105,169), X(106,170),
+ X(107,171), X(108,172), X(109,173), X(110,174), X(111,175), X(112,176),
+ X(113,177), X(114,178), X(115,179), X(116,180), X(117,181), X(118,182),
+ X(119,183), X(120,184), X(121,185), X(122,186), X(123,187), X(124,188),
+ X(125,189), X(126,190), X(127,191), X(128,192), X(1,33), X(2,34), X(3,35),
+ X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43),
+ X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51),
+ X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59),
+ X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(151,183),
+ X(152,184), X(153,185), X(154,186), X(155,187), X(156,188), X(157,189),
+ X(158,190), X(159,191), X(160,192), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146),
+ X(51,147), X(52,148), X(53,149), X(54,150), X(55,151), X(56,152), X(57,153),
+ X(58,154), X(59,155), X(60,156), X(61,157), X(62,158), X(63,159), X(64,160),
+ X(97,193), X(98,194), X(99,195), X(100,196), X(101,197), X(102,198),
+ X(103,199), X(104,200), X(105,201), X(106,202), X(33,65), X(34,66), X(35,67),
+ X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75),
+ X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83),
+ X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91),
+ X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130),
+ X(99,131), X(100,132), X(101,133), X(102,134), X(103,135), X(104,136),
+ X(105,137), X(106,138), X(107,139), X(108,140), X(109,141), X(110,142),
+ X(111,143), X(112,144), X(113,145), X(114,146), X(115,147), X(116,148),
+ X(117,149), X(118,150), X(119,151), X(120,152), X(121,153), X(122,154),
+ X(123,155), X(124,156), X(125,157), X(126,158), X(127,159), X(128,160),
+ X(161,193), X(162,194), X(163,195), X(164,196), X(165,197), X(166,198),
+ X(167,199), X(168,200), X(169,201), X(170,202), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(25,137),
+ X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143), X(32,144),
+ X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166), X(55,167),
+ X(56,168), X(57,169), X(58,170), X(59,171), X(60,172), X(61,173), X(62,174),
+ X(63,175), X(64,176), X(81,193), X(82,194), X(83,195), X(84,196), X(85,197),
+ X(86,198), X(87,199), X(88,200), X(89,201), X(90,202), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98),
+ X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105),
+ X(58,106), X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112),
+ X(81,129), X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135),
+ X(88,136), X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142),
+ X(95,143), X(96,144), X(113,161), X(114,162), X(115,163), X(116,164),
+ X(117,165), X(118,166), X(119,167), X(120,168), X(121,169), X(122,170),
+ X(123,171), X(124,172), X(125,173), X(126,174), X(127,175), X(128,176),
+ X(145,193), X(146,194), X(147,195), X(148,196), X(149,197), X(150,198),
+ X(151,199), X(152,200), X(153,201), X(154,202), X(17,33), X(18,34), X(19,35),
+ X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43),
+ X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67),
+ X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75),
+ X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129),
+ X(114,130), X(115,131), X(116,132), X(117,133), X(118,134), X(119,135),
+ X(120,136), X(121,137), X(122,138), X(123,139), X(124,140), X(125,141),
+ X(126,142), X(127,143), X(128,144), X(145,161), X(146,162), X(147,163),
+ X(148,164), X(149,165), X(150,166), X(151,167), X(152,168), X(153,169),
+ X(154,170), X(155,171), X(156,172), X(157,173), X(158,174), X(159,175),
+ X(160,176), X(177,193), X(178,194), X(179,195), X(180,196), X(181,197),
+ X(182,198), X(183,199), X(184,200), X(185,201), X(186,202), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(117,125),
+ X(118,126), X(119,127), X(120,128), X(129,137), X(130,138), X(131,139),
+ X(132,140), X(133,141), X(134,142), X(135,143), X(136,144), X(145,153),
+ X(146,154), X(147,155), X(148,156), X(149,157), X(150,158), X(151,159),
+ X(152,160), X(161,169), X(162,170), X(163,171), X(164,172), X(165,173),
+ X(166,174), X(167,175), X(168,176), X(177,185), X(178,186), X(179,187),
+ X(180,188), X(181,189), X(182,190), X(183,191), X(184,192), X(193,201),
+ X(194,202), X(9,129), X(10,130), X(11,131), X(12,132), X(13,133), X(14,134),
+ X(15,135), X(16,136), X(25,145), X(26,146), X(27,147), X(28,148), X(29,149),
+ X(30,150), X(31,151), X(32,152), X(41,161), X(42,162), X(43,163), X(44,164),
+ X(45,165), X(46,166), X(47,167), X(48,168), X(57,177), X(58,178), X(59,179),
+ X(60,180), X(61,181), X(62,182), X(63,183), X(64,184), X(73,193), X(74,194),
+ X(75,195), X(76,196), X(77,197), X(78,198), X(79,199), X(80,200), X(9,65),
+ X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81),
+ X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97),
+ X(42,98), X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104),
+ X(57,113), X(58,114), X(59,115), X(60,116), X(61,117), X(62,118), X(63,119),
+ X(64,120), X(73,129), X(74,130), X(75,131), X(76,132), X(77,133), X(78,134),
+ X(79,135), X(80,136), X(89,145), X(90,146), X(91,147), X(92,148), X(93,149),
+ X(94,150), X(95,151), X(96,152), X(105,161), X(106,162), X(107,163),
+ X(108,164), X(109,165), X(110,166), X(111,167), X(112,168), X(121,177),
+ X(122,178), X(123,179), X(124,180), X(125,181), X(126,182), X(127,183),
+ X(128,184), X(137,193), X(138,194), X(139,195), X(140,196), X(141,197),
+ X(142,198), X(143,199), X(144,200), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52),
+ X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68),
+ X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84),
+ X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99),
+ X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114),
+ X(91,115), X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129),
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+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(2,129), X(4,131), X(6,133),
+ X(8,135), X(10,137), X(12,139), X(14,141), X(16,143), X(18,145), X(20,147),
+ X(22,149), X(24,151), X(26,153), X(28,155), X(30,157), X(32,159), X(34,161),
+ X(36,163), X(38,165), X(40,167), X(42,169), X(44,171), X(46,173), X(48,175),
+ X(50,177), X(52,179), X(54,181), X(56,183), X(58,185), X(60,187), X(62,189),
+ X(64,191), X(66,193), X(68,195), X(70,197), X(72,199), X(74,201), X(2,65),
+ X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81),
+ X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97),
+ X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111),
+ X(50,113), X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125),
+ X(64,127), X(66,129), X(68,131), X(70,133), X(72,135), X(74,137), X(76,139),
+ X(78,141), X(80,143), X(82,145), X(84,147), X(86,149), X(88,151), X(90,153),
+ X(92,155), X(94,157), X(96,159), X(98,161), X(100,163), X(102,165), X(104,167),
+ X(106,169), X(108,171), X(110,173), X(112,175), X(114,177), X(116,179),
+ X(118,181), X(120,183), X(122,185), X(124,187), X(126,189), X(128,191),
+ X(130,193), X(132,195), X(134,197), X(136,199), X(138,201), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83),
+ X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99),
+ X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113),
+ X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127),
+ X(98,129), X(100,131), X(102,133), X(104,135), X(106,137), X(108,139),
+ X(110,141), X(112,143), X(114,145), X(116,147), X(118,149), X(120,151),
+ X(122,153), X(124,155), X(126,157), X(128,159), X(130,161), X(132,163),
+ X(134,165), X(136,167), X(138,169), X(140,171), X(142,173), X(144,175),
+ X(146,177), X(148,179), X(150,181), X(152,183), X(154,185), X(156,187),
+ X(158,189), X(160,191), X(162,193), X(164,195), X(166,197), X(168,199),
+ X(170,201), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(176,191),
+ X(178,193), X(180,195), X(182,197), X(184,199), X(186,201), X(2,9), X(4,11),
+ X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27),
+ X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43),
+ X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59),
+ X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75),
+ X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91),
+ X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105),
+ X(100,107), X(102,109), X(104,111), X(106,113), X(108,115), X(110,117),
+ X(112,119), X(114,121), X(116,123), X(118,125), X(120,127), X(122,129),
+ X(124,131), X(126,133), X(128,135), X(130,137), X(132,139), X(134,141),
+ X(136,143), X(138,145), X(140,147), X(142,149), X(144,151), X(146,153),
+ X(148,155), X(150,157), X(152,159), X(154,161), X(156,163), X(158,165),
+ X(160,167), X(162,169), X(164,171), X(166,173), X(168,175), X(170,177),
+ X(172,179), X(174,181), X(176,183), X(178,185), X(180,187), X(182,189),
+ X(184,191), X(186,193), X(188,195), X(190,197), X(192,199), X(194,201), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171),
+ X(170,173), X(172,175), X(174,177), X(176,179), X(178,181), X(180,183),
+ X(182,185), X(184,187), X(186,189), X(188,191), X(190,193), X(192,195),
+ X(194,197), X(196,199), X(198,201), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189),
+ X(190,191), X(192,193), X(194,195), X(196,197), X(198,199), X(200,201)
+};
+S(204) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(1,65),
+ X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73),
+ X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81),
+ X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89),
+ X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97),
+ X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104),
+ X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111),
+ X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118),
+ X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125),
+ X(62,126), X(63,127), X(64,128), X(129,193), X(130,194), X(131,195),
+ X(132,196), X(133,197), X(134,198), X(135,199), X(136,200), X(137,201),
+ X(138,202), X(139,203), X(140,204), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153),
+ X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160),
+ X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(107,171), X(108,172),
+ X(109,173), X(110,174), X(111,175), X(112,176), X(113,177), X(114,178),
+ X(115,179), X(116,180), X(117,181), X(118,182), X(119,183), X(120,184),
+ X(121,185), X(122,186), X(123,187), X(124,188), X(125,189), X(126,190),
+ X(127,191), X(128,192), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161),
+ X(130,162), X(131,163), X(132,164), X(133,165), X(134,166), X(135,167),
+ X(136,168), X(137,169), X(138,170), X(139,171), X(140,172), X(141,173),
+ X(142,174), X(143,175), X(144,176), X(145,177), X(146,178), X(147,179),
+ X(148,180), X(149,181), X(150,182), X(151,183), X(152,184), X(153,185),
+ X(154,186), X(155,187), X(156,188), X(157,189), X(158,190), X(159,191),
+ X(160,192), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(33,65), X(34,66), X(35,67),
+ X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75),
+ X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83),
+ X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91),
+ X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130),
+ X(99,131), X(100,132), X(101,133), X(102,134), X(103,135), X(104,136),
+ X(105,137), X(106,138), X(107,139), X(108,140), X(109,141), X(110,142),
+ X(111,143), X(112,144), X(113,145), X(114,146), X(115,147), X(116,148),
+ X(117,149), X(118,150), X(119,151), X(120,152), X(121,153), X(122,154),
+ X(123,155), X(124,156), X(125,157), X(126,158), X(127,159), X(128,160),
+ X(161,193), X(162,194), X(163,195), X(164,196), X(165,197), X(166,198),
+ X(167,199), X(168,200), X(169,201), X(170,202), X(171,203), X(172,204),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(129,145), X(130,146),
+ X(131,147), X(132,148), X(133,149), X(134,150), X(135,151), X(136,152),
+ X(137,153), X(138,154), X(139,155), X(140,156), X(141,157), X(142,158),
+ X(143,159), X(144,160), X(161,177), X(162,178), X(163,179), X(164,180),
+ X(165,181), X(166,182), X(167,183), X(168,184), X(169,185), X(170,186),
+ X(171,187), X(172,188), X(173,189), X(174,190), X(175,191), X(176,192),
+ X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134), X(23,135),
+ X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141), X(30,142),
+ X(31,143), X(32,144), X(49,161), X(50,162), X(51,163), X(52,164), X(53,165),
+ X(54,166), X(55,167), X(56,168), X(57,169), X(58,170), X(59,171), X(60,172),
+ X(61,173), X(62,174), X(63,175), X(64,176), X(81,193), X(82,194), X(83,195),
+ X(84,196), X(85,197), X(86,198), X(87,199), X(88,200), X(89,201), X(90,202),
+ X(91,203), X(92,204), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69),
+ X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77),
+ X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100),
+ X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107),
+ X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130),
+ X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137),
+ X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143), X(96,144),
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+ X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94), X(67,97), X(68,98),
+ X(71,101), X(72,102), X(75,105), X(76,106), X(79,109), X(80,110), X(83,113),
+ X(84,114), X(87,117), X(88,118), X(91,121), X(92,122), X(95,125), X(96,126),
+ X(99,129), X(100,130), X(103,133), X(104,134), X(107,137), X(108,138),
+ X(111,141), X(112,142), X(115,145), X(116,146), X(119,149), X(120,150),
+ X(123,153), X(124,154), X(127,157), X(128,158), X(131,161), X(132,162),
+ X(135,165), X(136,166), X(139,169), X(140,170), X(143,173), X(144,174),
+ X(147,177), X(148,178), X(151,181), X(152,182), X(155,185), X(156,186),
+ X(159,189), X(160,190), X(163,193), X(164,194), X(167,197), X(168,198),
+ X(171,201), X(172,202), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90),
+ X(79,93), X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105),
+ X(92,106), X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130),
+ X(119,133), X(120,134), X(123,137), X(124,138), X(127,141), X(128,142),
+ X(131,145), X(132,146), X(135,149), X(136,150), X(139,153), X(140,154),
+ X(143,157), X(144,158), X(147,161), X(148,162), X(151,165), X(152,166),
+ X(155,169), X(156,170), X(159,173), X(160,174), X(163,177), X(164,178),
+ X(167,181), X(168,182), X(171,185), X(172,186), X(175,189), X(176,190),
+ X(179,193), X(180,194), X(183,197), X(184,198), X(187,201), X(188,202), X(3,9),
+ X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25),
+ X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41),
+ X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57),
+ X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73),
+ X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89),
+ X(84,90), X(87,93), X(88,94), X(91,97), X(92,98), X(95,101), X(96,102),
+ X(99,105), X(100,106), X(103,109), X(104,110), X(107,113), X(108,114),
+ X(111,117), X(112,118), X(115,121), X(116,122), X(119,125), X(120,126),
+ X(123,129), X(124,130), X(127,133), X(128,134), X(131,137), X(132,138),
+ X(135,141), X(136,142), X(139,145), X(140,146), X(143,149), X(144,150),
+ X(147,153), X(148,154), X(151,157), X(152,158), X(155,161), X(156,162),
+ X(159,165), X(160,166), X(163,169), X(164,170), X(167,173), X(168,174),
+ X(171,177), X(172,178), X(175,181), X(176,182), X(179,185), X(180,186),
+ X(183,189), X(184,190), X(187,193), X(188,194), X(191,197), X(192,198),
+ X(195,201), X(196,202), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94),
+ X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(115,117), X(116,118), X(119,121),
+ X(120,122), X(123,125), X(124,126), X(127,129), X(128,130), X(131,133),
+ X(132,134), X(135,137), X(136,138), X(139,141), X(140,142), X(143,145),
+ X(144,146), X(147,149), X(148,150), X(151,153), X(152,154), X(155,157),
+ X(156,158), X(159,161), X(160,162), X(163,165), X(164,166), X(167,169),
+ X(168,170), X(171,173), X(172,174), X(175,177), X(176,178), X(179,181),
+ X(180,182), X(183,185), X(184,186), X(187,189), X(188,190), X(191,193),
+ X(192,194), X(195,197), X(196,198), X(199,201), X(200,202), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(2,129), X(4,131),
+ X(6,133), X(8,135), X(10,137), X(12,139), X(14,141), X(16,143), X(18,145),
+ X(20,147), X(22,149), X(24,151), X(26,153), X(28,155), X(30,157), X(32,159),
+ X(34,161), X(36,163), X(38,165), X(40,167), X(42,169), X(44,171), X(46,173),
+ X(48,175), X(50,177), X(52,179), X(54,181), X(56,183), X(58,185), X(60,187),
+ X(62,189), X(64,191), X(66,193), X(68,195), X(70,197), X(72,199), X(74,201),
+ X(76,203), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77),
+ X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93),
+ X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107),
+ X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119), X(58,121),
+ X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133), X(72,135),
+ X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(84,147), X(86,149),
+ X(88,151), X(90,153), X(92,155), X(94,157), X(96,159), X(98,161), X(100,163),
+ X(102,165), X(104,167), X(106,169), X(108,171), X(110,173), X(112,175),
+ X(114,177), X(116,179), X(118,181), X(120,183), X(122,185), X(124,187),
+ X(126,189), X(128,191), X(130,193), X(132,195), X(134,197), X(136,199),
+ X(138,201), X(140,203), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119),
+ X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133),
+ X(104,135), X(106,137), X(108,139), X(110,141), X(112,143), X(114,145),
+ X(116,147), X(118,149), X(120,151), X(122,153), X(124,155), X(126,157),
+ X(128,159), X(130,161), X(132,163), X(134,165), X(136,167), X(138,169),
+ X(140,171), X(142,173), X(144,175), X(146,177), X(148,179), X(150,181),
+ X(152,183), X(154,185), X(156,187), X(158,189), X(160,191), X(162,193),
+ X(164,195), X(166,197), X(168,199), X(170,201), X(172,203), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(178,193), X(180,195), X(182,197),
+ X(184,199), X(186,201), X(188,203), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(156,163), X(158,165), X(160,167), X(162,169),
+ X(164,171), X(166,173), X(168,175), X(170,177), X(172,179), X(174,181),
+ X(176,183), X(178,185), X(180,187), X(182,189), X(184,191), X(186,193),
+ X(188,195), X(190,197), X(192,199), X(194,201), X(196,203), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149),
+ X(148,151), X(150,153), X(152,155), X(154,157), X(156,159), X(158,161),
+ X(160,163), X(162,165), X(164,167), X(166,169), X(168,171), X(170,173),
+ X(172,175), X(174,177), X(176,179), X(178,181), X(180,183), X(182,185),
+ X(184,187), X(186,189), X(188,191), X(190,193), X(192,195), X(194,197),
+ X(196,199), X(198,201), X(200,203), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189),
+ X(190,191), X(192,193), X(194,195), X(196,197), X(198,199), X(200,201),
+ X(202,203)
+};
+S(206) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71),
+ X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79),
+ X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87),
+ X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95),
+ X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102),
+ X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109),
+ X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116),
+ X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123),
+ X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(129,193), X(130,194),
+ X(131,195), X(132,196), X(133,197), X(134,198), X(135,199), X(136,200),
+ X(137,201), X(138,202), X(139,203), X(140,204), X(141,205), X(142,206),
+ X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135),
+ X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142),
+ X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149),
+ X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156),
+ X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163),
+ X(100,164), X(101,165), X(102,166), X(103,167), X(104,168), X(105,169),
+ X(106,170), X(107,171), X(108,172), X(109,173), X(110,174), X(111,175),
+ X(112,176), X(113,177), X(114,178), X(115,179), X(116,180), X(117,181),
+ X(118,182), X(119,183), X(120,184), X(121,185), X(122,186), X(123,187),
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+ X(138,145), X(140,147), X(142,149), X(144,151), X(146,153), X(148,155),
+ X(150,157), X(152,159), X(154,161), X(156,163), X(158,165), X(160,167),
+ X(162,169), X(164,171), X(166,173), X(168,175), X(170,177), X(172,179),
+ X(174,181), X(176,183), X(178,185), X(180,187), X(182,189), X(184,191),
+ X(186,193), X(188,195), X(190,197), X(192,199), X(194,201), X(196,203),
+ X(198,205), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33),
+ X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49),
+ X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65),
+ X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81),
+ X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97),
+ X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(154,157),
+ X(156,159), X(158,161), X(160,163), X(162,165), X(164,167), X(166,169),
+ X(168,171), X(170,173), X(172,175), X(174,177), X(176,179), X(178,181),
+ X(180,183), X(182,185), X(184,187), X(186,189), X(188,191), X(190,193),
+ X(192,195), X(194,197), X(196,199), X(198,201), X(200,203), X(202,205), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205)
+};
+S(208) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69),
+ X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77),
+ X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85),
+ X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93),
+ X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100),
+ X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107),
+ X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114),
+ X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121),
+ X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128),
+ X(129,193), X(130,194), X(131,195), X(132,196), X(133,197), X(134,198),
+ X(135,199), X(136,200), X(137,201), X(138,202), X(139,203), X(140,204),
+ X(141,205), X(142,206), X(143,207), X(144,208), X(65,129), X(66,130),
+ X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(73,137),
+ X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143), X(80,144),
+ X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150), X(87,151),
+ X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157), X(94,158),
+ X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164), X(101,165),
+ X(102,166), X(103,167), X(104,168), X(105,169), X(106,170), X(107,171),
+ X(108,172), X(109,173), X(110,174), X(111,175), X(112,176), X(113,177),
+ X(114,178), X(115,179), X(116,180), X(117,181), X(118,182), X(119,183),
+ X(120,184), X(121,185), X(122,186), X(123,187), X(124,188), X(125,189),
+ X(126,190), X(127,191), X(128,192), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(151,183),
+ X(152,184), X(153,185), X(154,186), X(155,187), X(156,188), X(157,189),
+ X(158,190), X(159,191), X(160,192), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146),
+ X(51,147), X(52,148), X(53,149), X(54,150), X(55,151), X(56,152), X(57,153),
+ X(58,154), X(59,155), X(60,156), X(61,157), X(62,158), X(63,159), X(64,160),
+ X(97,193), X(98,194), X(99,195), X(100,196), X(101,197), X(102,198),
+ X(103,199), X(104,200), X(105,201), X(106,202), X(107,203), X(108,204),
+ X(109,205), X(110,206), X(111,207), X(112,208), X(33,65), X(34,66), X(35,67),
+ X(36,68), X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75),
+ X(44,76), X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83),
+ X(52,84), X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91),
+ X(60,92), X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130),
+ X(99,131), X(100,132), X(101,133), X(102,134), X(103,135), X(104,136),
+ X(105,137), X(106,138), X(107,139), X(108,140), X(109,141), X(110,142),
+ X(111,143), X(112,144), X(113,145), X(114,146), X(115,147), X(116,148),
+ X(117,149), X(118,150), X(119,151), X(120,152), X(121,153), X(122,154),
+ X(123,155), X(124,156), X(125,157), X(126,158), X(127,159), X(128,160),
+ X(161,193), X(162,194), X(163,195), X(164,196), X(165,197), X(166,198),
+ X(167,199), X(168,200), X(169,201), X(170,202), X(171,203), X(172,204),
+ X(173,205), X(174,206), X(175,207), X(176,208), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(25,137),
+ X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143), X(32,144),
+ X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166), X(55,167),
+ X(56,168), X(57,169), X(58,170), X(59,171), X(60,172), X(61,173), X(62,174),
+ X(63,175), X(64,176), X(81,193), X(82,194), X(83,195), X(84,196), X(85,197),
+ X(86,198), X(87,199), X(88,200), X(89,201), X(90,202), X(91,203), X(92,204),
+ X(93,205), X(94,206), X(95,207), X(96,208), X(17,65), X(18,66), X(19,67),
+ X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75),
+ X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143),
+ X(96,144), X(113,161), X(114,162), X(115,163), X(116,164), X(117,165),
+ X(118,166), X(119,167), X(120,168), X(121,169), X(122,170), X(123,171),
+ X(124,172), X(125,173), X(126,174), X(127,175), X(128,176), X(145,193),
+ X(146,194), X(147,195), X(148,196), X(149,197), X(150,198), X(151,199),
+ X(152,200), X(153,201), X(154,202), X(155,203), X(156,204), X(157,205),
+ X(158,206), X(159,207), X(160,208), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68),
+ X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76),
+ X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129),
+ X(114,130), X(115,131), X(116,132), X(117,133), X(118,134), X(119,135),
+ X(120,136), X(121,137), X(122,138), X(123,139), X(124,140), X(125,141),
+ X(126,142), X(127,143), X(128,144), X(145,161), X(146,162), X(147,163),
+ X(148,164), X(149,165), X(150,166), X(151,167), X(152,168), X(153,169),
+ X(154,170), X(155,171), X(156,172), X(157,173), X(158,174), X(159,175),
+ X(160,176), X(177,193), X(178,194), X(179,195), X(180,196), X(181,197),
+ X(182,198), X(183,199), X(184,200), X(185,201), X(186,202), X(187,203),
+ X(188,204), X(189,205), X(190,206), X(191,207), X(192,208), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(117,125),
+ X(118,126), X(119,127), X(120,128), X(129,137), X(130,138), X(131,139),
+ X(132,140), X(133,141), X(134,142), X(135,143), X(136,144), X(145,153),
+ X(146,154), X(147,155), X(148,156), X(149,157), X(150,158), X(151,159),
+ X(152,160), X(161,169), X(162,170), X(163,171), X(164,172), X(165,173),
+ X(166,174), X(167,175), X(168,176), X(177,185), X(178,186), X(179,187),
+ X(180,188), X(181,189), X(182,190), X(183,191), X(184,192), X(193,201),
+ X(194,202), X(195,203), X(196,204), X(197,205), X(198,206), X(199,207),
+ X(200,208), X(9,129), X(10,130), X(11,131), X(12,132), X(13,133), X(14,134),
+ X(15,135), X(16,136), X(25,145), X(26,146), X(27,147), X(28,148), X(29,149),
+ X(30,150), X(31,151), X(32,152), X(41,161), X(42,162), X(43,163), X(44,164),
+ X(45,165), X(46,166), X(47,167), X(48,168), X(57,177), X(58,178), X(59,179),
+ X(60,180), X(61,181), X(62,182), X(63,183), X(64,184), X(73,193), X(74,194),
+ X(75,195), X(76,196), X(77,197), X(78,198), X(79,199), X(80,200), X(9,65),
+ X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72), X(25,81),
+ X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88), X(41,97),
+ X(42,98), X(43,99), X(44,100), X(45,101), X(46,102), X(47,103), X(48,104),
+ X(57,113), X(58,114), X(59,115), X(60,116), X(61,117), X(62,118), X(63,119),
+ X(64,120), X(73,129), X(74,130), X(75,131), X(76,132), X(77,133), X(78,134),
+ X(79,135), X(80,136), X(89,145), X(90,146), X(91,147), X(92,148), X(93,149),
+ X(94,150), X(95,151), X(96,152), X(105,161), X(106,162), X(107,163),
+ X(108,164), X(109,165), X(110,166), X(111,167), X(112,168), X(121,177),
+ X(122,178), X(123,179), X(124,180), X(125,181), X(126,182), X(127,183),
+ X(128,184), X(137,193), X(138,194), X(139,195), X(140,196), X(141,197),
+ X(142,198), X(143,199), X(144,200), X(9,33), X(10,34), X(11,35), X(12,36),
+ X(13,37), X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52),
+ X(29,53), X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68),
+ X(45,69), X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84),
+ X(61,85), X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99),
+ X(76,100), X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114),
+ X(91,115), X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129),
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+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137), X(12,139),
+ X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151), X(26,153),
+ X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165), X(40,167),
+ X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179), X(54,181),
+ X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193), X(68,195),
+ X(70,197), X(72,199), X(74,201), X(76,203), X(78,205), X(80,207), X(2,65),
+ X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81),
+ X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97),
+ X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111),
+ X(50,113), X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125),
+ X(64,127), X(66,129), X(68,131), X(70,133), X(72,135), X(74,137), X(76,139),
+ X(78,141), X(80,143), X(82,145), X(84,147), X(86,149), X(88,151), X(90,153),
+ X(92,155), X(94,157), X(96,159), X(98,161), X(100,163), X(102,165), X(104,167),
+ X(106,169), X(108,171), X(110,173), X(112,175), X(114,177), X(116,179),
+ X(118,181), X(120,183), X(122,185), X(124,187), X(126,189), X(128,191),
+ X(130,193), X(132,195), X(134,197), X(136,199), X(138,201), X(140,203),
+ X(142,205), X(144,207), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119),
+ X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133),
+ X(104,135), X(106,137), X(108,139), X(110,141), X(112,143), X(114,145),
+ X(116,147), X(118,149), X(120,151), X(122,153), X(124,155), X(126,157),
+ X(128,159), X(130,161), X(132,163), X(134,165), X(136,167), X(138,169),
+ X(140,171), X(142,173), X(144,175), X(146,177), X(148,179), X(150,181),
+ X(152,183), X(154,185), X(156,187), X(158,189), X(160,191), X(162,193),
+ X(164,195), X(166,197), X(168,199), X(170,201), X(172,203), X(174,205),
+ X(176,207), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(176,191),
+ X(178,193), X(180,195), X(182,197), X(184,199), X(186,201), X(188,203),
+ X(190,205), X(192,207), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159),
+ X(154,161), X(156,163), X(158,165), X(160,167), X(162,169), X(164,171),
+ X(166,173), X(168,175), X(170,177), X(172,179), X(174,181), X(176,183),
+ X(178,185), X(180,187), X(182,189), X(184,191), X(186,193), X(188,195),
+ X(190,197), X(192,199), X(194,201), X(196,203), X(198,205), X(200,207), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171),
+ X(170,173), X(172,175), X(174,177), X(176,179), X(178,181), X(180,183),
+ X(182,185), X(184,187), X(186,189), X(188,191), X(190,193), X(192,195),
+ X(194,197), X(196,199), X(198,201), X(200,203), X(202,205), X(204,207), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207)
+};
+S(210) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(1,65), X(2,66),
+ X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74),
+ X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82),
+ X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90),
+ X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98),
+ X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105),
+ X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112),
+ X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119),
+ X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126),
+ X(63,127), X(64,128), X(129,193), X(130,194), X(131,195), X(132,196),
+ X(133,197), X(134,198), X(135,199), X(136,200), X(137,201), X(138,202),
+ X(139,203), X(140,204), X(141,205), X(142,206), X(143,207), X(144,208),
+ X(145,209), X(146,210), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133),
+ X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140),
+ X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147),
+ X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154),
+ X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(97,161),
+ X(98,162), X(99,163), X(100,164), X(101,165), X(102,166), X(103,167),
+ X(104,168), X(105,169), X(106,170), X(107,171), X(108,172), X(109,173),
+ X(110,174), X(111,175), X(112,176), X(113,177), X(114,178), X(115,179),
+ X(116,180), X(117,181), X(118,182), X(119,183), X(120,184), X(121,185),
+ X(122,186), X(123,187), X(124,188), X(125,189), X(126,190), X(127,191),
+ X(128,192), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39),
+ X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47),
+ X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55),
+ X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63),
+ X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102),
+ X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109),
+ X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116),
+ X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123),
+ X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162),
+ X(131,163), X(132,164), X(133,165), X(134,166), X(135,167), X(136,168),
+ X(137,169), X(138,170), X(139,171), X(140,172), X(141,173), X(142,174),
+ X(143,175), X(144,176), X(145,177), X(146,178), X(147,179), X(148,180),
+ X(149,181), X(150,182), X(151,183), X(152,184), X(153,185), X(154,186),
+ X(155,187), X(156,188), X(157,189), X(158,190), X(159,191), X(160,192),
+ X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134), X(39,135),
+ X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141), X(46,142),
+ X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148), X(53,149),
+ X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155), X(60,156),
+ X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194), X(99,195),
+ X(100,196), X(101,197), X(102,198), X(103,199), X(104,200), X(105,201),
+ X(106,202), X(107,203), X(108,204), X(109,205), X(110,206), X(111,207),
+ X(112,208), X(113,209), X(114,210), X(33,65), X(34,66), X(35,67), X(36,68),
+ X(37,69), X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76),
+ X(45,77), X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84),
+ X(53,85), X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92),
+ X(61,93), X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131),
+ X(100,132), X(101,133), X(102,134), X(103,135), X(104,136), X(105,137),
+ X(106,138), X(107,139), X(108,140), X(109,141), X(110,142), X(111,143),
+ X(112,144), X(113,145), X(114,146), X(115,147), X(116,148), X(117,149),
+ X(118,150), X(119,151), X(120,152), X(121,153), X(122,154), X(123,155),
+ X(124,156), X(125,157), X(126,158), X(127,159), X(128,160), X(161,193),
+ X(162,194), X(163,195), X(164,196), X(165,197), X(166,198), X(167,199),
+ X(168,200), X(169,201), X(170,202), X(171,203), X(172,204), X(173,205),
+ X(174,206), X(175,207), X(176,208), X(177,209), X(178,210), X(1,17), X(2,18),
+ X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26),
+ X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50),
+ X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58),
+ X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82),
+ X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90),
+ X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113),
+ X(98,114), X(99,115), X(100,116), X(101,117), X(102,118), X(103,119),
+ X(104,120), X(105,121), X(106,122), X(107,123), X(108,124), X(109,125),
+ X(110,126), X(111,127), X(112,128), X(129,145), X(130,146), X(131,147),
+ X(132,148), X(133,149), X(134,150), X(135,151), X(136,152), X(137,153),
+ X(138,154), X(139,155), X(140,156), X(141,157), X(142,158), X(143,159),
+ X(144,160), X(161,177), X(162,178), X(163,179), X(164,180), X(165,181),
+ X(166,182), X(167,183), X(168,184), X(169,185), X(170,186), X(171,187),
+ X(172,188), X(173,189), X(174,190), X(175,191), X(176,192), X(193,209),
+ X(194,210), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134),
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+ X(206,208), X(3,129), X(4,130), X(7,133), X(8,134), X(11,137), X(12,138),
+ X(15,141), X(16,142), X(19,145), X(20,146), X(23,149), X(24,150), X(27,153),
+ X(28,154), X(31,157), X(32,158), X(35,161), X(36,162), X(39,165), X(40,166),
+ X(43,169), X(44,170), X(47,173), X(48,174), X(51,177), X(52,178), X(55,181),
+ X(56,182), X(59,185), X(60,186), X(63,189), X(64,190), X(67,193), X(68,194),
+ X(71,197), X(72,198), X(75,201), X(76,202), X(79,205), X(80,206), X(83,209),
+ X(84,210), X(3,65), X(4,66), X(7,69), X(8,70), X(11,73), X(12,74), X(15,77),
+ X(16,78), X(19,81), X(20,82), X(23,85), X(24,86), X(27,89), X(28,90), X(31,93),
+ X(32,94), X(35,97), X(36,98), X(39,101), X(40,102), X(43,105), X(44,106),
+ X(47,109), X(48,110), X(51,113), X(52,114), X(55,117), X(56,118), X(59,121),
+ X(60,122), X(63,125), X(64,126), X(67,129), X(68,130), X(71,133), X(72,134),
+ X(75,137), X(76,138), X(79,141), X(80,142), X(83,145), X(84,146), X(87,149),
+ X(88,150), X(91,153), X(92,154), X(95,157), X(96,158), X(99,161), X(100,162),
+ X(103,165), X(104,166), X(107,169), X(108,170), X(111,173), X(112,174),
+ X(115,177), X(116,178), X(119,181), X(120,182), X(123,185), X(124,186),
+ X(127,189), X(128,190), X(131,193), X(132,194), X(135,197), X(136,198),
+ X(139,201), X(140,202), X(143,205), X(144,206), X(147,209), X(148,210),
+ X(3,33), X(4,34), X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46),
+ X(19,49), X(20,50), X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62),
+ X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78),
+ X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94),
+ X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106), X(79,109),
+ X(80,110), X(83,113), X(84,114), X(87,117), X(88,118), X(91,121), X(92,122),
+ X(95,125), X(96,126), X(99,129), X(100,130), X(103,133), X(104,134),
+ X(107,137), X(108,138), X(111,141), X(112,142), X(115,145), X(116,146),
+ X(119,149), X(120,150), X(123,153), X(124,154), X(127,157), X(128,158),
+ X(131,161), X(132,162), X(135,165), X(136,166), X(139,169), X(140,170),
+ X(143,173), X(144,174), X(147,177), X(148,178), X(151,181), X(152,182),
+ X(155,185), X(156,186), X(159,189), X(160,190), X(163,193), X(164,194),
+ X(167,197), X(168,198), X(171,201), X(172,202), X(175,205), X(176,206),
+ X(179,209), X(180,210), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26),
+ X(15,29), X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42),
+ X(31,45), X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58),
+ X(47,61), X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74),
+ X(63,77), X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90),
+ X(79,93), X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105),
+ X(92,106), X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130),
+ X(119,133), X(120,134), X(123,137), X(124,138), X(127,141), X(128,142),
+ X(131,145), X(132,146), X(135,149), X(136,150), X(139,153), X(140,154),
+ X(143,157), X(144,158), X(147,161), X(148,162), X(151,165), X(152,166),
+ X(155,169), X(156,170), X(159,173), X(160,174), X(163,177), X(164,178),
+ X(167,181), X(168,182), X(171,185), X(172,186), X(175,189), X(176,190),
+ X(179,193), X(180,194), X(183,197), X(184,198), X(187,201), X(188,202),
+ X(191,205), X(192,206), X(195,209), X(196,210), X(3,9), X(4,10), X(7,13),
+ X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29),
+ X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45),
+ X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61),
+ X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77),
+ X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93),
+ X(88,94), X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106),
+ X(103,109), X(104,110), X(107,113), X(108,114), X(111,117), X(112,118),
+ X(115,121), X(116,122), X(119,125), X(120,126), X(123,129), X(124,130),
+ X(127,133), X(128,134), X(131,137), X(132,138), X(135,141), X(136,142),
+ X(139,145), X(140,146), X(143,149), X(144,150), X(147,153), X(148,154),
+ X(151,157), X(152,158), X(155,161), X(156,162), X(159,165), X(160,166),
+ X(163,169), X(164,170), X(167,173), X(168,174), X(171,177), X(172,178),
+ X(175,181), X(176,182), X(179,185), X(180,186), X(183,189), X(184,190),
+ X(187,193), X(188,194), X(191,197), X(192,198), X(195,201), X(196,202),
+ X(199,205), X(200,206), X(203,209), X(204,210), X(3,5), X(4,6), X(7,9),
+ X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25),
+ X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41),
+ X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57),
+ X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73),
+ X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89),
+ X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(99,101), X(100,102),
+ X(103,105), X(104,106), X(107,109), X(108,110), X(111,113), X(112,114),
+ X(115,117), X(116,118), X(119,121), X(120,122), X(123,125), X(124,126),
+ X(127,129), X(128,130), X(131,133), X(132,134), X(135,137), X(136,138),
+ X(139,141), X(140,142), X(143,145), X(144,146), X(147,149), X(148,150),
+ X(151,153), X(152,154), X(155,157), X(156,158), X(159,161), X(160,162),
+ X(163,165), X(164,166), X(167,169), X(168,170), X(171,173), X(172,174),
+ X(175,177), X(176,178), X(179,181), X(180,182), X(183,185), X(184,186),
+ X(187,189), X(188,190), X(191,193), X(192,194), X(195,197), X(196,198),
+ X(199,201), X(200,202), X(203,205), X(204,206), X(207,209), X(208,210), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137),
+ X(12,139), X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151),
+ X(26,153), X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165),
+ X(40,167), X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179),
+ X(54,181), X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193),
+ X(68,195), X(70,197), X(72,199), X(74,201), X(76,203), X(78,205), X(80,207),
+ X(82,209), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77),
+ X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93),
+ X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107),
+ X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119), X(58,121),
+ X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133), X(72,135),
+ X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(84,147), X(86,149),
+ X(88,151), X(90,153), X(92,155), X(94,157), X(96,159), X(98,161), X(100,163),
+ X(102,165), X(104,167), X(106,169), X(108,171), X(110,173), X(112,175),
+ X(114,177), X(116,179), X(118,181), X(120,183), X(122,185), X(124,187),
+ X(126,189), X(128,191), X(130,193), X(132,195), X(134,197), X(136,199),
+ X(138,201), X(140,203), X(142,205), X(144,207), X(146,209), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83),
+ X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99),
+ X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113),
+ X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127),
+ X(98,129), X(100,131), X(102,133), X(104,135), X(106,137), X(108,139),
+ X(110,141), X(112,143), X(114,145), X(116,147), X(118,149), X(120,151),
+ X(122,153), X(124,155), X(126,157), X(128,159), X(130,161), X(132,163),
+ X(134,165), X(136,167), X(138,169), X(140,171), X(142,173), X(144,175),
+ X(146,177), X(148,179), X(150,181), X(152,183), X(154,185), X(156,187),
+ X(158,189), X(160,191), X(162,193), X(164,195), X(166,197), X(168,199),
+ X(170,201), X(172,203), X(174,205), X(176,207), X(178,209), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(178,193), X(180,195), X(182,197),
+ X(184,199), X(186,201), X(188,203), X(190,205), X(192,207), X(194,209), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(104,111), X(106,113), X(108,115),
+ X(110,117), X(112,119), X(114,121), X(116,123), X(118,125), X(120,127),
+ X(122,129), X(124,131), X(126,133), X(128,135), X(130,137), X(132,139),
+ X(134,141), X(136,143), X(138,145), X(140,147), X(142,149), X(144,151),
+ X(146,153), X(148,155), X(150,157), X(152,159), X(154,161), X(156,163),
+ X(158,165), X(160,167), X(162,169), X(164,171), X(166,173), X(168,175),
+ X(170,177), X(172,179), X(174,181), X(176,183), X(178,185), X(180,187),
+ X(182,189), X(184,191), X(186,193), X(188,195), X(190,197), X(192,199),
+ X(194,201), X(196,203), X(198,205), X(200,207), X(202,209), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149),
+ X(148,151), X(150,153), X(152,155), X(154,157), X(156,159), X(158,161),
+ X(160,163), X(162,165), X(164,167), X(166,169), X(168,171), X(170,173),
+ X(172,175), X(174,177), X(176,179), X(178,181), X(180,183), X(182,185),
+ X(184,187), X(186,189), X(188,191), X(190,193), X(192,195), X(194,197),
+ X(196,199), X(198,201), X(200,203), X(202,205), X(204,207), X(206,209), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209)
+};
+S(212) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
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+ X(102,165), X(104,167), X(106,169), X(108,171), X(110,173), X(112,175),
+ X(114,177), X(116,179), X(118,181), X(120,183), X(122,185), X(124,187),
+ X(126,189), X(128,191), X(130,193), X(132,195), X(134,197), X(136,199),
+ X(138,201), X(140,203), X(142,205), X(144,207), X(146,209), X(148,211),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79),
+ X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95),
+ X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(78,109),
+ X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121), X(92,123),
+ X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(132,163), X(134,165), X(136,167), X(138,169), X(140,171),
+ X(142,173), X(144,175), X(146,177), X(148,179), X(150,181), X(152,183),
+ X(154,185), X(156,187), X(158,189), X(160,191), X(162,193), X(164,195),
+ X(166,197), X(168,199), X(170,201), X(172,203), X(174,205), X(176,207),
+ X(178,209), X(180,211), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27),
+ X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43),
+ X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59),
+ X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75),
+ X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91),
+ X(78,93), X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105),
+ X(92,107), X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(176,191),
+ X(178,193), X(180,195), X(182,197), X(184,199), X(186,201), X(188,203),
+ X(190,205), X(192,207), X(194,209), X(196,211), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(130,137), X(132,139), X(134,141), X(136,143),
+ X(138,145), X(140,147), X(142,149), X(144,151), X(146,153), X(148,155),
+ X(150,157), X(152,159), X(154,161), X(156,163), X(158,165), X(160,167),
+ X(162,169), X(164,171), X(166,173), X(168,175), X(170,177), X(172,179),
+ X(174,181), X(176,183), X(178,185), X(180,187), X(182,189), X(184,191),
+ X(186,193), X(188,195), X(190,197), X(192,199), X(194,201), X(196,203),
+ X(198,205), X(200,207), X(202,209), X(204,211), X(2,5), X(4,7), X(6,9),
+ X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25),
+ X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41),
+ X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57),
+ X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73),
+ X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89),
+ X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101), X(100,103),
+ X(102,105), X(104,107), X(106,109), X(108,111), X(110,113), X(112,115),
+ X(114,117), X(116,119), X(118,121), X(120,123), X(122,125), X(124,127),
+ X(126,129), X(128,131), X(130,133), X(132,135), X(134,137), X(136,139),
+ X(138,141), X(140,143), X(142,145), X(144,147), X(146,149), X(148,151),
+ X(150,153), X(152,155), X(154,157), X(156,159), X(158,161), X(160,163),
+ X(162,165), X(164,167), X(166,169), X(168,171), X(170,173), X(172,175),
+ X(174,177), X(176,179), X(178,181), X(180,183), X(182,185), X(184,187),
+ X(186,189), X(188,191), X(190,193), X(192,195), X(194,197), X(196,199),
+ X(198,201), X(200,203), X(202,205), X(204,207), X(206,209), X(208,211), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211)
+};
+S(214) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(129,193),
+ X(130,194), X(131,195), X(132,196), X(133,197), X(134,198), X(135,199),
+ X(136,200), X(137,201), X(138,202), X(139,203), X(140,204), X(141,205),
+ X(142,206), X(143,207), X(144,208), X(145,209), X(146,210), X(147,211),
+ X(148,212), X(149,213), X(150,214), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153),
+ X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160),
+ X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(107,171), X(108,172),
+ X(109,173), X(110,174), X(111,175), X(112,176), X(113,177), X(114,178),
+ X(115,179), X(116,180), X(117,181), X(118,182), X(119,183), X(120,184),
+ X(121,185), X(122,186), X(123,187), X(124,188), X(125,189), X(126,190),
+ X(127,191), X(128,192), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161),
+ X(130,162), X(131,163), X(132,164), X(133,165), X(134,166), X(135,167),
+ X(136,168), X(137,169), X(138,170), X(139,171), X(140,172), X(141,173),
+ X(142,174), X(143,175), X(144,176), X(145,177), X(146,178), X(147,179),
+ X(148,180), X(149,181), X(150,182), X(151,183), X(152,184), X(153,185),
+ X(154,186), X(155,187), X(156,188), X(157,189), X(158,190), X(159,191),
+ X(160,192), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69),
+ X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77),
+ X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85),
+ X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93),
+ X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131), X(100,132),
+ X(101,133), X(102,134), X(103,135), X(104,136), X(105,137), X(106,138),
+ X(107,139), X(108,140), X(109,141), X(110,142), X(111,143), X(112,144),
+ X(113,145), X(114,146), X(115,147), X(116,148), X(117,149), X(118,150),
+ X(119,151), X(120,152), X(121,153), X(122,154), X(123,155), X(124,156),
+ X(125,157), X(126,158), X(127,159), X(128,160), X(161,193), X(162,194),
+ X(163,195), X(164,196), X(165,197), X(166,198), X(167,199), X(168,200),
+ X(169,201), X(170,202), X(171,203), X(172,204), X(173,205), X(174,206),
+ X(175,207), X(176,208), X(177,209), X(178,210), X(179,211), X(180,212),
+ X(181,213), X(182,214), X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22),
+ X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30),
+ X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54),
+ X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62),
+ X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86),
+ X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94),
+ X(79,95), X(80,96), X(97,113), X(98,114), X(99,115), X(100,116), X(101,117),
+ X(102,118), X(103,119), X(104,120), X(105,121), X(106,122), X(107,123),
+ X(108,124), X(109,125), X(110,126), X(111,127), X(112,128), X(129,145),
+ X(130,146), X(131,147), X(132,148), X(133,149), X(134,150), X(135,151),
+ X(136,152), X(137,153), X(138,154), X(139,155), X(140,156), X(141,157),
+ X(142,158), X(143,159), X(144,160), X(161,177), X(162,178), X(163,179),
+ X(164,180), X(165,181), X(166,182), X(167,183), X(168,184), X(169,185),
+ X(170,186), X(171,187), X(172,188), X(173,189), X(174,190), X(175,191),
+ X(176,192), X(193,209), X(194,210), X(195,211), X(196,212), X(197,213),
+ X(198,214), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134),
+ X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141),
+ X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163), X(52,164),
+ X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170), X(59,171),
+ X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(81,193), X(82,194),
+ X(83,195), X(84,196), X(85,197), X(86,198), X(87,199), X(88,200), X(89,201),
+ X(90,202), X(91,203), X(92,204), X(93,205), X(94,206), X(95,207), X(96,208),
+ X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72),
+ X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80),
+ X(49,97), X(50,98), X(51,99), X(52,100), X(53,101), X(54,102), X(55,103),
+ X(56,104), X(57,105), X(58,106), X(59,107), X(60,108), X(61,109), X(62,110),
+ X(63,111), X(64,112), X(81,129), X(82,130), X(83,131), X(84,132), X(85,133),
+ X(86,134), X(87,135), X(88,136), X(89,137), X(90,138), X(91,139), X(92,140),
+ X(93,141), X(94,142), X(95,143), X(96,144), X(113,161), X(114,162), X(115,163),
+ X(116,164), X(117,165), X(118,166), X(119,167), X(120,168), X(121,169),
+ X(122,170), X(123,171), X(124,172), X(125,173), X(126,174), X(127,175),
+ X(128,176), X(145,193), X(146,194), X(147,195), X(148,196), X(149,197),
+ X(150,198), X(151,199), X(152,200), X(153,201), X(154,202), X(155,203),
+ X(156,204), X(157,205), X(158,206), X(159,207), X(160,208), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74),
+ X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98),
+ X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105),
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+ X(32,62), X(35,65), X(36,66), X(39,69), X(40,70), X(43,73), X(44,74), X(47,77),
+ X(48,78), X(51,81), X(52,82), X(55,85), X(56,86), X(59,89), X(60,90), X(63,93),
+ X(64,94), X(67,97), X(68,98), X(71,101), X(72,102), X(75,105), X(76,106),
+ X(79,109), X(80,110), X(83,113), X(84,114), X(87,117), X(88,118), X(91,121),
+ X(92,122), X(95,125), X(96,126), X(99,129), X(100,130), X(103,133), X(104,134),
+ X(107,137), X(108,138), X(111,141), X(112,142), X(115,145), X(116,146),
+ X(119,149), X(120,150), X(123,153), X(124,154), X(127,157), X(128,158),
+ X(131,161), X(132,162), X(135,165), X(136,166), X(139,169), X(140,170),
+ X(143,173), X(144,174), X(147,177), X(148,178), X(151,181), X(152,182),
+ X(155,185), X(156,186), X(159,189), X(160,190), X(163,193), X(164,194),
+ X(167,197), X(168,198), X(171,201), X(172,202), X(175,205), X(176,206),
+ X(179,209), X(180,210), X(183,213), X(184,214), X(3,17), X(4,18), X(7,21),
+ X(8,22), X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37),
+ X(24,38), X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53),
+ X(40,54), X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69),
+ X(56,70), X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(71,85),
+ X(72,86), X(75,89), X(76,90), X(79,93), X(80,94), X(83,97), X(84,98),
+ X(87,101), X(88,102), X(91,105), X(92,106), X(95,109), X(96,110), X(99,113),
+ X(100,114), X(103,117), X(104,118), X(107,121), X(108,122), X(111,125),
+ X(112,126), X(115,129), X(116,130), X(119,133), X(120,134), X(123,137),
+ X(124,138), X(127,141), X(128,142), X(131,145), X(132,146), X(135,149),
+ X(136,150), X(139,153), X(140,154), X(143,157), X(144,158), X(147,161),
+ X(148,162), X(151,165), X(152,166), X(155,169), X(156,170), X(159,173),
+ X(160,174), X(163,177), X(164,178), X(167,181), X(168,182), X(171,185),
+ X(172,186), X(175,189), X(176,190), X(179,193), X(180,194), X(183,197),
+ X(184,198), X(187,201), X(188,202), X(191,205), X(192,206), X(195,209),
+ X(196,210), X(199,213), X(200,214), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78),
+ X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94),
+ X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106), X(103,109),
+ X(104,110), X(107,113), X(108,114), X(111,117), X(112,118), X(115,121),
+ X(116,122), X(119,125), X(120,126), X(123,129), X(124,130), X(127,133),
+ X(128,134), X(131,137), X(132,138), X(135,141), X(136,142), X(139,145),
+ X(140,146), X(143,149), X(144,150), X(147,153), X(148,154), X(151,157),
+ X(152,158), X(155,161), X(156,162), X(159,165), X(160,166), X(163,169),
+ X(164,170), X(167,173), X(168,174), X(171,177), X(172,178), X(175,181),
+ X(176,182), X(179,185), X(180,186), X(183,189), X(184,190), X(187,193),
+ X(188,194), X(191,197), X(192,198), X(195,201), X(196,202), X(199,205),
+ X(200,206), X(203,209), X(204,210), X(207,213), X(208,214), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54),
+ X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70),
+ X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86),
+ X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(99,101),
+ X(100,102), X(103,105), X(104,106), X(107,109), X(108,110), X(111,113),
+ X(112,114), X(115,117), X(116,118), X(119,121), X(120,122), X(123,125),
+ X(124,126), X(127,129), X(128,130), X(131,133), X(132,134), X(135,137),
+ X(136,138), X(139,141), X(140,142), X(143,145), X(144,146), X(147,149),
+ X(148,150), X(151,153), X(152,154), X(155,157), X(156,158), X(159,161),
+ X(160,162), X(163,165), X(164,166), X(167,169), X(168,170), X(171,173),
+ X(172,174), X(175,177), X(176,178), X(179,181), X(180,182), X(183,185),
+ X(184,186), X(187,189), X(188,190), X(191,193), X(192,194), X(195,197),
+ X(196,198), X(199,201), X(200,202), X(203,205), X(204,206), X(207,209),
+ X(208,210), X(211,213), X(212,214), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208), X(209,210), X(211,212),
+ X(213,214), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137), X(12,139),
+ X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151), X(26,153),
+ X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165), X(40,167),
+ X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179), X(54,181),
+ X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193), X(68,195),
+ X(70,197), X(72,199), X(74,201), X(76,203), X(78,205), X(80,207), X(82,209),
+ X(84,211), X(86,213), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75),
+ X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91),
+ X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105),
+ X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119),
+ X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133),
+ X(72,135), X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(84,147),
+ X(86,149), X(88,151), X(90,153), X(92,155), X(94,157), X(96,159), X(98,161),
+ X(100,163), X(102,165), X(104,167), X(106,169), X(108,171), X(110,173),
+ X(112,175), X(114,177), X(116,179), X(118,181), X(120,183), X(122,185),
+ X(124,187), X(126,189), X(128,191), X(130,193), X(132,195), X(134,197),
+ X(136,199), X(138,201), X(140,203), X(142,205), X(144,207), X(146,209),
+ X(148,211), X(150,213), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119),
+ X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133),
+ X(104,135), X(106,137), X(108,139), X(110,141), X(112,143), X(114,145),
+ X(116,147), X(118,149), X(120,151), X(122,153), X(124,155), X(126,157),
+ X(128,159), X(130,161), X(132,163), X(134,165), X(136,167), X(138,169),
+ X(140,171), X(142,173), X(144,175), X(146,177), X(148,179), X(150,181),
+ X(152,183), X(154,185), X(156,187), X(158,189), X(160,191), X(162,193),
+ X(164,195), X(166,197), X(168,199), X(170,201), X(172,203), X(174,205),
+ X(176,207), X(178,209), X(180,211), X(182,213), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(178,193), X(180,195), X(182,197),
+ X(184,199), X(186,201), X(188,203), X(190,205), X(192,207), X(194,209),
+ X(196,211), X(198,213), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159),
+ X(154,161), X(156,163), X(158,165), X(160,167), X(162,169), X(164,171),
+ X(166,173), X(168,175), X(170,177), X(172,179), X(174,181), X(176,183),
+ X(178,185), X(180,187), X(182,189), X(184,191), X(186,193), X(188,195),
+ X(190,197), X(192,199), X(194,201), X(196,203), X(198,205), X(200,207),
+ X(202,209), X(204,211), X(206,213), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(128,131),
+ X(130,133), X(132,135), X(134,137), X(136,139), X(138,141), X(140,143),
+ X(142,145), X(144,147), X(146,149), X(148,151), X(150,153), X(152,155),
+ X(154,157), X(156,159), X(158,161), X(160,163), X(162,165), X(164,167),
+ X(166,169), X(168,171), X(170,173), X(172,175), X(174,177), X(176,179),
+ X(178,181), X(180,183), X(182,185), X(184,187), X(186,189), X(188,191),
+ X(190,193), X(192,195), X(194,197), X(196,199), X(198,201), X(200,203),
+ X(202,205), X(204,207), X(206,209), X(208,211), X(210,213), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213)
+};
+S(216) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(1,65), X(2,66), X(3,67), X(4,68),
+ X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76),
+ X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84),
+ X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92),
+ X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
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+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83),
+ X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99),
+ X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113),
+ X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127),
+ X(98,129), X(100,131), X(102,133), X(104,135), X(106,137), X(108,139),
+ X(110,141), X(112,143), X(114,145), X(116,147), X(118,149), X(120,151),
+ X(122,153), X(124,155), X(126,157), X(128,159), X(130,161), X(132,163),
+ X(134,165), X(136,167), X(138,169), X(140,171), X(142,173), X(144,175),
+ X(146,177), X(148,179), X(150,181), X(152,183), X(154,185), X(156,187),
+ X(158,189), X(160,191), X(162,193), X(164,195), X(166,197), X(168,199),
+ X(170,201), X(172,203), X(174,205), X(176,207), X(178,209), X(180,211),
+ X(182,213), X(184,215), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27),
+ X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43),
+ X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59),
+ X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75),
+ X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91),
+ X(78,93), X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105),
+ X(92,107), X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(176,191),
+ X(178,193), X(180,195), X(182,197), X(184,199), X(186,201), X(188,203),
+ X(190,205), X(192,207), X(194,209), X(196,211), X(198,213), X(200,215), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(104,111), X(106,113), X(108,115),
+ X(110,117), X(112,119), X(114,121), X(116,123), X(118,125), X(120,127),
+ X(122,129), X(124,131), X(126,133), X(128,135), X(130,137), X(132,139),
+ X(134,141), X(136,143), X(138,145), X(140,147), X(142,149), X(144,151),
+ X(146,153), X(148,155), X(150,157), X(152,159), X(154,161), X(156,163),
+ X(158,165), X(160,167), X(162,169), X(164,171), X(166,173), X(168,175),
+ X(170,177), X(172,179), X(174,181), X(176,183), X(178,185), X(180,187),
+ X(182,189), X(184,191), X(186,193), X(188,195), X(190,197), X(192,199),
+ X(194,201), X(196,203), X(198,205), X(200,207), X(202,209), X(204,211),
+ X(206,213), X(208,215), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(154,157),
+ X(156,159), X(158,161), X(160,163), X(162,165), X(164,167), X(166,169),
+ X(168,171), X(170,173), X(172,175), X(174,177), X(176,179), X(178,181),
+ X(180,183), X(182,185), X(184,187), X(186,189), X(188,191), X(190,193),
+ X(192,195), X(194,197), X(196,199), X(198,201), X(200,203), X(202,205),
+ X(204,207), X(206,209), X(208,211), X(210,213), X(212,215), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215)
+};
+S(218) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(1,65),
+ X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73),
+ X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81),
+ X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89),
+ X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97),
+ X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104),
+ X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111),
+ X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118),
+ X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125),
+ X(62,126), X(63,127), X(64,128), X(129,193), X(130,194), X(131,195),
+ X(132,196), X(133,197), X(134,198), X(135,199), X(136,200), X(137,201),
+ X(138,202), X(139,203), X(140,204), X(141,205), X(142,206), X(143,207),
+ X(144,208), X(145,209), X(146,210), X(147,211), X(148,212), X(149,213),
+ X(150,214), X(151,215), X(152,216), X(153,217), X(154,218), X(65,129),
+ X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136),
+ X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143),
+ X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150),
+ X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157),
+ X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164),
+ X(101,165), X(102,166), X(103,167), X(104,168), X(105,169), X(106,170),
+ X(107,171), X(108,172), X(109,173), X(110,174), X(111,175), X(112,176),
+ X(113,177), X(114,178), X(115,179), X(116,180), X(117,181), X(118,182),
+ X(119,183), X(120,184), X(121,185), X(122,186), X(123,187), X(124,188),
+ X(125,189), X(126,190), X(127,191), X(128,192), X(1,33), X(2,34), X(3,35),
+ X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43),
+ X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51),
+ X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59),
+ X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(151,183),
+ X(152,184), X(153,185), X(154,186), X(155,187), X(156,188), X(157,189),
+ X(158,190), X(159,191), X(160,192), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146),
+ X(51,147), X(52,148), X(53,149), X(54,150), X(55,151), X(56,152), X(57,153),
+ X(58,154), X(59,155), X(60,156), X(61,157), X(62,158), X(63,159), X(64,160),
+ X(97,193), X(98,194), X(99,195), X(100,196), X(101,197), X(102,198),
+ X(103,199), X(104,200), X(105,201), X(106,202), X(107,203), X(108,204),
+ X(109,205), X(110,206), X(111,207), X(112,208), X(113,209), X(114,210),
+ X(115,211), X(116,212), X(117,213), X(118,214), X(119,215), X(120,216),
+ X(121,217), X(122,218), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69),
+ X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77),
+ X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85),
+ X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93),
+ X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131), X(100,132),
+ X(101,133), X(102,134), X(103,135), X(104,136), X(105,137), X(106,138),
+ X(107,139), X(108,140), X(109,141), X(110,142), X(111,143), X(112,144),
+ X(113,145), X(114,146), X(115,147), X(116,148), X(117,149), X(118,150),
+ X(119,151), X(120,152), X(121,153), X(122,154), X(123,155), X(124,156),
+ X(125,157), X(126,158), X(127,159), X(128,160), X(161,193), X(162,194),
+ X(163,195), X(164,196), X(165,197), X(166,198), X(167,199), X(168,200),
+ X(169,201), X(170,202), X(171,203), X(172,204), X(173,205), X(174,206),
+ X(175,207), X(176,208), X(177,209), X(178,210), X(179,211), X(180,212),
+ X(181,213), X(182,214), X(183,215), X(184,216), X(185,217), X(186,218),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(129,145), X(130,146),
+ X(131,147), X(132,148), X(133,149), X(134,150), X(135,151), X(136,152),
+ X(137,153), X(138,154), X(139,155), X(140,156), X(141,157), X(142,158),
+ X(143,159), X(144,160), X(161,177), X(162,178), X(163,179), X(164,180),
+ X(165,181), X(166,182), X(167,183), X(168,184), X(169,185), X(170,186),
+ X(171,187), X(172,188), X(173,189), X(174,190), X(175,191), X(176,192),
+ X(193,209), X(194,210), X(195,211), X(196,212), X(197,213), X(198,214),
+ X(199,215), X(200,216), X(201,217), X(202,218), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(25,137),
+ X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143), X(32,144),
+ X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166), X(55,167),
+ X(56,168), X(57,169), X(58,170), X(59,171), X(60,172), X(61,173), X(62,174),
+ X(63,175), X(64,176), X(81,193), X(82,194), X(83,195), X(84,196), X(85,197),
+ X(86,198), X(87,199), X(88,200), X(89,201), X(90,202), X(91,203), X(92,204),
+ X(93,205), X(94,206), X(95,207), X(96,208), X(17,65), X(18,66), X(19,67),
+ X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75),
+ X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143),
+ X(96,144), X(113,161), X(114,162), X(115,163), X(116,164), X(117,165),
+ X(118,166), X(119,167), X(120,168), X(121,169), X(122,170), X(123,171),
+ X(124,172), X(125,173), X(126,174), X(127,175), X(128,176), X(145,193),
+ X(146,194), X(147,195), X(148,196), X(149,197), X(150,198), X(151,199),
+ X(152,200), X(153,201), X(154,202), X(155,203), X(156,204), X(157,205),
+ X(158,206), X(159,207), X(160,208), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68),
+ X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76),
+ X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129),
+ X(114,130), X(115,131), X(116,132), X(117,133), X(118,134), X(119,135),
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+ X(148,210), X(151,213), X(152,214), X(155,217), X(156,218), X(3,33), X(4,34),
+ X(7,37), X(8,38), X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50),
+ X(23,53), X(24,54), X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66),
+ X(39,69), X(40,70), X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82),
+ X(55,85), X(56,86), X(59,89), X(60,90), X(63,93), X(64,94), X(67,97), X(68,98),
+ X(71,101), X(72,102), X(75,105), X(76,106), X(79,109), X(80,110), X(83,113),
+ X(84,114), X(87,117), X(88,118), X(91,121), X(92,122), X(95,125), X(96,126),
+ X(99,129), X(100,130), X(103,133), X(104,134), X(107,137), X(108,138),
+ X(111,141), X(112,142), X(115,145), X(116,146), X(119,149), X(120,150),
+ X(123,153), X(124,154), X(127,157), X(128,158), X(131,161), X(132,162),
+ X(135,165), X(136,166), X(139,169), X(140,170), X(143,173), X(144,174),
+ X(147,177), X(148,178), X(151,181), X(152,182), X(155,185), X(156,186),
+ X(159,189), X(160,190), X(163,193), X(164,194), X(167,197), X(168,198),
+ X(171,201), X(172,202), X(175,205), X(176,206), X(179,209), X(180,210),
+ X(183,213), X(184,214), X(187,217), X(188,218), X(3,17), X(4,18), X(7,21),
+ X(8,22), X(11,25), X(12,26), X(15,29), X(16,30), X(19,33), X(20,34), X(23,37),
+ X(24,38), X(27,41), X(28,42), X(31,45), X(32,46), X(35,49), X(36,50), X(39,53),
+ X(40,54), X(43,57), X(44,58), X(47,61), X(48,62), X(51,65), X(52,66), X(55,69),
+ X(56,70), X(59,73), X(60,74), X(63,77), X(64,78), X(67,81), X(68,82), X(71,85),
+ X(72,86), X(75,89), X(76,90), X(79,93), X(80,94), X(83,97), X(84,98),
+ X(87,101), X(88,102), X(91,105), X(92,106), X(95,109), X(96,110), X(99,113),
+ X(100,114), X(103,117), X(104,118), X(107,121), X(108,122), X(111,125),
+ X(112,126), X(115,129), X(116,130), X(119,133), X(120,134), X(123,137),
+ X(124,138), X(127,141), X(128,142), X(131,145), X(132,146), X(135,149),
+ X(136,150), X(139,153), X(140,154), X(143,157), X(144,158), X(147,161),
+ X(148,162), X(151,165), X(152,166), X(155,169), X(156,170), X(159,173),
+ X(160,174), X(163,177), X(164,178), X(167,181), X(168,182), X(171,185),
+ X(172,186), X(175,189), X(176,190), X(179,193), X(180,194), X(183,197),
+ X(184,198), X(187,201), X(188,202), X(191,205), X(192,206), X(195,209),
+ X(196,210), X(199,213), X(200,214), X(203,217), X(204,218), X(3,9), X(4,10),
+ X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26),
+ X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42),
+ X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58),
+ X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74),
+ X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90),
+ X(87,93), X(88,94), X(91,97), X(92,98), X(95,101), X(96,102), X(99,105),
+ X(100,106), X(103,109), X(104,110), X(107,113), X(108,114), X(111,117),
+ X(112,118), X(115,121), X(116,122), X(119,125), X(120,126), X(123,129),
+ X(124,130), X(127,133), X(128,134), X(131,137), X(132,138), X(135,141),
+ X(136,142), X(139,145), X(140,146), X(143,149), X(144,150), X(147,153),
+ X(148,154), X(151,157), X(152,158), X(155,161), X(156,162), X(159,165),
+ X(160,166), X(163,169), X(164,170), X(167,173), X(168,174), X(171,177),
+ X(172,178), X(175,181), X(176,182), X(179,185), X(180,186), X(183,189),
+ X(184,190), X(187,193), X(188,194), X(191,197), X(192,198), X(195,201),
+ X(196,202), X(199,205), X(200,206), X(203,209), X(204,210), X(207,213),
+ X(208,214), X(211,217), X(212,218), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13),
+ X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29),
+ X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45),
+ X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61),
+ X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77),
+ X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93),
+ X(92,94), X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106),
+ X(107,109), X(108,110), X(111,113), X(112,114), X(115,117), X(116,118),
+ X(119,121), X(120,122), X(123,125), X(124,126), X(127,129), X(128,130),
+ X(131,133), X(132,134), X(135,137), X(136,138), X(139,141), X(140,142),
+ X(143,145), X(144,146), X(147,149), X(148,150), X(151,153), X(152,154),
+ X(155,157), X(156,158), X(159,161), X(160,162), X(163,165), X(164,166),
+ X(167,169), X(168,170), X(171,173), X(172,174), X(175,177), X(176,178),
+ X(179,181), X(180,182), X(183,185), X(184,186), X(187,189), X(188,190),
+ X(191,193), X(192,194), X(195,197), X(196,198), X(199,201), X(200,202),
+ X(203,205), X(204,206), X(207,209), X(208,210), X(211,213), X(212,214),
+ X(215,217), X(216,218), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210), X(211,212), X(213,214),
+ X(215,216), X(217,218), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137),
+ X(12,139), X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151),
+ X(26,153), X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165),
+ X(40,167), X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179),
+ X(54,181), X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193),
+ X(68,195), X(70,197), X(72,199), X(74,201), X(76,203), X(78,205), X(80,207),
+ X(82,209), X(84,211), X(86,213), X(88,215), X(90,217), X(2,65), X(4,67),
+ X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83),
+ X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99),
+ X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111), X(50,113),
+ X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125), X(64,127),
+ X(66,129), X(68,131), X(70,133), X(72,135), X(74,137), X(76,139), X(78,141),
+ X(80,143), X(82,145), X(84,147), X(86,149), X(88,151), X(90,153), X(92,155),
+ X(94,157), X(96,159), X(98,161), X(100,163), X(102,165), X(104,167),
+ X(106,169), X(108,171), X(110,173), X(112,175), X(114,177), X(116,179),
+ X(118,181), X(120,183), X(122,185), X(124,187), X(126,189), X(128,191),
+ X(130,193), X(132,195), X(134,197), X(136,199), X(138,201), X(140,203),
+ X(142,205), X(144,207), X(146,209), X(148,211), X(150,213), X(152,215),
+ X(154,217), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107),
+ X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121),
+ X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(132,163), X(134,165), X(136,167), X(138,169), X(140,171),
+ X(142,173), X(144,175), X(146,177), X(148,179), X(150,181), X(152,183),
+ X(154,185), X(156,187), X(158,189), X(160,191), X(162,193), X(164,195),
+ X(166,197), X(168,199), X(170,201), X(172,203), X(174,205), X(176,207),
+ X(178,209), X(180,211), X(182,213), X(184,215), X(186,217), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(178,193), X(180,195), X(182,197),
+ X(184,199), X(186,201), X(188,203), X(190,205), X(192,207), X(194,209),
+ X(196,211), X(198,213), X(200,215), X(202,217), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(130,137), X(132,139), X(134,141), X(136,143),
+ X(138,145), X(140,147), X(142,149), X(144,151), X(146,153), X(148,155),
+ X(150,157), X(152,159), X(154,161), X(156,163), X(158,165), X(160,167),
+ X(162,169), X(164,171), X(166,173), X(168,175), X(170,177), X(172,179),
+ X(174,181), X(176,183), X(178,185), X(180,187), X(182,189), X(184,191),
+ X(186,193), X(188,195), X(190,197), X(192,199), X(194,201), X(196,203),
+ X(198,205), X(200,207), X(202,209), X(204,211), X(206,213), X(208,215),
+ X(210,217), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33),
+ X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49),
+ X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65),
+ X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81),
+ X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97),
+ X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(154,157),
+ X(156,159), X(158,161), X(160,163), X(162,165), X(164,167), X(166,169),
+ X(168,171), X(170,173), X(172,175), X(174,177), X(176,179), X(178,181),
+ X(180,183), X(182,185), X(184,187), X(186,189), X(188,191), X(190,193),
+ X(192,195), X(194,197), X(196,199), X(198,201), X(200,203), X(202,205),
+ X(204,207), X(206,209), X(208,211), X(210,213), X(212,215), X(214,217), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217)
+};
+S(220) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71),
+ X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79),
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+ X(70,197), X(72,199), X(74,201), X(76,203), X(78,205), X(80,207), X(82,209),
+ X(84,211), X(86,213), X(88,215), X(90,217), X(92,219), X(2,65), X(4,67),
+ X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83),
+ X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99),
+ X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111), X(50,113),
+ X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125), X(64,127),
+ X(66,129), X(68,131), X(70,133), X(72,135), X(74,137), X(76,139), X(78,141),
+ X(80,143), X(82,145), X(84,147), X(86,149), X(88,151), X(90,153), X(92,155),
+ X(94,157), X(96,159), X(98,161), X(100,163), X(102,165), X(104,167),
+ X(106,169), X(108,171), X(110,173), X(112,175), X(114,177), X(116,179),
+ X(118,181), X(120,183), X(122,185), X(124,187), X(126,189), X(128,191),
+ X(130,193), X(132,195), X(134,197), X(136,199), X(138,201), X(140,203),
+ X(142,205), X(144,207), X(146,209), X(148,211), X(150,213), X(152,215),
+ X(154,217), X(156,219), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119),
+ X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133),
+ X(104,135), X(106,137), X(108,139), X(110,141), X(112,143), X(114,145),
+ X(116,147), X(118,149), X(120,151), X(122,153), X(124,155), X(126,157),
+ X(128,159), X(130,161), X(132,163), X(134,165), X(136,167), X(138,169),
+ X(140,171), X(142,173), X(144,175), X(146,177), X(148,179), X(150,181),
+ X(152,183), X(154,185), X(156,187), X(158,189), X(160,191), X(162,193),
+ X(164,195), X(166,197), X(168,199), X(170,201), X(172,203), X(174,205),
+ X(176,207), X(178,209), X(180,211), X(182,213), X(184,215), X(186,217),
+ X(188,219), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(176,191),
+ X(178,193), X(180,195), X(182,197), X(184,199), X(186,201), X(188,203),
+ X(190,205), X(192,207), X(194,209), X(196,211), X(198,213), X(200,215),
+ X(202,217), X(204,219), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159),
+ X(154,161), X(156,163), X(158,165), X(160,167), X(162,169), X(164,171),
+ X(166,173), X(168,175), X(170,177), X(172,179), X(174,181), X(176,183),
+ X(178,185), X(180,187), X(182,189), X(184,191), X(186,193), X(188,195),
+ X(190,197), X(192,199), X(194,201), X(196,203), X(198,205), X(200,207),
+ X(202,209), X(204,211), X(206,213), X(208,215), X(210,217), X(212,219), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171),
+ X(170,173), X(172,175), X(174,177), X(176,179), X(178,181), X(180,183),
+ X(182,185), X(184,187), X(186,189), X(188,191), X(190,193), X(192,195),
+ X(194,197), X(196,199), X(198,201), X(200,203), X(202,205), X(204,207),
+ X(206,209), X(208,211), X(210,213), X(212,215), X(214,217), X(216,219), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219)
+};
+S(222) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69),
+ X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77),
+ X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85),
+ X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93),
+ X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100),
+ X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107),
+ X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114),
+ X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121),
+ X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128),
+ X(129,193), X(130,194), X(131,195), X(132,196), X(133,197), X(134,198),
+ X(135,199), X(136,200), X(137,201), X(138,202), X(139,203), X(140,204),
+ X(141,205), X(142,206), X(143,207), X(144,208), X(145,209), X(146,210),
+ X(147,211), X(148,212), X(149,213), X(150,214), X(151,215), X(152,216),
+ X(153,217), X(154,218), X(155,219), X(156,220), X(157,221), X(158,222),
+ X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135),
+ X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142),
+ X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149),
+ X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156),
+ X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163),
+ X(100,164), X(101,165), X(102,166), X(103,167), X(104,168), X(105,169),
+ X(106,170), X(107,171), X(108,172), X(109,173), X(110,174), X(111,175),
+ X(112,176), X(113,177), X(114,178), X(115,179), X(116,180), X(117,181),
+ X(118,182), X(119,183), X(120,184), X(121,185), X(122,186), X(123,187),
+ X(124,188), X(125,189), X(126,190), X(127,191), X(128,192), X(1,33), X(2,34),
+ X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42),
+ X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50),
+ X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58),
+ X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98),
+ X(67,99), X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105),
+ X(74,106), X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112),
+ X(81,113), X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119),
+ X(88,120), X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126),
+ X(95,127), X(96,128), X(129,161), X(130,162), X(131,163), X(132,164),
+ X(133,165), X(134,166), X(135,167), X(136,168), X(137,169), X(138,170),
+ X(139,171), X(140,172), X(141,173), X(142,174), X(143,175), X(144,176),
+ X(145,177), X(146,178), X(147,179), X(148,180), X(149,181), X(150,182),
+ X(151,183), X(152,184), X(153,185), X(154,186), X(155,187), X(156,188),
+ X(157,189), X(158,190), X(159,191), X(160,192), X(33,129), X(34,130),
+ X(35,131), X(36,132), X(37,133), X(38,134), X(39,135), X(40,136), X(41,137),
+ X(42,138), X(43,139), X(44,140), X(45,141), X(46,142), X(47,143), X(48,144),
+ X(49,145), X(50,146), X(51,147), X(52,148), X(53,149), X(54,150), X(55,151),
+ X(56,152), X(57,153), X(58,154), X(59,155), X(60,156), X(61,157), X(62,158),
+ X(63,159), X(64,160), X(97,193), X(98,194), X(99,195), X(100,196), X(101,197),
+ X(102,198), X(103,199), X(104,200), X(105,201), X(106,202), X(107,203),
+ X(108,204), X(109,205), X(110,206), X(111,207), X(112,208), X(113,209),
+ X(114,210), X(115,211), X(116,212), X(117,213), X(118,214), X(119,215),
+ X(120,216), X(121,217), X(122,218), X(123,219), X(124,220), X(125,221),
+ X(126,222), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70),
+ X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78),
+ X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86),
+ X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94),
+ X(63,95), X(64,96), X(97,129), X(98,130), X(99,131), X(100,132), X(101,133),
+ X(102,134), X(103,135), X(104,136), X(105,137), X(106,138), X(107,139),
+ X(108,140), X(109,141), X(110,142), X(111,143), X(112,144), X(113,145),
+ X(114,146), X(115,147), X(116,148), X(117,149), X(118,150), X(119,151),
+ X(120,152), X(121,153), X(122,154), X(123,155), X(124,156), X(125,157),
+ X(126,158), X(127,159), X(128,160), X(161,193), X(162,194), X(163,195),
+ X(164,196), X(165,197), X(166,198), X(167,199), X(168,200), X(169,201),
+ X(170,202), X(171,203), X(172,204), X(173,205), X(174,206), X(175,207),
+ X(176,208), X(177,209), X(178,210), X(179,211), X(180,212), X(181,213),
+ X(182,214), X(183,215), X(184,216), X(185,217), X(186,218), X(187,219),
+ X(188,220), X(189,221), X(190,222), X(1,17), X(2,18), X(3,19), X(4,20),
+ X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27), X(12,28),
+ X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51), X(36,52),
+ X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59), X(44,60),
+ X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83), X(68,84),
+ X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91), X(76,92),
+ X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114), X(99,115),
+ X(100,116), X(101,117), X(102,118), X(103,119), X(104,120), X(105,121),
+ X(106,122), X(107,123), X(108,124), X(109,125), X(110,126), X(111,127),
+ X(112,128), X(129,145), X(130,146), X(131,147), X(132,148), X(133,149),
+ X(134,150), X(135,151), X(136,152), X(137,153), X(138,154), X(139,155),
+ X(140,156), X(141,157), X(142,158), X(143,159), X(144,160), X(161,177),
+ X(162,178), X(163,179), X(164,180), X(165,181), X(166,182), X(167,183),
+ X(168,184), X(169,185), X(170,186), X(171,187), X(172,188), X(173,189),
+ X(174,190), X(175,191), X(176,192), X(193,209), X(194,210), X(195,211),
+ X(196,212), X(197,213), X(198,214), X(199,215), X(200,216), X(201,217),
+ X(202,218), X(203,219), X(204,220), X(205,221), X(206,222), X(17,129),
+ X(18,130), X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136),
+ X(25,137), X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143),
+ X(32,144), X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166),
+ X(55,167), X(56,168), X(57,169), X(58,170), X(59,171), X(60,172), X(61,173),
+ X(62,174), X(63,175), X(64,176), X(81,193), X(82,194), X(83,195), X(84,196),
+ X(85,197), X(86,198), X(87,199), X(88,200), X(89,201), X(90,202), X(91,203),
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+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221)
+};
+S(224) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(1,65), X(2,66),
+ X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74),
+ X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82),
+ X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90),
+ X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98),
+ X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105),
+ X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112),
+ X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119),
+ X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126),
+ X(63,127), X(64,128), X(129,193), X(130,194), X(131,195), X(132,196),
+ X(133,197), X(134,198), X(135,199), X(136,200), X(137,201), X(138,202),
+ X(139,203), X(140,204), X(141,205), X(142,206), X(143,207), X(144,208),
+ X(145,209), X(146,210), X(147,211), X(148,212), X(149,213), X(150,214),
+ X(151,215), X(152,216), X(153,217), X(154,218), X(155,219), X(156,220),
+ X(157,221), X(158,222), X(159,223), X(160,224), X(65,129), X(66,130),
+ X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136), X(73,137),
+ X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143), X(80,144),
+ X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150), X(87,151),
+ X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157), X(94,158),
+ X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164), X(101,165),
+ X(102,166), X(103,167), X(104,168), X(105,169), X(106,170), X(107,171),
+ X(108,172), X(109,173), X(110,174), X(111,175), X(112,176), X(113,177),
+ X(114,178), X(115,179), X(116,180), X(117,181), X(118,182), X(119,183),
+ X(120,184), X(121,185), X(122,186), X(123,187), X(124,188), X(125,189),
+ X(126,190), X(127,191), X(128,192), X(1,33), X(2,34), X(3,35), X(4,36),
+ X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44),
+ X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52),
+ X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60),
+ X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(151,183),
+ X(152,184), X(153,185), X(154,186), X(155,187), X(156,188), X(157,189),
+ X(158,190), X(159,191), X(160,192), X(33,129), X(34,130), X(35,131), X(36,132),
+ X(37,133), X(38,134), X(39,135), X(40,136), X(41,137), X(42,138), X(43,139),
+ X(44,140), X(45,141), X(46,142), X(47,143), X(48,144), X(49,145), X(50,146),
+ X(51,147), X(52,148), X(53,149), X(54,150), X(55,151), X(56,152), X(57,153),
+ X(58,154), X(59,155), X(60,156), X(61,157), X(62,158), X(63,159), X(64,160),
+ X(97,193), X(98,194), X(99,195), X(100,196), X(101,197), X(102,198),
+ X(103,199), X(104,200), X(105,201), X(106,202), X(107,203), X(108,204),
+ X(109,205), X(110,206), X(111,207), X(112,208), X(113,209), X(114,210),
+ X(115,211), X(116,212), X(117,213), X(118,214), X(119,215), X(120,216),
+ X(121,217), X(122,218), X(123,219), X(124,220), X(125,221), X(126,222),
+ X(127,223), X(128,224), X(33,65), X(34,66), X(35,67), X(36,68), X(37,69),
+ X(38,70), X(39,71), X(40,72), X(41,73), X(42,74), X(43,75), X(44,76), X(45,77),
+ X(46,78), X(47,79), X(48,80), X(49,81), X(50,82), X(51,83), X(52,84), X(53,85),
+ X(54,86), X(55,87), X(56,88), X(57,89), X(58,90), X(59,91), X(60,92), X(61,93),
+ X(62,94), X(63,95), X(64,96), X(97,129), X(98,130), X(99,131), X(100,132),
+ X(101,133), X(102,134), X(103,135), X(104,136), X(105,137), X(106,138),
+ X(107,139), X(108,140), X(109,141), X(110,142), X(111,143), X(112,144),
+ X(113,145), X(114,146), X(115,147), X(116,148), X(117,149), X(118,150),
+ X(119,151), X(120,152), X(121,153), X(122,154), X(123,155), X(124,156),
+ X(125,157), X(126,158), X(127,159), X(128,160), X(161,193), X(162,194),
+ X(163,195), X(164,196), X(165,197), X(166,198), X(167,199), X(168,200),
+ X(169,201), X(170,202), X(171,203), X(172,204), X(173,205), X(174,206),
+ X(175,207), X(176,208), X(177,209), X(178,210), X(179,211), X(180,212),
+ X(181,213), X(182,214), X(183,215), X(184,216), X(185,217), X(186,218),
+ X(187,219), X(188,220), X(189,221), X(190,222), X(191,223), X(192,224),
+ X(1,17), X(2,18), X(3,19), X(4,20), X(5,21), X(6,22), X(7,23), X(8,24),
+ X(9,25), X(10,26), X(11,27), X(12,28), X(13,29), X(14,30), X(15,31), X(16,32),
+ X(33,49), X(34,50), X(35,51), X(36,52), X(37,53), X(38,54), X(39,55), X(40,56),
+ X(41,57), X(42,58), X(43,59), X(44,60), X(45,61), X(46,62), X(47,63), X(48,64),
+ X(65,81), X(66,82), X(67,83), X(68,84), X(69,85), X(70,86), X(71,87), X(72,88),
+ X(73,89), X(74,90), X(75,91), X(76,92), X(77,93), X(78,94), X(79,95), X(80,96),
+ X(97,113), X(98,114), X(99,115), X(100,116), X(101,117), X(102,118),
+ X(103,119), X(104,120), X(105,121), X(106,122), X(107,123), X(108,124),
+ X(109,125), X(110,126), X(111,127), X(112,128), X(129,145), X(130,146),
+ X(131,147), X(132,148), X(133,149), X(134,150), X(135,151), X(136,152),
+ X(137,153), X(138,154), X(139,155), X(140,156), X(141,157), X(142,158),
+ X(143,159), X(144,160), X(161,177), X(162,178), X(163,179), X(164,180),
+ X(165,181), X(166,182), X(167,183), X(168,184), X(169,185), X(170,186),
+ X(171,187), X(172,188), X(173,189), X(174,190), X(175,191), X(176,192),
+ X(193,209), X(194,210), X(195,211), X(196,212), X(197,213), X(198,214),
+ X(199,215), X(200,216), X(201,217), X(202,218), X(203,219), X(204,220),
+ X(205,221), X(206,222), X(207,223), X(208,224), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(25,137),
+ X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143), X(32,144),
+ X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166), X(55,167),
+ X(56,168), X(57,169), X(58,170), X(59,171), X(60,172), X(61,173), X(62,174),
+ X(63,175), X(64,176), X(81,193), X(82,194), X(83,195), X(84,196), X(85,197),
+ X(86,198), X(87,199), X(88,200), X(89,201), X(90,202), X(91,203), X(92,204),
+ X(93,205), X(94,206), X(95,207), X(96,208), X(17,65), X(18,66), X(19,67),
+ X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75),
+ X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143),
+ X(96,144), X(113,161), X(114,162), X(115,163), X(116,164), X(117,165),
+ X(118,166), X(119,167), X(120,168), X(121,169), X(122,170), X(123,171),
+ X(124,172), X(125,173), X(126,174), X(127,175), X(128,176), X(145,193),
+ X(146,194), X(147,195), X(148,196), X(149,197), X(150,198), X(151,199),
+ X(152,200), X(153,201), X(154,202), X(155,203), X(156,204), X(157,205),
+ X(158,206), X(159,207), X(160,208), X(17,33), X(18,34), X(19,35), X(20,36),
+ X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44),
+ X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68),
+ X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76),
+ X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99),
+ X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106),
+ X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129),
+ X(114,130), X(115,131), X(116,132), X(117,133), X(118,134), X(119,135),
+ X(120,136), X(121,137), X(122,138), X(123,139), X(124,140), X(125,141),
+ X(126,142), X(127,143), X(128,144), X(145,161), X(146,162), X(147,163),
+ X(148,164), X(149,165), X(150,166), X(151,167), X(152,168), X(153,169),
+ X(154,170), X(155,171), X(156,172), X(157,173), X(158,174), X(159,175),
+ X(160,176), X(177,193), X(178,194), X(179,195), X(180,196), X(181,197),
+ X(182,198), X(183,199), X(184,200), X(185,201), X(186,202), X(187,203),
+ X(188,204), X(189,205), X(190,206), X(191,207), X(192,208), X(1,9), X(2,10),
+ X(3,11), X(4,12), X(5,13), X(6,14), X(7,15), X(8,16), X(17,25), X(18,26),
+ X(19,27), X(20,28), X(21,29), X(22,30), X(23,31), X(24,32), X(33,41), X(34,42),
+ X(35,43), X(36,44), X(37,45), X(38,46), X(39,47), X(40,48), X(49,57), X(50,58),
+ X(51,59), X(52,60), X(53,61), X(54,62), X(55,63), X(56,64), X(65,73), X(66,74),
+ X(67,75), X(68,76), X(69,77), X(70,78), X(71,79), X(72,80), X(81,89), X(82,90),
+ X(83,91), X(84,92), X(85,93), X(86,94), X(87,95), X(88,96), X(97,105),
+ X(98,106), X(99,107), X(100,108), X(101,109), X(102,110), X(103,111),
+ X(104,112), X(113,121), X(114,122), X(115,123), X(116,124), X(117,125),
+ X(118,126), X(119,127), X(120,128), X(129,137), X(130,138), X(131,139),
+ X(132,140), X(133,141), X(134,142), X(135,143), X(136,144), X(145,153),
+ X(146,154), X(147,155), X(148,156), X(149,157), X(150,158), X(151,159),
+ X(152,160), X(161,169), X(162,170), X(163,171), X(164,172), X(165,173),
+ X(166,174), X(167,175), X(168,176), X(177,185), X(178,186), X(179,187),
+ X(180,188), X(181,189), X(182,190), X(183,191), X(184,192), X(193,201),
+ X(194,202), X(195,203), X(196,204), X(197,205), X(198,206), X(199,207),
+ X(200,208), X(209,217), X(210,218), X(211,219), X(212,220), X(213,221),
+ X(214,222), X(215,223), X(216,224), X(9,129), X(10,130), X(11,131), X(12,132),
+ X(13,133), X(14,134), X(15,135), X(16,136), X(25,145), X(26,146), X(27,147),
+ X(28,148), X(29,149), X(30,150), X(31,151), X(32,152), X(41,161), X(42,162),
+ X(43,163), X(44,164), X(45,165), X(46,166), X(47,167), X(48,168), X(57,177),
+ X(58,178), X(59,179), X(60,180), X(61,181), X(62,182), X(63,183), X(64,184),
+ X(73,193), X(74,194), X(75,195), X(76,196), X(77,197), X(78,198), X(79,199),
+ X(80,200), X(89,209), X(90,210), X(91,211), X(92,212), X(93,213), X(94,214),
+ X(95,215), X(96,216), X(9,65), X(10,66), X(11,67), X(12,68), X(13,69),
+ X(14,70), X(15,71), X(16,72), X(25,81), X(26,82), X(27,83), X(28,84), X(29,85),
+ X(30,86), X(31,87), X(32,88), X(41,97), X(42,98), X(43,99), X(44,100),
+ X(45,101), X(46,102), X(47,103), X(48,104), X(57,113), X(58,114), X(59,115),
+ X(60,116), X(61,117), X(62,118), X(63,119), X(64,120), X(73,129), X(74,130),
+ X(75,131), X(76,132), X(77,133), X(78,134), X(79,135), X(80,136), X(89,145),
+ X(90,146), X(91,147), X(92,148), X(93,149), X(94,150), X(95,151), X(96,152),
+ X(105,161), X(106,162), X(107,163), X(108,164), X(109,165), X(110,166),
+ X(111,167), X(112,168), X(121,177), X(122,178), X(123,179), X(124,180),
+ X(125,181), X(126,182), X(127,183), X(128,184), X(137,193), X(138,194),
+ X(139,195), X(140,196), X(141,197), X(142,198), X(143,199), X(144,200),
+ X(153,209), X(154,210), X(155,211), X(156,212), X(157,213), X(158,214),
+ X(159,215), X(160,216), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37),
+ X(14,38), X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53),
+ X(30,54), X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69),
+ X(46,70), X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85),
+ X(62,86), X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100),
+ X(77,101), X(78,102), X(79,103), X(80,104), X(89,113), X(90,114), X(91,115),
+ X(92,116), X(93,117), X(94,118), X(95,119), X(96,120), X(105,129), X(106,130),
+ X(107,131), X(108,132), X(109,133), X(110,134), X(111,135), X(112,136),
+ X(121,145), X(122,146), X(123,147), X(124,148), X(125,149), X(126,150),
+ X(127,151), X(128,152), X(137,161), X(138,162), X(139,163), X(140,164),
+ X(141,165), X(142,166), X(143,167), X(144,168), X(153,177), X(154,178),
+ X(155,179), X(156,180), X(157,181), X(158,182), X(159,183), X(160,184),
+ X(169,193), X(170,194), X(171,195), X(172,196), X(173,197), X(174,198),
+ X(175,199), X(176,200), X(185,209), X(186,210), X(187,211), X(188,212),
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+ X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89),
+ X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(99,101), X(100,102),
+ X(103,105), X(104,106), X(107,109), X(108,110), X(111,113), X(112,114),
+ X(115,117), X(116,118), X(119,121), X(120,122), X(123,125), X(124,126),
+ X(127,129), X(128,130), X(131,133), X(132,134), X(135,137), X(136,138),
+ X(139,141), X(140,142), X(143,145), X(144,146), X(147,149), X(148,150),
+ X(151,153), X(152,154), X(155,157), X(156,158), X(159,161), X(160,162),
+ X(163,165), X(164,166), X(167,169), X(168,170), X(171,173), X(172,174),
+ X(175,177), X(176,178), X(179,181), X(180,182), X(183,185), X(184,186),
+ X(187,189), X(188,190), X(191,193), X(192,194), X(195,197), X(196,198),
+ X(199,201), X(200,202), X(203,205), X(204,206), X(207,209), X(208,210),
+ X(211,213), X(212,214), X(215,217), X(216,218), X(219,221), X(220,222), X(1,2),
+ X(3,4), X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18),
+ X(19,20), X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34),
+ X(35,36), X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50),
+ X(51,52), X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66),
+ X(67,68), X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82),
+ X(83,84), X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214), X(215,216), X(217,218),
+ X(219,220), X(221,222), X(223,224), X(2,129), X(4,131), X(6,133), X(8,135),
+ X(10,137), X(12,139), X(14,141), X(16,143), X(18,145), X(20,147), X(22,149),
+ X(24,151), X(26,153), X(28,155), X(30,157), X(32,159), X(34,161), X(36,163),
+ X(38,165), X(40,167), X(42,169), X(44,171), X(46,173), X(48,175), X(50,177),
+ X(52,179), X(54,181), X(56,183), X(58,185), X(60,187), X(62,189), X(64,191),
+ X(66,193), X(68,195), X(70,197), X(72,199), X(74,201), X(76,203), X(78,205),
+ X(80,207), X(82,209), X(84,211), X(86,213), X(88,215), X(90,217), X(92,219),
+ X(94,221), X(96,223), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75),
+ X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91),
+ X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105),
+ X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119),
+ X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133),
+ X(72,135), X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(84,147),
+ X(86,149), X(88,151), X(90,153), X(92,155), X(94,157), X(96,159), X(98,161),
+ X(100,163), X(102,165), X(104,167), X(106,169), X(108,171), X(110,173),
+ X(112,175), X(114,177), X(116,179), X(118,181), X(120,183), X(122,185),
+ X(124,187), X(126,189), X(128,191), X(130,193), X(132,195), X(134,197),
+ X(136,199), X(138,201), X(140,203), X(142,205), X(144,207), X(146,209),
+ X(148,211), X(150,213), X(152,215), X(154,217), X(156,219), X(158,221),
+ X(160,223), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107),
+ X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121),
+ X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(132,163), X(134,165), X(136,167), X(138,169), X(140,171),
+ X(142,173), X(144,175), X(146,177), X(148,179), X(150,181), X(152,183),
+ X(154,185), X(156,187), X(158,189), X(160,191), X(162,193), X(164,195),
+ X(166,197), X(168,199), X(170,201), X(172,203), X(174,205), X(176,207),
+ X(178,209), X(180,211), X(182,213), X(184,215), X(186,217), X(188,219),
+ X(190,221), X(192,223), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27),
+ X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43),
+ X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59),
+ X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75),
+ X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91),
+ X(78,93), X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105),
+ X(92,107), X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(176,191),
+ X(178,193), X(180,195), X(182,197), X(184,199), X(186,201), X(188,203),
+ X(190,205), X(192,207), X(194,209), X(196,211), X(198,213), X(200,215),
+ X(202,217), X(204,219), X(206,221), X(208,223), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(130,137), X(132,139), X(134,141), X(136,143),
+ X(138,145), X(140,147), X(142,149), X(144,151), X(146,153), X(148,155),
+ X(150,157), X(152,159), X(154,161), X(156,163), X(158,165), X(160,167),
+ X(162,169), X(164,171), X(166,173), X(168,175), X(170,177), X(172,179),
+ X(174,181), X(176,183), X(178,185), X(180,187), X(182,189), X(184,191),
+ X(186,193), X(188,195), X(190,197), X(192,199), X(194,201), X(196,203),
+ X(198,205), X(200,207), X(202,209), X(204,211), X(206,213), X(208,215),
+ X(210,217), X(212,219), X(214,221), X(216,223), X(2,5), X(4,7), X(6,9),
+ X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25),
+ X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41),
+ X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57),
+ X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73),
+ X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89),
+ X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101), X(100,103),
+ X(102,105), X(104,107), X(106,109), X(108,111), X(110,113), X(112,115),
+ X(114,117), X(116,119), X(118,121), X(120,123), X(122,125), X(124,127),
+ X(126,129), X(128,131), X(130,133), X(132,135), X(134,137), X(136,139),
+ X(138,141), X(140,143), X(142,145), X(144,147), X(146,149), X(148,151),
+ X(150,153), X(152,155), X(154,157), X(156,159), X(158,161), X(160,163),
+ X(162,165), X(164,167), X(166,169), X(168,171), X(170,173), X(172,175),
+ X(174,177), X(176,179), X(178,181), X(180,183), X(182,185), X(184,187),
+ X(186,189), X(188,191), X(190,193), X(192,195), X(194,197), X(196,199),
+ X(198,201), X(200,203), X(202,205), X(204,207), X(206,209), X(208,211),
+ X(210,213), X(212,215), X(214,217), X(216,219), X(218,221), X(220,223), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223)
+};
+S(226) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(63,127), X(64,128), X(129,193), X(130,194), X(131,195),
+ X(132,196), X(133,197), X(134,198), X(135,199), X(136,200), X(137,201),
+ X(138,202), X(139,203), X(140,204), X(141,205), X(142,206), X(143,207),
+ X(144,208), X(145,209), X(146,210), X(147,211), X(148,212), X(149,213),
+ X(150,214), X(151,215), X(152,216), X(153,217), X(154,218), X(155,219),
+ X(156,220), X(157,221), X(158,222), X(159,223), X(160,224), X(161,225),
+ X(162,226), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134),
+ X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141),
+ X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148),
+ X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155),
+ X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162),
+ X(99,163), X(100,164), X(101,165), X(102,166), X(103,167), X(104,168),
+ X(105,169), X(106,170), X(107,171), X(108,172), X(109,173), X(110,174),
+ X(111,175), X(112,176), X(113,177), X(114,178), X(115,179), X(116,180),
+ X(117,181), X(118,182), X(119,183), X(120,184), X(121,185), X(122,186),
+ X(123,187), X(124,188), X(125,189), X(126,190), X(127,191), X(128,192),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117),
+ X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124),
+ X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162), X(131,163),
+ X(132,164), X(133,165), X(134,166), X(135,167), X(136,168), X(137,169),
+ X(138,170), X(139,171), X(140,172), X(141,173), X(142,174), X(143,175),
+ X(144,176), X(145,177), X(146,178), X(147,179), X(148,180), X(149,181),
+ X(150,182), X(151,183), X(152,184), X(153,185), X(154,186), X(155,187),
+ X(156,188), X(157,189), X(158,190), X(159,191), X(160,192), X(193,225),
+ X(194,226), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
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+ X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99), X(86,101),
+ X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113), X(100,115),
+ X(102,117), X(104,119), X(106,121), X(108,123), X(110,125), X(112,127),
+ X(114,129), X(116,131), X(118,133), X(120,135), X(122,137), X(124,139),
+ X(126,141), X(128,143), X(130,145), X(132,147), X(134,149), X(136,151),
+ X(138,153), X(140,155), X(142,157), X(144,159), X(146,161), X(148,163),
+ X(150,165), X(152,167), X(154,169), X(156,171), X(158,173), X(160,175),
+ X(162,177), X(164,179), X(166,181), X(168,183), X(170,185), X(172,187),
+ X(174,189), X(176,191), X(178,193), X(180,195), X(182,197), X(184,199),
+ X(186,201), X(188,203), X(190,205), X(192,207), X(194,209), X(196,211),
+ X(198,213), X(200,215), X(202,217), X(204,219), X(206,221), X(208,223),
+ X(210,225), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53),
+ X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69),
+ X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85),
+ X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159),
+ X(154,161), X(156,163), X(158,165), X(160,167), X(162,169), X(164,171),
+ X(166,173), X(168,175), X(170,177), X(172,179), X(174,181), X(176,183),
+ X(178,185), X(180,187), X(182,189), X(184,191), X(186,193), X(188,195),
+ X(190,197), X(192,199), X(194,201), X(196,203), X(198,205), X(200,207),
+ X(202,209), X(204,211), X(206,213), X(208,215), X(210,217), X(212,219),
+ X(214,221), X(216,223), X(218,225), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(128,131),
+ X(130,133), X(132,135), X(134,137), X(136,139), X(138,141), X(140,143),
+ X(142,145), X(144,147), X(146,149), X(148,151), X(150,153), X(152,155),
+ X(154,157), X(156,159), X(158,161), X(160,163), X(162,165), X(164,167),
+ X(166,169), X(168,171), X(170,173), X(172,175), X(174,177), X(176,179),
+ X(178,181), X(180,183), X(182,185), X(184,187), X(186,189), X(188,191),
+ X(190,193), X(192,195), X(194,197), X(196,199), X(198,201), X(200,203),
+ X(202,205), X(204,207), X(206,209), X(208,211), X(210,213), X(212,215),
+ X(214,217), X(216,219), X(218,221), X(220,223), X(222,225), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225)
+};
+S(228) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(129,193),
+ X(130,194), X(131,195), X(132,196), X(133,197), X(134,198), X(135,199),
+ X(136,200), X(137,201), X(138,202), X(139,203), X(140,204), X(141,205),
+ X(142,206), X(143,207), X(144,208), X(145,209), X(146,210), X(147,211),
+ X(148,212), X(149,213), X(150,214), X(151,215), X(152,216), X(153,217),
+ X(154,218), X(155,219), X(156,220), X(157,221), X(158,222), X(159,223),
+ X(160,224), X(161,225), X(162,226), X(163,227), X(164,228), X(65,129),
+ X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136),
+ X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143),
+ X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150),
+ X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157),
+ X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164),
+ X(101,165), X(102,166), X(103,167), X(104,168), X(105,169), X(106,170),
+ X(107,171), X(108,172), X(109,173), X(110,174), X(111,175), X(112,176),
+ X(113,177), X(114,178), X(115,179), X(116,180), X(117,181), X(118,182),
+ X(119,183), X(120,184), X(121,185), X(122,186), X(123,187), X(124,188),
+ X(125,189), X(126,190), X(127,191), X(128,192), X(1,33), X(2,34), X(3,35),
+ X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43),
+ X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51),
+ X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59),
+ X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(151,183),
+ X(152,184), X(153,185), X(154,186), X(155,187), X(156,188), X(157,189),
+ X(158,190), X(159,191), X(160,192), X(193,225), X(194,226), X(195,227),
+ X(196,228), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(165,197), X(166,198), X(167,199), X(168,200), X(169,201), X(170,202),
+ X(171,203), X(172,204), X(173,205), X(174,206), X(175,207), X(176,208),
+ X(177,209), X(178,210), X(179,211), X(180,212), X(181,213), X(182,214),
+ X(183,215), X(184,216), X(185,217), X(186,218), X(187,219), X(188,220),
+ X(189,221), X(190,222), X(191,223), X(192,224), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(193,209), X(194,210),
+ X(195,211), X(196,212), X(197,213), X(198,214), X(199,215), X(200,216),
+ X(201,217), X(202,218), X(203,219), X(204,220), X(205,221), X(206,222),
+ X(207,223), X(208,224), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133),
+ X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140),
+ X(29,141), X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163),
+ X(52,164), X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170),
+ X(59,171), X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(81,193),
+ X(82,194), X(83,195), X(84,196), X(85,197), X(86,198), X(87,199), X(88,200),
+ X(89,201), X(90,202), X(91,203), X(92,204), X(93,205), X(94,206), X(95,207),
+ X(96,208), X(113,225), X(114,226), X(115,227), X(116,228), X(17,65), X(18,66),
+ X(19,67), X(20,68), X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74),
+ X(27,75), X(28,76), X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98),
+ X(51,99), X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105),
+ X(58,106), X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112),
+ X(81,129), X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135),
+ X(88,136), X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142),
+ X(95,143), X(96,144), X(113,161), X(114,162), X(115,163), X(116,164),
+ X(117,165), X(118,166), X(119,167), X(120,168), X(121,169), X(122,170),
+ X(123,171), X(124,172), X(125,173), X(126,174), X(127,175), X(128,176),
+ X(145,193), X(146,194), X(147,195), X(148,196), X(149,197), X(150,198),
+ X(151,199), X(152,200), X(153,201), X(154,202), X(155,203), X(156,204),
+ X(157,205), X(158,206), X(159,207), X(160,208), X(177,225), X(178,226),
+ X(179,227), X(180,228), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37),
+ X(22,38), X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45),
+ X(30,46), X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69),
+ X(54,70), X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77),
+ X(62,78), X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100),
+ X(85,101), X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107),
+ X(92,108), X(93,109), X(94,110), X(95,111), X(96,112), X(113,129), X(114,130),
+ X(115,131), X(116,132), X(117,133), X(118,134), X(119,135), X(120,136),
+ X(121,137), X(122,138), X(123,139), X(124,140), X(125,141), X(126,142),
+ X(127,143), X(128,144), X(145,161), X(146,162), X(147,163), X(148,164),
+ X(149,165), X(150,166), X(151,167), X(152,168), X(153,169), X(154,170),
+ X(155,171), X(156,172), X(157,173), X(158,174), X(159,175), X(160,176),
+ X(177,193), X(178,194), X(179,195), X(180,196), X(181,197), X(182,198),
+ X(183,199), X(184,200), X(185,201), X(186,202), X(187,203), X(188,204),
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+ X(100,162), X(103,165), X(104,166), X(107,169), X(108,170), X(111,173),
+ X(112,174), X(115,177), X(116,178), X(119,181), X(120,182), X(123,185),
+ X(124,186), X(127,189), X(128,190), X(131,193), X(132,194), X(135,197),
+ X(136,198), X(139,201), X(140,202), X(143,205), X(144,206), X(147,209),
+ X(148,210), X(151,213), X(152,214), X(155,217), X(156,218), X(159,221),
+ X(160,222), X(163,225), X(164,226), X(3,33), X(4,34), X(7,37), X(8,38),
+ X(11,41), X(12,42), X(15,45), X(16,46), X(19,49), X(20,50), X(23,53), X(24,54),
+ X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69), X(40,70),
+ X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85), X(56,86),
+ X(59,89), X(60,90), X(63,93), X(64,94), X(67,97), X(68,98), X(71,101),
+ X(72,102), X(75,105), X(76,106), X(79,109), X(80,110), X(83,113), X(84,114),
+ X(87,117), X(88,118), X(91,121), X(92,122), X(95,125), X(96,126), X(99,129),
+ X(100,130), X(103,133), X(104,134), X(107,137), X(108,138), X(111,141),
+ X(112,142), X(115,145), X(116,146), X(119,149), X(120,150), X(123,153),
+ X(124,154), X(127,157), X(128,158), X(131,161), X(132,162), X(135,165),
+ X(136,166), X(139,169), X(140,170), X(143,173), X(144,174), X(147,177),
+ X(148,178), X(151,181), X(152,182), X(155,185), X(156,186), X(159,189),
+ X(160,190), X(163,193), X(164,194), X(167,197), X(168,198), X(171,201),
+ X(172,202), X(175,205), X(176,206), X(179,209), X(180,210), X(183,213),
+ X(184,214), X(187,217), X(188,218), X(191,221), X(192,222), X(195,225),
+ X(196,226), X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29),
+ X(16,30), X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45),
+ X(32,46), X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61),
+ X(48,62), X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77),
+ X(64,78), X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93),
+ X(80,94), X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106),
+ X(95,109), X(96,110), X(99,113), X(100,114), X(103,117), X(104,118),
+ X(107,121), X(108,122), X(111,125), X(112,126), X(115,129), X(116,130),
+ X(119,133), X(120,134), X(123,137), X(124,138), X(127,141), X(128,142),
+ X(131,145), X(132,146), X(135,149), X(136,150), X(139,153), X(140,154),
+ X(143,157), X(144,158), X(147,161), X(148,162), X(151,165), X(152,166),
+ X(155,169), X(156,170), X(159,173), X(160,174), X(163,177), X(164,178),
+ X(167,181), X(168,182), X(171,185), X(172,186), X(175,189), X(176,190),
+ X(179,193), X(180,194), X(183,197), X(184,198), X(187,201), X(188,202),
+ X(191,205), X(192,206), X(195,209), X(196,210), X(199,213), X(200,214),
+ X(203,217), X(204,218), X(207,221), X(208,222), X(211,225), X(212,226), X(3,9),
+ X(4,10), X(7,13), X(8,14), X(11,17), X(12,18), X(15,21), X(16,22), X(19,25),
+ X(20,26), X(23,29), X(24,30), X(27,33), X(28,34), X(31,37), X(32,38), X(35,41),
+ X(36,42), X(39,45), X(40,46), X(43,49), X(44,50), X(47,53), X(48,54), X(51,57),
+ X(52,58), X(55,61), X(56,62), X(59,65), X(60,66), X(63,69), X(64,70), X(67,73),
+ X(68,74), X(71,77), X(72,78), X(75,81), X(76,82), X(79,85), X(80,86), X(83,89),
+ X(84,90), X(87,93), X(88,94), X(91,97), X(92,98), X(95,101), X(96,102),
+ X(99,105), X(100,106), X(103,109), X(104,110), X(107,113), X(108,114),
+ X(111,117), X(112,118), X(115,121), X(116,122), X(119,125), X(120,126),
+ X(123,129), X(124,130), X(127,133), X(128,134), X(131,137), X(132,138),
+ X(135,141), X(136,142), X(139,145), X(140,146), X(143,149), X(144,150),
+ X(147,153), X(148,154), X(151,157), X(152,158), X(155,161), X(156,162),
+ X(159,165), X(160,166), X(163,169), X(164,170), X(167,173), X(168,174),
+ X(171,177), X(172,178), X(175,181), X(176,182), X(179,185), X(180,186),
+ X(183,189), X(184,190), X(187,193), X(188,194), X(191,197), X(192,198),
+ X(195,201), X(196,202), X(199,205), X(200,206), X(203,209), X(204,210),
+ X(207,213), X(208,214), X(211,217), X(212,218), X(215,221), X(216,222),
+ X(219,225), X(220,226), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13), X(12,14),
+ X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29), X(28,30),
+ X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45), X(44,46),
+ X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61), X(60,62),
+ X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77), X(76,78),
+ X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93), X(92,94),
+ X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106), X(107,109),
+ X(108,110), X(111,113), X(112,114), X(115,117), X(116,118), X(119,121),
+ X(120,122), X(123,125), X(124,126), X(127,129), X(128,130), X(131,133),
+ X(132,134), X(135,137), X(136,138), X(139,141), X(140,142), X(143,145),
+ X(144,146), X(147,149), X(148,150), X(151,153), X(152,154), X(155,157),
+ X(156,158), X(159,161), X(160,162), X(163,165), X(164,166), X(167,169),
+ X(168,170), X(171,173), X(172,174), X(175,177), X(176,178), X(179,181),
+ X(180,182), X(183,185), X(184,186), X(187,189), X(188,190), X(191,193),
+ X(192,194), X(195,197), X(196,198), X(199,201), X(200,202), X(203,205),
+ X(204,206), X(207,209), X(208,210), X(211,213), X(212,214), X(215,217),
+ X(216,218), X(219,221), X(220,222), X(223,225), X(224,226), X(1,2), X(3,4),
+ X(5,6), X(7,8), X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20),
+ X(21,22), X(23,24), X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36),
+ X(37,38), X(39,40), X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52),
+ X(53,54), X(55,56), X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68),
+ X(69,70), X(71,72), X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84),
+ X(85,86), X(87,88), X(89,90), X(91,92), X(93,94), X(95,96), X(97,98),
+ X(99,100), X(101,102), X(103,104), X(105,106), X(107,108), X(109,110),
+ X(111,112), X(113,114), X(115,116), X(117,118), X(119,120), X(121,122),
+ X(123,124), X(125,126), X(127,128), X(129,130), X(131,132), X(133,134),
+ X(135,136), X(137,138), X(139,140), X(141,142), X(143,144), X(145,146),
+ X(147,148), X(149,150), X(151,152), X(153,154), X(155,156), X(157,158),
+ X(159,160), X(161,162), X(163,164), X(165,166), X(167,168), X(169,170),
+ X(171,172), X(173,174), X(175,176), X(177,178), X(179,180), X(181,182),
+ X(183,184), X(185,186), X(187,188), X(189,190), X(191,192), X(193,194),
+ X(195,196), X(197,198), X(199,200), X(201,202), X(203,204), X(205,206),
+ X(207,208), X(209,210), X(211,212), X(213,214), X(215,216), X(217,218),
+ X(219,220), X(221,222), X(223,224), X(225,226), X(227,228), X(2,129), X(4,131),
+ X(6,133), X(8,135), X(10,137), X(12,139), X(14,141), X(16,143), X(18,145),
+ X(20,147), X(22,149), X(24,151), X(26,153), X(28,155), X(30,157), X(32,159),
+ X(34,161), X(36,163), X(38,165), X(40,167), X(42,169), X(44,171), X(46,173),
+ X(48,175), X(50,177), X(52,179), X(54,181), X(56,183), X(58,185), X(60,187),
+ X(62,189), X(64,191), X(66,193), X(68,195), X(70,197), X(72,199), X(74,201),
+ X(76,203), X(78,205), X(80,207), X(82,209), X(84,211), X(86,213), X(88,215),
+ X(90,217), X(92,219), X(94,221), X(96,223), X(98,225), X(100,227), X(2,65),
+ X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81),
+ X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97),
+ X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111),
+ X(50,113), X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125),
+ X(64,127), X(66,129), X(68,131), X(70,133), X(72,135), X(74,137), X(76,139),
+ X(78,141), X(80,143), X(82,145), X(84,147), X(86,149), X(88,151), X(90,153),
+ X(92,155), X(94,157), X(96,159), X(98,161), X(100,163), X(102,165), X(104,167),
+ X(106,169), X(108,171), X(110,173), X(112,175), X(114,177), X(116,179),
+ X(118,181), X(120,183), X(122,185), X(124,187), X(126,189), X(128,191),
+ X(130,193), X(132,195), X(134,197), X(136,199), X(138,201), X(140,203),
+ X(142,205), X(144,207), X(146,209), X(148,211), X(150,213), X(152,215),
+ X(154,217), X(156,219), X(158,221), X(160,223), X(162,225), X(164,227),
+ X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47),
+ X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63),
+ X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79),
+ X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95),
+ X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107), X(78,109),
+ X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121), X(92,123),
+ X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(132,163), X(134,165), X(136,167), X(138,169), X(140,171),
+ X(142,173), X(144,175), X(146,177), X(148,179), X(150,181), X(152,183),
+ X(154,185), X(156,187), X(158,189), X(160,191), X(162,193), X(164,195),
+ X(166,197), X(168,199), X(170,201), X(172,203), X(174,205), X(176,207),
+ X(178,209), X(180,211), X(182,213), X(184,215), X(186,217), X(188,219),
+ X(190,221), X(192,223), X(194,225), X(196,227), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(178,193), X(180,195), X(182,197),
+ X(184,199), X(186,201), X(188,203), X(190,205), X(192,207), X(194,209),
+ X(196,211), X(198,213), X(200,215), X(202,217), X(204,219), X(206,221),
+ X(208,223), X(210,225), X(212,227), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(156,163), X(158,165), X(160,167), X(162,169),
+ X(164,171), X(166,173), X(168,175), X(170,177), X(172,179), X(174,181),
+ X(176,183), X(178,185), X(180,187), X(182,189), X(184,191), X(186,193),
+ X(188,195), X(190,197), X(192,199), X(194,201), X(196,203), X(198,205),
+ X(200,207), X(202,209), X(204,211), X(206,213), X(208,215), X(210,217),
+ X(212,219), X(214,221), X(216,223), X(218,225), X(220,227), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149),
+ X(148,151), X(150,153), X(152,155), X(154,157), X(156,159), X(158,161),
+ X(160,163), X(162,165), X(164,167), X(166,169), X(168,171), X(170,173),
+ X(172,175), X(174,177), X(176,179), X(178,181), X(180,183), X(182,185),
+ X(184,187), X(186,189), X(188,191), X(190,193), X(192,195), X(194,197),
+ X(196,199), X(198,201), X(200,203), X(202,205), X(204,207), X(206,209),
+ X(208,211), X(210,213), X(212,215), X(214,217), X(216,219), X(218,221),
+ X(220,223), X(222,225), X(224,227), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189),
+ X(190,191), X(192,193), X(194,195), X(196,197), X(198,199), X(200,201),
+ X(202,203), X(204,205), X(206,207), X(208,209), X(210,211), X(212,213),
+ X(214,215), X(216,217), X(218,219), X(220,221), X(222,223), X(224,225),
+ X(226,227)
+};
+S(230) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
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+ X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61),
+ X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77),
+ X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93),
+ X(92,94), X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106),
+ X(107,109), X(108,110), X(111,113), X(112,114), X(115,117), X(116,118),
+ X(119,121), X(120,122), X(123,125), X(124,126), X(127,129), X(128,130),
+ X(131,133), X(132,134), X(135,137), X(136,138), X(139,141), X(140,142),
+ X(143,145), X(144,146), X(147,149), X(148,150), X(151,153), X(152,154),
+ X(155,157), X(156,158), X(159,161), X(160,162), X(163,165), X(164,166),
+ X(167,169), X(168,170), X(171,173), X(172,174), X(175,177), X(176,178),
+ X(179,181), X(180,182), X(183,185), X(184,186), X(187,189), X(188,190),
+ X(191,193), X(192,194), X(195,197), X(196,198), X(199,201), X(200,202),
+ X(203,205), X(204,206), X(207,209), X(208,210), X(211,213), X(212,214),
+ X(215,217), X(216,218), X(219,221), X(220,222), X(223,225), X(224,226),
+ X(227,229), X(228,230), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10), X(11,12),
+ X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26), X(27,28),
+ X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42), X(43,44),
+ X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58), X(59,60),
+ X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74), X(75,76),
+ X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90), X(91,92),
+ X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104), X(105,106),
+ X(107,108), X(109,110), X(111,112), X(113,114), X(115,116), X(117,118),
+ X(119,120), X(121,122), X(123,124), X(125,126), X(127,128), X(129,130),
+ X(131,132), X(133,134), X(135,136), X(137,138), X(139,140), X(141,142),
+ X(143,144), X(145,146), X(147,148), X(149,150), X(151,152), X(153,154),
+ X(155,156), X(157,158), X(159,160), X(161,162), X(163,164), X(165,166),
+ X(167,168), X(169,170), X(171,172), X(173,174), X(175,176), X(177,178),
+ X(179,180), X(181,182), X(183,184), X(185,186), X(187,188), X(189,190),
+ X(191,192), X(193,194), X(195,196), X(197,198), X(199,200), X(201,202),
+ X(203,204), X(205,206), X(207,208), X(209,210), X(211,212), X(213,214),
+ X(215,216), X(217,218), X(219,220), X(221,222), X(223,224), X(225,226),
+ X(227,228), X(229,230), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137),
+ X(12,139), X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151),
+ X(26,153), X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165),
+ X(40,167), X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179),
+ X(54,181), X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193),
+ X(68,195), X(70,197), X(72,199), X(74,201), X(76,203), X(78,205), X(80,207),
+ X(82,209), X(84,211), X(86,213), X(88,215), X(90,217), X(92,219), X(94,221),
+ X(96,223), X(98,225), X(100,227), X(102,229), X(2,65), X(4,67), X(6,69),
+ X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85),
+ X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99),
+ X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111), X(50,113),
+ X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125), X(64,127),
+ X(66,129), X(68,131), X(70,133), X(72,135), X(74,137), X(76,139), X(78,141),
+ X(80,143), X(82,145), X(84,147), X(86,149), X(88,151), X(90,153), X(92,155),
+ X(94,157), X(96,159), X(98,161), X(100,163), X(102,165), X(104,167),
+ X(106,169), X(108,171), X(110,173), X(112,175), X(114,177), X(116,179),
+ X(118,181), X(120,183), X(122,185), X(124,187), X(126,189), X(128,191),
+ X(130,193), X(132,195), X(134,197), X(136,199), X(138,201), X(140,203),
+ X(142,205), X(144,207), X(146,209), X(148,211), X(150,213), X(152,215),
+ X(154,217), X(156,219), X(158,221), X(160,223), X(162,225), X(164,227),
+ X(166,229), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107),
+ X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121),
+ X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(132,163), X(134,165), X(136,167), X(138,169), X(140,171),
+ X(142,173), X(144,175), X(146,177), X(148,179), X(150,181), X(152,183),
+ X(154,185), X(156,187), X(158,189), X(160,191), X(162,193), X(164,195),
+ X(166,197), X(168,199), X(170,201), X(172,203), X(174,205), X(176,207),
+ X(178,209), X(180,211), X(182,213), X(184,215), X(186,217), X(188,219),
+ X(190,221), X(192,223), X(194,225), X(196,227), X(198,229), X(2,17), X(4,19),
+ X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35),
+ X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51),
+ X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67),
+ X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83),
+ X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(178,193), X(180,195), X(182,197),
+ X(184,199), X(186,201), X(188,203), X(190,205), X(192,207), X(194,209),
+ X(196,211), X(198,213), X(200,215), X(202,217), X(204,219), X(206,221),
+ X(208,223), X(210,225), X(212,227), X(214,229), X(2,9), X(4,11), X(6,13),
+ X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29),
+ X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45),
+ X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61),
+ X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77),
+ X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93),
+ X(88,95), X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107),
+ X(102,109), X(104,111), X(106,113), X(108,115), X(110,117), X(112,119),
+ X(114,121), X(116,123), X(118,125), X(120,127), X(122,129), X(124,131),
+ X(126,133), X(128,135), X(130,137), X(132,139), X(134,141), X(136,143),
+ X(138,145), X(140,147), X(142,149), X(144,151), X(146,153), X(148,155),
+ X(150,157), X(152,159), X(154,161), X(156,163), X(158,165), X(160,167),
+ X(162,169), X(164,171), X(166,173), X(168,175), X(170,177), X(172,179),
+ X(174,181), X(176,183), X(178,185), X(180,187), X(182,189), X(184,191),
+ X(186,193), X(188,195), X(190,197), X(192,199), X(194,201), X(196,203),
+ X(198,205), X(200,207), X(202,209), X(204,211), X(206,213), X(208,215),
+ X(210,217), X(212,219), X(214,221), X(216,223), X(218,225), X(220,227),
+ X(222,229), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17),
+ X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33),
+ X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49),
+ X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65),
+ X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81),
+ X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97),
+ X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(154,157),
+ X(156,159), X(158,161), X(160,163), X(162,165), X(164,167), X(166,169),
+ X(168,171), X(170,173), X(172,175), X(174,177), X(176,179), X(178,181),
+ X(180,183), X(182,185), X(184,187), X(186,189), X(188,191), X(190,193),
+ X(192,195), X(194,197), X(196,199), X(198,201), X(200,203), X(202,205),
+ X(204,207), X(206,209), X(208,211), X(210,213), X(212,215), X(214,217),
+ X(216,219), X(218,221), X(220,223), X(222,225), X(224,227), X(226,229), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229)
+};
+S(232) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232), X(1,65),
+ X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73),
+ X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81),
+ X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89),
+ X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97),
+ X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103), X(40,104),
+ X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110), X(47,111),
+ X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117), X(54,118),
+ X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124), X(61,125),
+ X(62,126), X(63,127), X(64,128), X(129,193), X(130,194), X(131,195),
+ X(132,196), X(133,197), X(134,198), X(135,199), X(136,200), X(137,201),
+ X(138,202), X(139,203), X(140,204), X(141,205), X(142,206), X(143,207),
+ X(144,208), X(145,209), X(146,210), X(147,211), X(148,212), X(149,213),
+ X(150,214), X(151,215), X(152,216), X(153,217), X(154,218), X(155,219),
+ X(156,220), X(157,221), X(158,222), X(159,223), X(160,224), X(161,225),
+ X(162,226), X(163,227), X(164,228), X(165,229), X(166,230), X(167,231),
+ X(168,232), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134),
+ X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141),
+ X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148),
+ X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155),
+ X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162),
+ X(99,163), X(100,164), X(101,165), X(102,166), X(103,167), X(104,168),
+ X(105,169), X(106,170), X(107,171), X(108,172), X(109,173), X(110,174),
+ X(111,175), X(112,176), X(113,177), X(114,178), X(115,179), X(116,180),
+ X(117,181), X(118,182), X(119,183), X(120,184), X(121,185), X(122,186),
+ X(123,187), X(124,188), X(125,189), X(126,190), X(127,191), X(128,192),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117),
+ X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124),
+ X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162), X(131,163),
+ X(132,164), X(133,165), X(134,166), X(135,167), X(136,168), X(137,169),
+ X(138,170), X(139,171), X(140,172), X(141,173), X(142,174), X(143,175),
+ X(144,176), X(145,177), X(146,178), X(147,179), X(148,180), X(149,181),
+ X(150,182), X(151,183), X(152,184), X(153,185), X(154,186), X(155,187),
+ X(156,188), X(157,189), X(158,190), X(159,191), X(160,192), X(193,225),
+ X(194,226), X(195,227), X(196,228), X(197,229), X(198,230), X(199,231),
+ X(200,232), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
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+ X(166,229), X(168,231), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119),
+ X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133),
+ X(104,135), X(106,137), X(108,139), X(110,141), X(112,143), X(114,145),
+ X(116,147), X(118,149), X(120,151), X(122,153), X(124,155), X(126,157),
+ X(128,159), X(130,161), X(132,163), X(134,165), X(136,167), X(138,169),
+ X(140,171), X(142,173), X(144,175), X(146,177), X(148,179), X(150,181),
+ X(152,183), X(154,185), X(156,187), X(158,189), X(160,191), X(162,193),
+ X(164,195), X(166,197), X(168,199), X(170,201), X(172,203), X(174,205),
+ X(176,207), X(178,209), X(180,211), X(182,213), X(184,215), X(186,217),
+ X(188,219), X(190,221), X(192,223), X(194,225), X(196,227), X(198,229),
+ X(200,231), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(176,191),
+ X(178,193), X(180,195), X(182,197), X(184,199), X(186,201), X(188,203),
+ X(190,205), X(192,207), X(194,209), X(196,211), X(198,213), X(200,215),
+ X(202,217), X(204,219), X(206,221), X(208,223), X(210,225), X(212,227),
+ X(214,229), X(216,231), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159),
+ X(154,161), X(156,163), X(158,165), X(160,167), X(162,169), X(164,171),
+ X(166,173), X(168,175), X(170,177), X(172,179), X(174,181), X(176,183),
+ X(178,185), X(180,187), X(182,189), X(184,191), X(186,193), X(188,195),
+ X(190,197), X(192,199), X(194,201), X(196,203), X(198,205), X(200,207),
+ X(202,209), X(204,211), X(206,213), X(208,215), X(210,217), X(212,219),
+ X(214,221), X(216,223), X(218,225), X(220,227), X(222,229), X(224,231), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171),
+ X(170,173), X(172,175), X(174,177), X(176,179), X(178,181), X(180,183),
+ X(182,185), X(184,187), X(186,189), X(188,191), X(190,193), X(192,195),
+ X(194,197), X(196,199), X(198,201), X(200,203), X(202,205), X(204,207),
+ X(206,209), X(208,211), X(210,213), X(212,215), X(214,217), X(216,219),
+ X(218,221), X(220,223), X(222,225), X(224,227), X(226,229), X(228,231), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231)
+};
+S(234) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(129,193),
+ X(130,194), X(131,195), X(132,196), X(133,197), X(134,198), X(135,199),
+ X(136,200), X(137,201), X(138,202), X(139,203), X(140,204), X(141,205),
+ X(142,206), X(143,207), X(144,208), X(145,209), X(146,210), X(147,211),
+ X(148,212), X(149,213), X(150,214), X(151,215), X(152,216), X(153,217),
+ X(154,218), X(155,219), X(156,220), X(157,221), X(158,222), X(159,223),
+ X(160,224), X(161,225), X(162,226), X(163,227), X(164,228), X(165,229),
+ X(166,230), X(167,231), X(168,232), X(169,233), X(170,234), X(65,129),
+ X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136),
+ X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143),
+ X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150),
+ X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157),
+ X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164),
+ X(101,165), X(102,166), X(103,167), X(104,168), X(105,169), X(106,170),
+ X(107,171), X(108,172), X(109,173), X(110,174), X(111,175), X(112,176),
+ X(113,177), X(114,178), X(115,179), X(116,180), X(117,181), X(118,182),
+ X(119,183), X(120,184), X(121,185), X(122,186), X(123,187), X(124,188),
+ X(125,189), X(126,190), X(127,191), X(128,192), X(1,33), X(2,34), X(3,35),
+ X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43),
+ X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51),
+ X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59),
+ X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(151,183),
+ X(152,184), X(153,185), X(154,186), X(155,187), X(156,188), X(157,189),
+ X(158,190), X(159,191), X(160,192), X(193,225), X(194,226), X(195,227),
+ X(196,228), X(197,229), X(198,230), X(199,231), X(200,232), X(201,233),
+ X(202,234), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(165,197), X(166,198), X(167,199), X(168,200), X(169,201), X(170,202),
+ X(171,203), X(172,204), X(173,205), X(174,206), X(175,207), X(176,208),
+ X(177,209), X(178,210), X(179,211), X(180,212), X(181,213), X(182,214),
+ X(183,215), X(184,216), X(185,217), X(186,218), X(187,219), X(188,220),
+ X(189,221), X(190,222), X(191,223), X(192,224), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(193,209), X(194,210),
+ X(195,211), X(196,212), X(197,213), X(198,214), X(199,215), X(200,216),
+ X(201,217), X(202,218), X(203,219), X(204,220), X(205,221), X(206,222),
+ X(207,223), X(208,224), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133),
+ X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140),
+ X(29,141), X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163),
+ X(52,164), X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170),
+ X(59,171), X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(81,193),
+ X(82,194), X(83,195), X(84,196), X(85,197), X(86,198), X(87,199), X(88,200),
+ X(89,201), X(90,202), X(91,203), X(92,204), X(93,205), X(94,206), X(95,207),
+ X(96,208), X(113,225), X(114,226), X(115,227), X(116,228), X(117,229),
+ X(118,230), X(119,231), X(120,232), X(121,233), X(122,234), X(17,65), X(18,66),
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+ X(170,177), X(172,179), X(174,181), X(176,183), X(178,185), X(180,187),
+ X(182,189), X(184,191), X(186,193), X(188,195), X(190,197), X(192,199),
+ X(194,201), X(196,203), X(198,205), X(200,207), X(202,209), X(204,211),
+ X(206,213), X(208,215), X(210,217), X(212,219), X(214,221), X(216,223),
+ X(218,225), X(220,227), X(222,229), X(224,231), X(226,233), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149),
+ X(148,151), X(150,153), X(152,155), X(154,157), X(156,159), X(158,161),
+ X(160,163), X(162,165), X(164,167), X(166,169), X(168,171), X(170,173),
+ X(172,175), X(174,177), X(176,179), X(178,181), X(180,183), X(182,185),
+ X(184,187), X(186,189), X(188,191), X(190,193), X(192,195), X(194,197),
+ X(196,199), X(198,201), X(200,203), X(202,205), X(204,207), X(206,209),
+ X(208,211), X(210,213), X(212,215), X(214,217), X(216,219), X(218,221),
+ X(220,223), X(222,225), X(224,227), X(226,229), X(228,231), X(230,233), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231),
+ X(232,233)
+};
+S(236) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(107,235), X(108,236), X(1,65), X(2,66), X(3,67),
+ X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75),
+ X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83),
+ X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91),
+ X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(129,193), X(130,194), X(131,195), X(132,196), X(133,197),
+ X(134,198), X(135,199), X(136,200), X(137,201), X(138,202), X(139,203),
+ X(140,204), X(141,205), X(142,206), X(143,207), X(144,208), X(145,209),
+ X(146,210), X(147,211), X(148,212), X(149,213), X(150,214), X(151,215),
+ X(152,216), X(153,217), X(154,218), X(155,219), X(156,220), X(157,221),
+ X(158,222), X(159,223), X(160,224), X(161,225), X(162,226), X(163,227),
+ X(164,228), X(165,229), X(166,230), X(167,231), X(168,232), X(169,233),
+ X(170,234), X(171,235), X(172,236), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153),
+ X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160),
+ X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(107,171), X(108,172),
+ X(109,173), X(110,174), X(111,175), X(112,176), X(113,177), X(114,178),
+ X(115,179), X(116,180), X(117,181), X(118,182), X(119,183), X(120,184),
+ X(121,185), X(122,186), X(123,187), X(124,188), X(125,189), X(126,190),
+ X(127,191), X(128,192), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161),
+ X(130,162), X(131,163), X(132,164), X(133,165), X(134,166), X(135,167),
+ X(136,168), X(137,169), X(138,170), X(139,171), X(140,172), X(141,173),
+ X(142,174), X(143,175), X(144,176), X(145,177), X(146,178), X(147,179),
+ X(148,180), X(149,181), X(150,182), X(151,183), X(152,184), X(153,185),
+ X(154,186), X(155,187), X(156,188), X(157,189), X(158,190), X(159,191),
+ X(160,192), X(193,225), X(194,226), X(195,227), X(196,228), X(197,229),
+ X(198,230), X(199,231), X(200,232), X(201,233), X(202,234), X(203,235),
+ X(204,236), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(165,197), X(166,198), X(167,199), X(168,200), X(169,201), X(170,202),
+ X(171,203), X(172,204), X(173,205), X(174,206), X(175,207), X(176,208),
+ X(177,209), X(178,210), X(179,211), X(180,212), X(181,213), X(182,214),
+ X(183,215), X(184,216), X(185,217), X(186,218), X(187,219), X(188,220),
+ X(189,221), X(190,222), X(191,223), X(192,224), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(193,209), X(194,210),
+ X(195,211), X(196,212), X(197,213), X(198,214), X(199,215), X(200,216),
+ X(201,217), X(202,218), X(203,219), X(204,220), X(205,221), X(206,222),
+ X(207,223), X(208,224), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133),
+ X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140),
+ X(29,141), X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163),
+ X(52,164), X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170),
+ X(59,171), X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(81,193),
+ X(82,194), X(83,195), X(84,196), X(85,197), X(86,198), X(87,199), X(88,200),
+ X(89,201), X(90,202), X(91,203), X(92,204), X(93,205), X(94,206), X(95,207),
+ X(96,208), X(113,225), X(114,226), X(115,227), X(116,228), X(117,229),
+ X(118,230), X(119,231), X(120,232), X(121,233), X(122,234), X(123,235),
+ X(124,236), X(17,65), X(18,66), X(19,67), X(20,68), X(21,69), X(22,70),
+ X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76), X(29,77), X(30,78),
+ X(31,79), X(32,80), X(49,97), X(50,98), X(51,99), X(52,100), X(53,101),
+ X(54,102), X(55,103), X(56,104), X(57,105), X(58,106), X(59,107), X(60,108),
+ X(61,109), X(62,110), X(63,111), X(64,112), X(81,129), X(82,130), X(83,131),
+ X(84,132), X(85,133), X(86,134), X(87,135), X(88,136), X(89,137), X(90,138),
+ X(91,139), X(92,140), X(93,141), X(94,142), X(95,143), X(96,144), X(113,161),
+ X(114,162), X(115,163), X(116,164), X(117,165), X(118,166), X(119,167),
+ X(120,168), X(121,169), X(122,170), X(123,171), X(124,172), X(125,173),
+ X(126,174), X(127,175), X(128,176), X(145,193), X(146,194), X(147,195),
+ X(148,196), X(149,197), X(150,198), X(151,199), X(152,200), X(153,201),
+ X(154,202), X(155,203), X(156,204), X(157,205), X(158,206), X(159,207),
+ X(160,208), X(177,225), X(178,226), X(179,227), X(180,228), X(181,229),
+ X(182,230), X(183,231), X(184,232), X(185,233), X(186,234), X(187,235),
+ X(188,236), X(17,33), X(18,34), X(19,35), X(20,36), X(21,37), X(22,38),
+ X(23,39), X(24,40), X(25,41), X(26,42), X(27,43), X(28,44), X(29,45), X(30,46),
+ X(31,47), X(32,48), X(49,65), X(50,66), X(51,67), X(52,68), X(53,69), X(54,70),
+ X(55,71), X(56,72), X(57,73), X(58,74), X(59,75), X(60,76), X(61,77), X(62,78),
+ X(63,79), X(64,80), X(81,97), X(82,98), X(83,99), X(84,100), X(85,101),
+ X(86,102), X(87,103), X(88,104), X(89,105), X(90,106), X(91,107), X(92,108),
+ X(93,109), X(94,110), X(95,111), X(96,112), X(113,129), X(114,130), X(115,131),
+ X(116,132), X(117,133), X(118,134), X(119,135), X(120,136), X(121,137),
+ X(122,138), X(123,139), X(124,140), X(125,141), X(126,142), X(127,143),
+ X(128,144), X(145,161), X(146,162), X(147,163), X(148,164), X(149,165),
+ X(150,166), X(151,167), X(152,168), X(153,169), X(154,170), X(155,171),
+ X(156,172), X(157,173), X(158,174), X(159,175), X(160,176), X(177,193),
+ X(178,194), X(179,195), X(180,196), X(181,197), X(182,198), X(183,199),
+ X(184,200), X(185,201), X(186,202), X(187,203), X(188,204), X(189,205),
+ X(190,206), X(191,207), X(192,208), X(209,225), X(210,226), X(211,227),
+ X(212,228), X(213,229), X(214,230), X(215,231), X(216,232), X(217,233),
+ X(218,234), X(219,235), X(220,236), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13),
+ X(6,14), X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29),
+ X(22,30), X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45),
+ X(38,46), X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61),
+ X(54,62), X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77),
+ X(70,78), X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93),
+ X(86,94), X(87,95), X(88,96), X(97,105), X(98,106), X(99,107), X(100,108),
+ X(101,109), X(102,110), X(103,111), X(104,112), X(113,121), X(114,122),
+ X(115,123), X(116,124), X(117,125), X(118,126), X(119,127), X(120,128),
+ X(129,137), X(130,138), X(131,139), X(132,140), X(133,141), X(134,142),
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+ X(24,54), X(27,57), X(28,58), X(31,61), X(32,62), X(35,65), X(36,66), X(39,69),
+ X(40,70), X(43,73), X(44,74), X(47,77), X(48,78), X(51,81), X(52,82), X(55,85),
+ X(56,86), X(59,89), X(60,90), X(63,93), X(64,94), X(67,97), X(68,98),
+ X(71,101), X(72,102), X(75,105), X(76,106), X(79,109), X(80,110), X(83,113),
+ X(84,114), X(87,117), X(88,118), X(91,121), X(92,122), X(95,125), X(96,126),
+ X(99,129), X(100,130), X(103,133), X(104,134), X(107,137), X(108,138),
+ X(111,141), X(112,142), X(115,145), X(116,146), X(119,149), X(120,150),
+ X(123,153), X(124,154), X(127,157), X(128,158), X(131,161), X(132,162),
+ X(135,165), X(136,166), X(139,169), X(140,170), X(143,173), X(144,174),
+ X(147,177), X(148,178), X(151,181), X(152,182), X(155,185), X(156,186),
+ X(159,189), X(160,190), X(163,193), X(164,194), X(167,197), X(168,198),
+ X(171,201), X(172,202), X(175,205), X(176,206), X(179,209), X(180,210),
+ X(183,213), X(184,214), X(187,217), X(188,218), X(191,221), X(192,222),
+ X(195,225), X(196,226), X(199,229), X(200,230), X(203,233), X(204,234),
+ X(3,17), X(4,18), X(7,21), X(8,22), X(11,25), X(12,26), X(15,29), X(16,30),
+ X(19,33), X(20,34), X(23,37), X(24,38), X(27,41), X(28,42), X(31,45), X(32,46),
+ X(35,49), X(36,50), X(39,53), X(40,54), X(43,57), X(44,58), X(47,61), X(48,62),
+ X(51,65), X(52,66), X(55,69), X(56,70), X(59,73), X(60,74), X(63,77), X(64,78),
+ X(67,81), X(68,82), X(71,85), X(72,86), X(75,89), X(76,90), X(79,93), X(80,94),
+ X(83,97), X(84,98), X(87,101), X(88,102), X(91,105), X(92,106), X(95,109),
+ X(96,110), X(99,113), X(100,114), X(103,117), X(104,118), X(107,121),
+ X(108,122), X(111,125), X(112,126), X(115,129), X(116,130), X(119,133),
+ X(120,134), X(123,137), X(124,138), X(127,141), X(128,142), X(131,145),
+ X(132,146), X(135,149), X(136,150), X(139,153), X(140,154), X(143,157),
+ X(144,158), X(147,161), X(148,162), X(151,165), X(152,166), X(155,169),
+ X(156,170), X(159,173), X(160,174), X(163,177), X(164,178), X(167,181),
+ X(168,182), X(171,185), X(172,186), X(175,189), X(176,190), X(179,193),
+ X(180,194), X(183,197), X(184,198), X(187,201), X(188,202), X(191,205),
+ X(192,206), X(195,209), X(196,210), X(199,213), X(200,214), X(203,217),
+ X(204,218), X(207,221), X(208,222), X(211,225), X(212,226), X(215,229),
+ X(216,230), X(219,233), X(220,234), X(3,9), X(4,10), X(7,13), X(8,14),
+ X(11,17), X(12,18), X(15,21), X(16,22), X(19,25), X(20,26), X(23,29), X(24,30),
+ X(27,33), X(28,34), X(31,37), X(32,38), X(35,41), X(36,42), X(39,45), X(40,46),
+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78),
+ X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94),
+ X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106), X(103,109),
+ X(104,110), X(107,113), X(108,114), X(111,117), X(112,118), X(115,121),
+ X(116,122), X(119,125), X(120,126), X(123,129), X(124,130), X(127,133),
+ X(128,134), X(131,137), X(132,138), X(135,141), X(136,142), X(139,145),
+ X(140,146), X(143,149), X(144,150), X(147,153), X(148,154), X(151,157),
+ X(152,158), X(155,161), X(156,162), X(159,165), X(160,166), X(163,169),
+ X(164,170), X(167,173), X(168,174), X(171,177), X(172,178), X(175,181),
+ X(176,182), X(179,185), X(180,186), X(183,189), X(184,190), X(187,193),
+ X(188,194), X(191,197), X(192,198), X(195,201), X(196,202), X(199,205),
+ X(200,206), X(203,209), X(204,210), X(207,213), X(208,214), X(211,217),
+ X(212,218), X(215,221), X(216,222), X(219,225), X(220,226), X(223,229),
+ X(224,230), X(227,233), X(228,234), X(3,5), X(4,6), X(7,9), X(8,10), X(11,13),
+ X(12,14), X(15,17), X(16,18), X(19,21), X(20,22), X(23,25), X(24,26), X(27,29),
+ X(28,30), X(31,33), X(32,34), X(35,37), X(36,38), X(39,41), X(40,42), X(43,45),
+ X(44,46), X(47,49), X(48,50), X(51,53), X(52,54), X(55,57), X(56,58), X(59,61),
+ X(60,62), X(63,65), X(64,66), X(67,69), X(68,70), X(71,73), X(72,74), X(75,77),
+ X(76,78), X(79,81), X(80,82), X(83,85), X(84,86), X(87,89), X(88,90), X(91,93),
+ X(92,94), X(95,97), X(96,98), X(99,101), X(100,102), X(103,105), X(104,106),
+ X(107,109), X(108,110), X(111,113), X(112,114), X(115,117), X(116,118),
+ X(119,121), X(120,122), X(123,125), X(124,126), X(127,129), X(128,130),
+ X(131,133), X(132,134), X(135,137), X(136,138), X(139,141), X(140,142),
+ X(143,145), X(144,146), X(147,149), X(148,150), X(151,153), X(152,154),
+ X(155,157), X(156,158), X(159,161), X(160,162), X(163,165), X(164,166),
+ X(167,169), X(168,170), X(171,173), X(172,174), X(175,177), X(176,178),
+ X(179,181), X(180,182), X(183,185), X(184,186), X(187,189), X(188,190),
+ X(191,193), X(192,194), X(195,197), X(196,198), X(199,201), X(200,202),
+ X(203,205), X(204,206), X(207,209), X(208,210), X(211,213), X(212,214),
+ X(215,217), X(216,218), X(219,221), X(220,222), X(223,225), X(224,226),
+ X(227,229), X(228,230), X(231,233), X(232,234), X(1,2), X(3,4), X(5,6), X(7,8),
+ X(9,10), X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24),
+ X(25,26), X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40),
+ X(41,42), X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56),
+ X(57,58), X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72),
+ X(73,74), X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88),
+ X(89,90), X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102),
+ X(103,104), X(105,106), X(107,108), X(109,110), X(111,112), X(113,114),
+ X(115,116), X(117,118), X(119,120), X(121,122), X(123,124), X(125,126),
+ X(127,128), X(129,130), X(131,132), X(133,134), X(135,136), X(137,138),
+ X(139,140), X(141,142), X(143,144), X(145,146), X(147,148), X(149,150),
+ X(151,152), X(153,154), X(155,156), X(157,158), X(159,160), X(161,162),
+ X(163,164), X(165,166), X(167,168), X(169,170), X(171,172), X(173,174),
+ X(175,176), X(177,178), X(179,180), X(181,182), X(183,184), X(185,186),
+ X(187,188), X(189,190), X(191,192), X(193,194), X(195,196), X(197,198),
+ X(199,200), X(201,202), X(203,204), X(205,206), X(207,208), X(209,210),
+ X(211,212), X(213,214), X(215,216), X(217,218), X(219,220), X(221,222),
+ X(223,224), X(225,226), X(227,228), X(229,230), X(231,232), X(233,234),
+ X(235,236), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137), X(12,139),
+ X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151), X(26,153),
+ X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165), X(40,167),
+ X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179), X(54,181),
+ X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193), X(68,195),
+ X(70,197), X(72,199), X(74,201), X(76,203), X(78,205), X(80,207), X(82,209),
+ X(84,211), X(86,213), X(88,215), X(90,217), X(92,219), X(94,221), X(96,223),
+ X(98,225), X(100,227), X(102,229), X(104,231), X(106,233), X(108,235), X(2,65),
+ X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77), X(16,79), X(18,81),
+ X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93), X(32,95), X(34,97),
+ X(36,99), X(38,101), X(40,103), X(42,105), X(44,107), X(46,109), X(48,111),
+ X(50,113), X(52,115), X(54,117), X(56,119), X(58,121), X(60,123), X(62,125),
+ X(64,127), X(66,129), X(68,131), X(70,133), X(72,135), X(74,137), X(76,139),
+ X(78,141), X(80,143), X(82,145), X(84,147), X(86,149), X(88,151), X(90,153),
+ X(92,155), X(94,157), X(96,159), X(98,161), X(100,163), X(102,165), X(104,167),
+ X(106,169), X(108,171), X(110,173), X(112,175), X(114,177), X(116,179),
+ X(118,181), X(120,183), X(122,185), X(124,187), X(126,189), X(128,191),
+ X(130,193), X(132,195), X(134,197), X(136,199), X(138,201), X(140,203),
+ X(142,205), X(144,207), X(146,209), X(148,211), X(150,213), X(152,215),
+ X(154,217), X(156,219), X(158,221), X(160,223), X(162,225), X(164,227),
+ X(166,229), X(168,231), X(170,233), X(172,235), X(2,33), X(4,35), X(6,37),
+ X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53),
+ X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69),
+ X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85),
+ X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99),
+ X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113),
+ X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127),
+ X(98,129), X(100,131), X(102,133), X(104,135), X(106,137), X(108,139),
+ X(110,141), X(112,143), X(114,145), X(116,147), X(118,149), X(120,151),
+ X(122,153), X(124,155), X(126,157), X(128,159), X(130,161), X(132,163),
+ X(134,165), X(136,167), X(138,169), X(140,171), X(142,173), X(144,175),
+ X(146,177), X(148,179), X(150,181), X(152,183), X(154,185), X(156,187),
+ X(158,189), X(160,191), X(162,193), X(164,195), X(166,197), X(168,199),
+ X(170,201), X(172,203), X(174,205), X(176,207), X(178,209), X(180,211),
+ X(182,213), X(184,215), X(186,217), X(188,219), X(190,221), X(192,223),
+ X(194,225), X(196,227), X(198,229), X(200,231), X(202,233), X(204,235),
+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63),
+ X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79),
+ X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95),
+ X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107), X(94,109),
+ X(96,111), X(98,113), X(100,115), X(102,117), X(104,119), X(106,121),
+ X(108,123), X(110,125), X(112,127), X(114,129), X(116,131), X(118,133),
+ X(120,135), X(122,137), X(124,139), X(126,141), X(128,143), X(130,145),
+ X(132,147), X(134,149), X(136,151), X(138,153), X(140,155), X(142,157),
+ X(144,159), X(146,161), X(148,163), X(150,165), X(152,167), X(154,169),
+ X(156,171), X(158,173), X(160,175), X(162,177), X(164,179), X(166,181),
+ X(168,183), X(170,185), X(172,187), X(174,189), X(176,191), X(178,193),
+ X(180,195), X(182,197), X(184,199), X(186,201), X(188,203), X(190,205),
+ X(192,207), X(194,209), X(196,211), X(198,213), X(200,215), X(202,217),
+ X(204,219), X(206,221), X(208,223), X(210,225), X(212,227), X(214,229),
+ X(216,231), X(218,233), X(220,235), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(156,163), X(158,165), X(160,167), X(162,169),
+ X(164,171), X(166,173), X(168,175), X(170,177), X(172,179), X(174,181),
+ X(176,183), X(178,185), X(180,187), X(182,189), X(184,191), X(186,193),
+ X(188,195), X(190,197), X(192,199), X(194,201), X(196,203), X(198,205),
+ X(200,207), X(202,209), X(204,211), X(206,213), X(208,215), X(210,217),
+ X(212,219), X(214,221), X(216,223), X(218,225), X(220,227), X(222,229),
+ X(224,231), X(226,233), X(228,235), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(128,131),
+ X(130,133), X(132,135), X(134,137), X(136,139), X(138,141), X(140,143),
+ X(142,145), X(144,147), X(146,149), X(148,151), X(150,153), X(152,155),
+ X(154,157), X(156,159), X(158,161), X(160,163), X(162,165), X(164,167),
+ X(166,169), X(168,171), X(170,173), X(172,175), X(174,177), X(176,179),
+ X(178,181), X(180,183), X(182,185), X(184,187), X(186,189), X(188,191),
+ X(190,193), X(192,195), X(194,197), X(196,199), X(198,201), X(200,203),
+ X(202,205), X(204,207), X(206,209), X(208,211), X(210,213), X(212,215),
+ X(214,217), X(216,219), X(218,221), X(220,223), X(222,225), X(224,227),
+ X(226,229), X(228,231), X(230,233), X(232,235), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(158,159), X(160,161), X(162,163),
+ X(164,165), X(166,167), X(168,169), X(170,171), X(172,173), X(174,175),
+ X(176,177), X(178,179), X(180,181), X(182,183), X(184,185), X(186,187),
+ X(188,189), X(190,191), X(192,193), X(194,195), X(196,197), X(198,199),
+ X(200,201), X(202,203), X(204,205), X(206,207), X(208,209), X(210,211),
+ X(212,213), X(214,215), X(216,217), X(218,219), X(220,221), X(222,223),
+ X(224,225), X(226,227), X(228,229), X(230,231), X(232,233), X(234,235)
+};
+S(238) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(107,235), X(108,236), X(109,237), X(110,238),
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(63,127), X(64,128), X(129,193), X(130,194), X(131,195),
+ X(132,196), X(133,197), X(134,198), X(135,199), X(136,200), X(137,201),
+ X(138,202), X(139,203), X(140,204), X(141,205), X(142,206), X(143,207),
+ X(144,208), X(145,209), X(146,210), X(147,211), X(148,212), X(149,213),
+ X(150,214), X(151,215), X(152,216), X(153,217), X(154,218), X(155,219),
+ X(156,220), X(157,221), X(158,222), X(159,223), X(160,224), X(161,225),
+ X(162,226), X(163,227), X(164,228), X(165,229), X(166,230), X(167,231),
+ X(168,232), X(169,233), X(170,234), X(171,235), X(172,236), X(173,237),
+ X(174,238), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134),
+ X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141),
+ X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148),
+ X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155),
+ X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162),
+ X(99,163), X(100,164), X(101,165), X(102,166), X(103,167), X(104,168),
+ X(105,169), X(106,170), X(107,171), X(108,172), X(109,173), X(110,174),
+ X(111,175), X(112,176), X(113,177), X(114,178), X(115,179), X(116,180),
+ X(117,181), X(118,182), X(119,183), X(120,184), X(121,185), X(122,186),
+ X(123,187), X(124,188), X(125,189), X(126,190), X(127,191), X(128,192),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117),
+ X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124),
+ X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162), X(131,163),
+ X(132,164), X(133,165), X(134,166), X(135,167), X(136,168), X(137,169),
+ X(138,170), X(139,171), X(140,172), X(141,173), X(142,174), X(143,175),
+ X(144,176), X(145,177), X(146,178), X(147,179), X(148,180), X(149,181),
+ X(150,182), X(151,183), X(152,184), X(153,185), X(154,186), X(155,187),
+ X(156,188), X(157,189), X(158,190), X(159,191), X(160,192), X(193,225),
+ X(194,226), X(195,227), X(196,228), X(197,229), X(198,230), X(199,231),
+ X(200,232), X(201,233), X(202,234), X(203,235), X(204,236), X(205,237),
+ X(206,238), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(165,197), X(166,198), X(167,199), X(168,200), X(169,201), X(170,202),
+ X(171,203), X(172,204), X(173,205), X(174,206), X(175,207), X(176,208),
+ X(177,209), X(178,210), X(179,211), X(180,212), X(181,213), X(182,214),
+ X(183,215), X(184,216), X(185,217), X(186,218), X(187,219), X(188,220),
+ X(189,221), X(190,222), X(191,223), X(192,224), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(193,209), X(194,210),
+ X(195,211), X(196,212), X(197,213), X(198,214), X(199,215), X(200,216),
+ X(201,217), X(202,218), X(203,219), X(204,220), X(205,221), X(206,222),
+ X(207,223), X(208,224), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133),
+ X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140),
+ X(29,141), X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163),
+ X(52,164), X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170),
+ X(59,171), X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(81,193),
+ X(82,194), X(83,195), X(84,196), X(85,197), X(86,198), X(87,199), X(88,200),
+ X(89,201), X(90,202), X(91,203), X(92,204), X(93,205), X(94,206), X(95,207),
+ X(96,208), X(113,225), X(114,226), X(115,227), X(116,228), X(117,229),
+ X(118,230), X(119,231), X(120,232), X(121,233), X(122,234), X(123,235),
+ X(124,236), X(125,237), X(126,238), X(17,65), X(18,66), X(19,67), X(20,68),
+ X(21,69), X(22,70), X(23,71), X(24,72), X(25,73), X(26,74), X(27,75), X(28,76),
+ X(29,77), X(30,78), X(31,79), X(32,80), X(49,97), X(50,98), X(51,99),
+ X(52,100), X(53,101), X(54,102), X(55,103), X(56,104), X(57,105), X(58,106),
+ X(59,107), X(60,108), X(61,109), X(62,110), X(63,111), X(64,112), X(81,129),
+ X(82,130), X(83,131), X(84,132), X(85,133), X(86,134), X(87,135), X(88,136),
+ X(89,137), X(90,138), X(91,139), X(92,140), X(93,141), X(94,142), X(95,143),
+ X(96,144), X(113,161), X(114,162), X(115,163), X(116,164), X(117,165),
+ X(118,166), X(119,167), X(120,168), X(121,169), X(122,170), X(123,171),
+ X(124,172), X(125,173), X(126,174), X(127,175), X(128,176), X(145,193),
+ X(146,194), X(147,195), X(148,196), X(149,197), X(150,198), X(151,199),
+ X(152,200), X(153,201), X(154,202), X(155,203), X(156,204), X(157,205),
+ X(158,206), X(159,207), X(160,208), X(177,225), X(178,226), X(179,227),
+ X(180,228), X(181,229), X(182,230), X(183,231), X(184,232), X(185,233),
+ X(186,234), X(187,235), X(188,236), X(189,237), X(190,238), X(17,33), X(18,34),
+ X(19,35), X(20,36), X(21,37), X(22,38), X(23,39), X(24,40), X(25,41), X(26,42),
+ X(27,43), X(28,44), X(29,45), X(30,46), X(31,47), X(32,48), X(49,65), X(50,66),
+ X(51,67), X(52,68), X(53,69), X(54,70), X(55,71), X(56,72), X(57,73), X(58,74),
+ X(59,75), X(60,76), X(61,77), X(62,78), X(63,79), X(64,80), X(81,97), X(82,98),
+ X(83,99), X(84,100), X(85,101), X(86,102), X(87,103), X(88,104), X(89,105),
+ X(90,106), X(91,107), X(92,108), X(93,109), X(94,110), X(95,111), X(96,112),
+ X(113,129), X(114,130), X(115,131), X(116,132), X(117,133), X(118,134),
+ X(119,135), X(120,136), X(121,137), X(122,138), X(123,139), X(124,140),
+ X(125,141), X(126,142), X(127,143), X(128,144), X(145,161), X(146,162),
+ X(147,163), X(148,164), X(149,165), X(150,166), X(151,167), X(152,168),
+ X(153,169), X(154,170), X(155,171), X(156,172), X(157,173), X(158,174),
+ X(159,175), X(160,176), X(177,193), X(178,194), X(179,195), X(180,196),
+ X(181,197), X(182,198), X(183,199), X(184,200), X(185,201), X(186,202),
+ X(187,203), X(188,204), X(189,205), X(190,206), X(191,207), X(192,208),
+ X(209,225), X(210,226), X(211,227), X(212,228), X(213,229), X(214,230),
+ X(215,231), X(216,232), X(217,233), X(218,234), X(219,235), X(220,236),
+ X(221,237), X(222,238), X(1,9), X(2,10), X(3,11), X(4,12), X(5,13), X(6,14),
+ X(7,15), X(8,16), X(17,25), X(18,26), X(19,27), X(20,28), X(21,29), X(22,30),
+ X(23,31), X(24,32), X(33,41), X(34,42), X(35,43), X(36,44), X(37,45), X(38,46),
+ X(39,47), X(40,48), X(49,57), X(50,58), X(51,59), X(52,60), X(53,61), X(54,62),
+ X(55,63), X(56,64), X(65,73), X(66,74), X(67,75), X(68,76), X(69,77), X(70,78),
+ X(71,79), X(72,80), X(81,89), X(82,90), X(83,91), X(84,92), X(85,93), X(86,94),
+ X(87,95), X(88,96), X(97,105), X(98,106), X(99,107), X(100,108), X(101,109),
+ X(102,110), X(103,111), X(104,112), X(113,121), X(114,122), X(115,123),
+ X(116,124), X(117,125), X(118,126), X(119,127), X(120,128), X(129,137),
+ X(130,138), X(131,139), X(132,140), X(133,141), X(134,142), X(135,143),
+ X(136,144), X(145,153), X(146,154), X(147,155), X(148,156), X(149,157),
+ X(150,158), X(151,159), X(152,160), X(161,169), X(162,170), X(163,171),
+ X(164,172), X(165,173), X(166,174), X(167,175), X(168,176), X(177,185),
+ X(178,186), X(179,187), X(180,188), X(181,189), X(182,190), X(183,191),
+ X(184,192), X(193,201), X(194,202), X(195,203), X(196,204), X(197,205),
+ X(198,206), X(199,207), X(200,208), X(209,217), X(210,218), X(211,219),
+ X(212,220), X(213,221), X(214,222), X(215,223), X(216,224), X(225,233),
+ X(226,234), X(227,235), X(228,236), X(229,237), X(230,238), X(9,129),
+ X(10,130), X(11,131), X(12,132), X(13,133), X(14,134), X(15,135), X(16,136),
+ X(25,145), X(26,146), X(27,147), X(28,148), X(29,149), X(30,150), X(31,151),
+ X(32,152), X(41,161), X(42,162), X(43,163), X(44,164), X(45,165), X(46,166),
+ X(47,167), X(48,168), X(57,177), X(58,178), X(59,179), X(60,180), X(61,181),
+ X(62,182), X(63,183), X(64,184), X(73,193), X(74,194), X(75,195), X(76,196),
+ X(77,197), X(78,198), X(79,199), X(80,200), X(89,209), X(90,210), X(91,211),
+ X(92,212), X(93,213), X(94,214), X(95,215), X(96,216), X(105,225), X(106,226),
+ X(107,227), X(108,228), X(109,229), X(110,230), X(111,231), X(112,232),
+ X(9,65), X(10,66), X(11,67), X(12,68), X(13,69), X(14,70), X(15,71), X(16,72),
+ X(25,81), X(26,82), X(27,83), X(28,84), X(29,85), X(30,86), X(31,87), X(32,88),
+ X(41,97), X(42,98), X(43,99), X(44,100), X(45,101), X(46,102), X(47,103),
+ X(48,104), X(57,113), X(58,114), X(59,115), X(60,116), X(61,117), X(62,118),
+ X(63,119), X(64,120), X(73,129), X(74,130), X(75,131), X(76,132), X(77,133),
+ X(78,134), X(79,135), X(80,136), X(89,145), X(90,146), X(91,147), X(92,148),
+ X(93,149), X(94,150), X(95,151), X(96,152), X(105,161), X(106,162), X(107,163),
+ X(108,164), X(109,165), X(110,166), X(111,167), X(112,168), X(121,177),
+ X(122,178), X(123,179), X(124,180), X(125,181), X(126,182), X(127,183),
+ X(128,184), X(137,193), X(138,194), X(139,195), X(140,196), X(141,197),
+ X(142,198), X(143,199), X(144,200), X(153,209), X(154,210), X(155,211),
+ X(156,212), X(157,213), X(158,214), X(159,215), X(160,216), X(169,225),
+ X(170,226), X(171,227), X(172,228), X(173,229), X(174,230), X(175,231),
+ X(176,232), X(9,33), X(10,34), X(11,35), X(12,36), X(13,37), X(14,38),
+ X(15,39), X(16,40), X(25,49), X(26,50), X(27,51), X(28,52), X(29,53), X(30,54),
+ X(31,55), X(32,56), X(41,65), X(42,66), X(43,67), X(44,68), X(45,69), X(46,70),
+ X(47,71), X(48,72), X(57,81), X(58,82), X(59,83), X(60,84), X(61,85), X(62,86),
+ X(63,87), X(64,88), X(73,97), X(74,98), X(75,99), X(76,100), X(77,101),
+ X(78,102), X(79,103), X(80,104), X(89,113), X(90,114), X(91,115), X(92,116),
+ X(93,117), X(94,118), X(95,119), X(96,120), X(105,129), X(106,130), X(107,131),
+ X(108,132), X(109,133), X(110,134), X(111,135), X(112,136), X(121,145),
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+ X(43,49), X(44,50), X(47,53), X(48,54), X(51,57), X(52,58), X(55,61), X(56,62),
+ X(59,65), X(60,66), X(63,69), X(64,70), X(67,73), X(68,74), X(71,77), X(72,78),
+ X(75,81), X(76,82), X(79,85), X(80,86), X(83,89), X(84,90), X(87,93), X(88,94),
+ X(91,97), X(92,98), X(95,101), X(96,102), X(99,105), X(100,106), X(103,109),
+ X(104,110), X(107,113), X(108,114), X(111,117), X(112,118), X(115,121),
+ X(116,122), X(119,125), X(120,126), X(123,129), X(124,130), X(127,133),
+ X(128,134), X(131,137), X(132,138), X(135,141), X(136,142), X(139,145),
+ X(140,146), X(143,149), X(144,150), X(147,153), X(148,154), X(151,157),
+ X(152,158), X(155,161), X(156,162), X(159,165), X(160,166), X(163,169),
+ X(164,170), X(167,173), X(168,174), X(171,177), X(172,178), X(175,181),
+ X(176,182), X(179,185), X(180,186), X(183,189), X(184,190), X(187,193),
+ X(188,194), X(191,197), X(192,198), X(195,201), X(196,202), X(199,205),
+ X(200,206), X(203,209), X(204,210), X(207,213), X(208,214), X(211,217),
+ X(212,218), X(215,221), X(216,222), X(219,225), X(220,226), X(223,229),
+ X(224,230), X(227,233), X(228,234), X(231,237), X(232,238), X(3,5), X(4,6),
+ X(7,9), X(8,10), X(11,13), X(12,14), X(15,17), X(16,18), X(19,21), X(20,22),
+ X(23,25), X(24,26), X(27,29), X(28,30), X(31,33), X(32,34), X(35,37), X(36,38),
+ X(39,41), X(40,42), X(43,45), X(44,46), X(47,49), X(48,50), X(51,53), X(52,54),
+ X(55,57), X(56,58), X(59,61), X(60,62), X(63,65), X(64,66), X(67,69), X(68,70),
+ X(71,73), X(72,74), X(75,77), X(76,78), X(79,81), X(80,82), X(83,85), X(84,86),
+ X(87,89), X(88,90), X(91,93), X(92,94), X(95,97), X(96,98), X(99,101),
+ X(100,102), X(103,105), X(104,106), X(107,109), X(108,110), X(111,113),
+ X(112,114), X(115,117), X(116,118), X(119,121), X(120,122), X(123,125),
+ X(124,126), X(127,129), X(128,130), X(131,133), X(132,134), X(135,137),
+ X(136,138), X(139,141), X(140,142), X(143,145), X(144,146), X(147,149),
+ X(148,150), X(151,153), X(152,154), X(155,157), X(156,158), X(159,161),
+ X(160,162), X(163,165), X(164,166), X(167,169), X(168,170), X(171,173),
+ X(172,174), X(175,177), X(176,178), X(179,181), X(180,182), X(183,185),
+ X(184,186), X(187,189), X(188,190), X(191,193), X(192,194), X(195,197),
+ X(196,198), X(199,201), X(200,202), X(203,205), X(204,206), X(207,209),
+ X(208,210), X(211,213), X(212,214), X(215,217), X(216,218), X(219,221),
+ X(220,222), X(223,225), X(224,226), X(227,229), X(228,230), X(231,233),
+ X(232,234), X(235,237), X(236,238), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208), X(209,210), X(211,212),
+ X(213,214), X(215,216), X(217,218), X(219,220), X(221,222), X(223,224),
+ X(225,226), X(227,228), X(229,230), X(231,232), X(233,234), X(235,236),
+ X(237,238), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137), X(12,139),
+ X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151), X(26,153),
+ X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165), X(40,167),
+ X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179), X(54,181),
+ X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193), X(68,195),
+ X(70,197), X(72,199), X(74,201), X(76,203), X(78,205), X(80,207), X(82,209),
+ X(84,211), X(86,213), X(88,215), X(90,217), X(92,219), X(94,221), X(96,223),
+ X(98,225), X(100,227), X(102,229), X(104,231), X(106,233), X(108,235),
+ X(110,237), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75), X(14,77),
+ X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91), X(30,93),
+ X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105), X(44,107),
+ X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119), X(58,121),
+ X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133), X(72,135),
+ X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(84,147), X(86,149),
+ X(88,151), X(90,153), X(92,155), X(94,157), X(96,159), X(98,161), X(100,163),
+ X(102,165), X(104,167), X(106,169), X(108,171), X(110,173), X(112,175),
+ X(114,177), X(116,179), X(118,181), X(120,183), X(122,185), X(124,187),
+ X(126,189), X(128,191), X(130,193), X(132,195), X(134,197), X(136,199),
+ X(138,201), X(140,203), X(142,205), X(144,207), X(146,209), X(148,211),
+ X(150,213), X(152,215), X(154,217), X(156,219), X(158,221), X(160,223),
+ X(162,225), X(164,227), X(166,229), X(168,231), X(170,233), X(172,235),
+ X(174,237), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43), X(14,45),
+ X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59), X(30,61),
+ X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75), X(46,77),
+ X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91), X(62,93),
+ X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105), X(76,107),
+ X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119), X(90,121),
+ X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133), X(104,135),
+ X(106,137), X(108,139), X(110,141), X(112,143), X(114,145), X(116,147),
+ X(118,149), X(120,151), X(122,153), X(124,155), X(126,157), X(128,159),
+ X(130,161), X(132,163), X(134,165), X(136,167), X(138,169), X(140,171),
+ X(142,173), X(144,175), X(146,177), X(148,179), X(150,181), X(152,183),
+ X(154,185), X(156,187), X(158,189), X(160,191), X(162,193), X(164,195),
+ X(166,197), X(168,199), X(170,201), X(172,203), X(174,205), X(176,207),
+ X(178,209), X(180,211), X(182,213), X(184,215), X(186,217), X(188,219),
+ X(190,221), X(192,223), X(194,225), X(196,227), X(198,229), X(200,231),
+ X(202,233), X(204,235), X(206,237), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55),
+ X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71),
+ X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87),
+ X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99), X(86,101),
+ X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113), X(100,115),
+ X(102,117), X(104,119), X(106,121), X(108,123), X(110,125), X(112,127),
+ X(114,129), X(116,131), X(118,133), X(120,135), X(122,137), X(124,139),
+ X(126,141), X(128,143), X(130,145), X(132,147), X(134,149), X(136,151),
+ X(138,153), X(140,155), X(142,157), X(144,159), X(146,161), X(148,163),
+ X(150,165), X(152,167), X(154,169), X(156,171), X(158,173), X(160,175),
+ X(162,177), X(164,179), X(166,181), X(168,183), X(170,185), X(172,187),
+ X(174,189), X(176,191), X(178,193), X(180,195), X(182,197), X(184,199),
+ X(186,201), X(188,203), X(190,205), X(192,207), X(194,209), X(196,211),
+ X(198,213), X(200,215), X(202,217), X(204,219), X(206,221), X(208,223),
+ X(210,225), X(212,227), X(214,229), X(216,231), X(218,233), X(220,235),
+ X(222,237), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53),
+ X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69),
+ X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85),
+ X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159),
+ X(154,161), X(156,163), X(158,165), X(160,167), X(162,169), X(164,171),
+ X(166,173), X(168,175), X(170,177), X(172,179), X(174,181), X(176,183),
+ X(178,185), X(180,187), X(182,189), X(184,191), X(186,193), X(188,195),
+ X(190,197), X(192,199), X(194,201), X(196,203), X(198,205), X(200,207),
+ X(202,209), X(204,211), X(206,213), X(208,215), X(210,217), X(212,219),
+ X(214,221), X(216,223), X(218,225), X(220,227), X(222,229), X(224,231),
+ X(226,233), X(228,235), X(230,237), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(128,131),
+ X(130,133), X(132,135), X(134,137), X(136,139), X(138,141), X(140,143),
+ X(142,145), X(144,147), X(146,149), X(148,151), X(150,153), X(152,155),
+ X(154,157), X(156,159), X(158,161), X(160,163), X(162,165), X(164,167),
+ X(166,169), X(168,171), X(170,173), X(172,175), X(174,177), X(176,179),
+ X(178,181), X(180,183), X(182,185), X(184,187), X(186,189), X(188,191),
+ X(190,193), X(192,195), X(194,197), X(196,199), X(198,201), X(200,203),
+ X(202,205), X(204,207), X(206,209), X(208,211), X(210,213), X(212,215),
+ X(214,217), X(216,219), X(218,221), X(220,223), X(222,225), X(224,227),
+ X(226,229), X(228,231), X(230,233), X(232,235), X(234,237), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231),
+ X(232,233), X(234,235), X(236,237)
+};
+S(240) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(107,235), X(108,236), X(109,237), X(110,238),
+ X(111,239), X(112,240), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(129,193),
+ X(130,194), X(131,195), X(132,196), X(133,197), X(134,198), X(135,199),
+ X(136,200), X(137,201), X(138,202), X(139,203), X(140,204), X(141,205),
+ X(142,206), X(143,207), X(144,208), X(145,209), X(146,210), X(147,211),
+ X(148,212), X(149,213), X(150,214), X(151,215), X(152,216), X(153,217),
+ X(154,218), X(155,219), X(156,220), X(157,221), X(158,222), X(159,223),
+ X(160,224), X(161,225), X(162,226), X(163,227), X(164,228), X(165,229),
+ X(166,230), X(167,231), X(168,232), X(169,233), X(170,234), X(171,235),
+ X(172,236), X(173,237), X(174,238), X(175,239), X(176,240), X(65,129),
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+ X(208,210), X(211,213), X(212,214), X(215,217), X(216,218), X(219,221),
+ X(220,222), X(223,225), X(224,226), X(227,229), X(228,230), X(231,233),
+ X(232,234), X(235,237), X(236,238), X(1,2), X(3,4), X(5,6), X(7,8), X(9,10),
+ X(11,12), X(13,14), X(15,16), X(17,18), X(19,20), X(21,22), X(23,24), X(25,26),
+ X(27,28), X(29,30), X(31,32), X(33,34), X(35,36), X(37,38), X(39,40), X(41,42),
+ X(43,44), X(45,46), X(47,48), X(49,50), X(51,52), X(53,54), X(55,56), X(57,58),
+ X(59,60), X(61,62), X(63,64), X(65,66), X(67,68), X(69,70), X(71,72), X(73,74),
+ X(75,76), X(77,78), X(79,80), X(81,82), X(83,84), X(85,86), X(87,88), X(89,90),
+ X(91,92), X(93,94), X(95,96), X(97,98), X(99,100), X(101,102), X(103,104),
+ X(105,106), X(107,108), X(109,110), X(111,112), X(113,114), X(115,116),
+ X(117,118), X(119,120), X(121,122), X(123,124), X(125,126), X(127,128),
+ X(129,130), X(131,132), X(133,134), X(135,136), X(137,138), X(139,140),
+ X(141,142), X(143,144), X(145,146), X(147,148), X(149,150), X(151,152),
+ X(153,154), X(155,156), X(157,158), X(159,160), X(161,162), X(163,164),
+ X(165,166), X(167,168), X(169,170), X(171,172), X(173,174), X(175,176),
+ X(177,178), X(179,180), X(181,182), X(183,184), X(185,186), X(187,188),
+ X(189,190), X(191,192), X(193,194), X(195,196), X(197,198), X(199,200),
+ X(201,202), X(203,204), X(205,206), X(207,208), X(209,210), X(211,212),
+ X(213,214), X(215,216), X(217,218), X(219,220), X(221,222), X(223,224),
+ X(225,226), X(227,228), X(229,230), X(231,232), X(233,234), X(235,236),
+ X(237,238), X(239,240), X(2,129), X(4,131), X(6,133), X(8,135), X(10,137),
+ X(12,139), X(14,141), X(16,143), X(18,145), X(20,147), X(22,149), X(24,151),
+ X(26,153), X(28,155), X(30,157), X(32,159), X(34,161), X(36,163), X(38,165),
+ X(40,167), X(42,169), X(44,171), X(46,173), X(48,175), X(50,177), X(52,179),
+ X(54,181), X(56,183), X(58,185), X(60,187), X(62,189), X(64,191), X(66,193),
+ X(68,195), X(70,197), X(72,199), X(74,201), X(76,203), X(78,205), X(80,207),
+ X(82,209), X(84,211), X(86,213), X(88,215), X(90,217), X(92,219), X(94,221),
+ X(96,223), X(98,225), X(100,227), X(102,229), X(104,231), X(106,233),
+ X(108,235), X(110,237), X(112,239), X(2,65), X(4,67), X(6,69), X(8,71),
+ X(10,73), X(12,75), X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87),
+ X(26,89), X(28,91), X(30,93), X(32,95), X(34,97), X(36,99), X(38,101),
+ X(40,103), X(42,105), X(44,107), X(46,109), X(48,111), X(50,113), X(52,115),
+ X(54,117), X(56,119), X(58,121), X(60,123), X(62,125), X(64,127), X(66,129),
+ X(68,131), X(70,133), X(72,135), X(74,137), X(76,139), X(78,141), X(80,143),
+ X(82,145), X(84,147), X(86,149), X(88,151), X(90,153), X(92,155), X(94,157),
+ X(96,159), X(98,161), X(100,163), X(102,165), X(104,167), X(106,169),
+ X(108,171), X(110,173), X(112,175), X(114,177), X(116,179), X(118,181),
+ X(120,183), X(122,185), X(124,187), X(126,189), X(128,191), X(130,193),
+ X(132,195), X(134,197), X(136,199), X(138,201), X(140,203), X(142,205),
+ X(144,207), X(146,209), X(148,211), X(150,213), X(152,215), X(154,217),
+ X(156,219), X(158,221), X(160,223), X(162,225), X(164,227), X(166,229),
+ X(168,231), X(170,233), X(172,235), X(174,237), X(176,239), X(2,33), X(4,35),
+ X(6,37), X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51),
+ X(22,53), X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67),
+ X(38,69), X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83),
+ X(54,85), X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99),
+ X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113),
+ X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127),
+ X(98,129), X(100,131), X(102,133), X(104,135), X(106,137), X(108,139),
+ X(110,141), X(112,143), X(114,145), X(116,147), X(118,149), X(120,151),
+ X(122,153), X(124,155), X(126,157), X(128,159), X(130,161), X(132,163),
+ X(134,165), X(136,167), X(138,169), X(140,171), X(142,173), X(144,175),
+ X(146,177), X(148,179), X(150,181), X(152,183), X(154,185), X(156,187),
+ X(158,189), X(160,191), X(162,193), X(164,195), X(166,197), X(168,199),
+ X(170,201), X(172,203), X(174,205), X(176,207), X(178,209), X(180,211),
+ X(182,213), X(184,215), X(186,217), X(188,219), X(190,221), X(192,223),
+ X(194,225), X(196,227), X(198,229), X(200,231), X(202,233), X(204,235),
+ X(206,237), X(208,239), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27),
+ X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43),
+ X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59),
+ X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75),
+ X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91),
+ X(78,93), X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105),
+ X(92,107), X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(176,191),
+ X(178,193), X(180,195), X(182,197), X(184,199), X(186,201), X(188,203),
+ X(190,205), X(192,207), X(194,209), X(196,211), X(198,213), X(200,215),
+ X(202,217), X(204,219), X(206,221), X(208,223), X(210,225), X(212,227),
+ X(214,229), X(216,231), X(218,233), X(220,235), X(222,237), X(224,239), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(104,111), X(106,113), X(108,115),
+ X(110,117), X(112,119), X(114,121), X(116,123), X(118,125), X(120,127),
+ X(122,129), X(124,131), X(126,133), X(128,135), X(130,137), X(132,139),
+ X(134,141), X(136,143), X(138,145), X(140,147), X(142,149), X(144,151),
+ X(146,153), X(148,155), X(150,157), X(152,159), X(154,161), X(156,163),
+ X(158,165), X(160,167), X(162,169), X(164,171), X(166,173), X(168,175),
+ X(170,177), X(172,179), X(174,181), X(176,183), X(178,185), X(180,187),
+ X(182,189), X(184,191), X(186,193), X(188,195), X(190,197), X(192,199),
+ X(194,201), X(196,203), X(198,205), X(200,207), X(202,209), X(204,211),
+ X(206,213), X(208,215), X(210,217), X(212,219), X(214,221), X(216,223),
+ X(218,225), X(220,227), X(222,229), X(224,231), X(226,233), X(228,235),
+ X(230,237), X(232,239), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13), X(12,15),
+ X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29), X(28,31),
+ X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45), X(44,47),
+ X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61), X(60,63),
+ X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77), X(76,79),
+ X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93), X(92,95),
+ X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107), X(106,109),
+ X(108,111), X(110,113), X(112,115), X(114,117), X(116,119), X(118,121),
+ X(120,123), X(122,125), X(124,127), X(126,129), X(128,131), X(130,133),
+ X(132,135), X(134,137), X(136,139), X(138,141), X(140,143), X(142,145),
+ X(144,147), X(146,149), X(148,151), X(150,153), X(152,155), X(154,157),
+ X(156,159), X(158,161), X(160,163), X(162,165), X(164,167), X(166,169),
+ X(168,171), X(170,173), X(172,175), X(174,177), X(176,179), X(178,181),
+ X(180,183), X(182,185), X(184,187), X(186,189), X(188,191), X(190,193),
+ X(192,195), X(194,197), X(196,199), X(198,201), X(200,203), X(202,205),
+ X(204,207), X(206,209), X(208,211), X(210,213), X(212,215), X(214,217),
+ X(216,219), X(218,221), X(220,223), X(222,225), X(224,227), X(226,229),
+ X(228,231), X(230,233), X(232,235), X(234,237), X(236,239), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231),
+ X(232,233), X(234,235), X(236,237), X(238,239)
+};
+S(242) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(107,235), X(108,236), X(109,237), X(110,238),
+ X(111,239), X(112,240), X(113,241), X(114,242), X(1,65), X(2,66), X(3,67),
+ X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75),
+ X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83),
+ X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91),
+ X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(129,193), X(130,194), X(131,195), X(132,196), X(133,197),
+ X(134,198), X(135,199), X(136,200), X(137,201), X(138,202), X(139,203),
+ X(140,204), X(141,205), X(142,206), X(143,207), X(144,208), X(145,209),
+ X(146,210), X(147,211), X(148,212), X(149,213), X(150,214), X(151,215),
+ X(152,216), X(153,217), X(154,218), X(155,219), X(156,220), X(157,221),
+ X(158,222), X(159,223), X(160,224), X(161,225), X(162,226), X(163,227),
+ X(164,228), X(165,229), X(166,230), X(167,231), X(168,232), X(169,233),
+ X(170,234), X(171,235), X(172,236), X(173,237), X(174,238), X(175,239),
+ X(176,240), X(177,241), X(178,242), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153),
+ X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160),
+ X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(107,171), X(108,172),
+ X(109,173), X(110,174), X(111,175), X(112,176), X(113,177), X(114,178),
+ X(115,179), X(116,180), X(117,181), X(118,182), X(119,183), X(120,184),
+ X(121,185), X(122,186), X(123,187), X(124,188), X(125,189), X(126,190),
+ X(127,191), X(128,192), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161),
+ X(130,162), X(131,163), X(132,164), X(133,165), X(134,166), X(135,167),
+ X(136,168), X(137,169), X(138,170), X(139,171), X(140,172), X(141,173),
+ X(142,174), X(143,175), X(144,176), X(145,177), X(146,178), X(147,179),
+ X(148,180), X(149,181), X(150,182), X(151,183), X(152,184), X(153,185),
+ X(154,186), X(155,187), X(156,188), X(157,189), X(158,190), X(159,191),
+ X(160,192), X(193,225), X(194,226), X(195,227), X(196,228), X(197,229),
+ X(198,230), X(199,231), X(200,232), X(201,233), X(202,234), X(203,235),
+ X(204,236), X(205,237), X(206,238), X(207,239), X(208,240), X(209,241),
+ X(210,242), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
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+ X(44,171), X(46,173), X(48,175), X(50,177), X(52,179), X(54,181), X(56,183),
+ X(58,185), X(60,187), X(62,189), X(64,191), X(66,193), X(68,195), X(70,197),
+ X(72,199), X(74,201), X(76,203), X(78,205), X(80,207), X(82,209), X(84,211),
+ X(86,213), X(88,215), X(90,217), X(92,219), X(94,221), X(96,223), X(98,225),
+ X(100,227), X(102,229), X(104,231), X(106,233), X(108,235), X(110,237),
+ X(112,239), X(114,241), X(2,65), X(4,67), X(6,69), X(8,71), X(10,73), X(12,75),
+ X(14,77), X(16,79), X(18,81), X(20,83), X(22,85), X(24,87), X(26,89), X(28,91),
+ X(30,93), X(32,95), X(34,97), X(36,99), X(38,101), X(40,103), X(42,105),
+ X(44,107), X(46,109), X(48,111), X(50,113), X(52,115), X(54,117), X(56,119),
+ X(58,121), X(60,123), X(62,125), X(64,127), X(66,129), X(68,131), X(70,133),
+ X(72,135), X(74,137), X(76,139), X(78,141), X(80,143), X(82,145), X(84,147),
+ X(86,149), X(88,151), X(90,153), X(92,155), X(94,157), X(96,159), X(98,161),
+ X(100,163), X(102,165), X(104,167), X(106,169), X(108,171), X(110,173),
+ X(112,175), X(114,177), X(116,179), X(118,181), X(120,183), X(122,185),
+ X(124,187), X(126,189), X(128,191), X(130,193), X(132,195), X(134,197),
+ X(136,199), X(138,201), X(140,203), X(142,205), X(144,207), X(146,209),
+ X(148,211), X(150,213), X(152,215), X(154,217), X(156,219), X(158,221),
+ X(160,223), X(162,225), X(164,227), X(166,229), X(168,231), X(170,233),
+ X(172,235), X(174,237), X(176,239), X(178,241), X(2,33), X(4,35), X(6,37),
+ X(8,39), X(10,41), X(12,43), X(14,45), X(16,47), X(18,49), X(20,51), X(22,53),
+ X(24,55), X(26,57), X(28,59), X(30,61), X(32,63), X(34,65), X(36,67), X(38,69),
+ X(40,71), X(42,73), X(44,75), X(46,77), X(48,79), X(50,81), X(52,83), X(54,85),
+ X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99),
+ X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113),
+ X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127),
+ X(98,129), X(100,131), X(102,133), X(104,135), X(106,137), X(108,139),
+ X(110,141), X(112,143), X(114,145), X(116,147), X(118,149), X(120,151),
+ X(122,153), X(124,155), X(126,157), X(128,159), X(130,161), X(132,163),
+ X(134,165), X(136,167), X(138,169), X(140,171), X(142,173), X(144,175),
+ X(146,177), X(148,179), X(150,181), X(152,183), X(154,185), X(156,187),
+ X(158,189), X(160,191), X(162,193), X(164,195), X(166,197), X(168,199),
+ X(170,201), X(172,203), X(174,205), X(176,207), X(178,209), X(180,211),
+ X(182,213), X(184,215), X(186,217), X(188,219), X(190,221), X(192,223),
+ X(194,225), X(196,227), X(198,229), X(200,231), X(202,233), X(204,235),
+ X(206,237), X(208,239), X(210,241), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55),
+ X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71),
+ X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87),
+ X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99), X(86,101),
+ X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113), X(100,115),
+ X(102,117), X(104,119), X(106,121), X(108,123), X(110,125), X(112,127),
+ X(114,129), X(116,131), X(118,133), X(120,135), X(122,137), X(124,139),
+ X(126,141), X(128,143), X(130,145), X(132,147), X(134,149), X(136,151),
+ X(138,153), X(140,155), X(142,157), X(144,159), X(146,161), X(148,163),
+ X(150,165), X(152,167), X(154,169), X(156,171), X(158,173), X(160,175),
+ X(162,177), X(164,179), X(166,181), X(168,183), X(170,185), X(172,187),
+ X(174,189), X(176,191), X(178,193), X(180,195), X(182,197), X(184,199),
+ X(186,201), X(188,203), X(190,205), X(192,207), X(194,209), X(196,211),
+ X(198,213), X(200,215), X(202,217), X(204,219), X(206,221), X(208,223),
+ X(210,225), X(212,227), X(214,229), X(216,231), X(218,233), X(220,235),
+ X(222,237), X(224,239), X(226,241), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(156,163), X(158,165), X(160,167), X(162,169),
+ X(164,171), X(166,173), X(168,175), X(170,177), X(172,179), X(174,181),
+ X(176,183), X(178,185), X(180,187), X(182,189), X(184,191), X(186,193),
+ X(188,195), X(190,197), X(192,199), X(194,201), X(196,203), X(198,205),
+ X(200,207), X(202,209), X(204,211), X(206,213), X(208,215), X(210,217),
+ X(212,219), X(214,221), X(216,223), X(218,225), X(220,227), X(222,229),
+ X(224,231), X(226,233), X(228,235), X(230,237), X(232,239), X(234,241), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171),
+ X(170,173), X(172,175), X(174,177), X(176,179), X(178,181), X(180,183),
+ X(182,185), X(184,187), X(186,189), X(188,191), X(190,193), X(192,195),
+ X(194,197), X(196,199), X(198,201), X(200,203), X(202,205), X(204,207),
+ X(206,209), X(208,211), X(210,213), X(212,215), X(214,217), X(216,219),
+ X(218,221), X(220,223), X(222,225), X(224,227), X(226,229), X(228,231),
+ X(230,233), X(232,235), X(234,237), X(236,239), X(238,241), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231),
+ X(232,233), X(234,235), X(236,237), X(238,239), X(240,241)
+};
+S(244) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(107,235), X(108,236), X(109,237), X(110,238),
+ X(111,239), X(112,240), X(113,241), X(114,242), X(115,243), X(116,244),
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(63,127), X(64,128), X(129,193), X(130,194), X(131,195),
+ X(132,196), X(133,197), X(134,198), X(135,199), X(136,200), X(137,201),
+ X(138,202), X(139,203), X(140,204), X(141,205), X(142,206), X(143,207),
+ X(144,208), X(145,209), X(146,210), X(147,211), X(148,212), X(149,213),
+ X(150,214), X(151,215), X(152,216), X(153,217), X(154,218), X(155,219),
+ X(156,220), X(157,221), X(158,222), X(159,223), X(160,224), X(161,225),
+ X(162,226), X(163,227), X(164,228), X(165,229), X(166,230), X(167,231),
+ X(168,232), X(169,233), X(170,234), X(171,235), X(172,236), X(173,237),
+ X(174,238), X(175,239), X(176,240), X(177,241), X(178,242), X(179,243),
+ X(180,244), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134),
+ X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141),
+ X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148),
+ X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155),
+ X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162),
+ X(99,163), X(100,164), X(101,165), X(102,166), X(103,167), X(104,168),
+ X(105,169), X(106,170), X(107,171), X(108,172), X(109,173), X(110,174),
+ X(111,175), X(112,176), X(113,177), X(114,178), X(115,179), X(116,180),
+ X(117,181), X(118,182), X(119,183), X(120,184), X(121,185), X(122,186),
+ X(123,187), X(124,188), X(125,189), X(126,190), X(127,191), X(128,192),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117),
+ X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124),
+ X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162), X(131,163),
+ X(132,164), X(133,165), X(134,166), X(135,167), X(136,168), X(137,169),
+ X(138,170), X(139,171), X(140,172), X(141,173), X(142,174), X(143,175),
+ X(144,176), X(145,177), X(146,178), X(147,179), X(148,180), X(149,181),
+ X(150,182), X(151,183), X(152,184), X(153,185), X(154,186), X(155,187),
+ X(156,188), X(157,189), X(158,190), X(159,191), X(160,192), X(193,225),
+ X(194,226), X(195,227), X(196,228), X(197,229), X(198,230), X(199,231),
+ X(200,232), X(201,233), X(202,234), X(203,235), X(204,236), X(205,237),
+ X(206,238), X(207,239), X(208,240), X(209,241), X(210,242), X(211,243),
+ X(212,244), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(165,197), X(166,198), X(167,199), X(168,200), X(169,201), X(170,202),
+ X(171,203), X(172,204), X(173,205), X(174,206), X(175,207), X(176,208),
+ X(177,209), X(178,210), X(179,211), X(180,212), X(181,213), X(182,214),
+ X(183,215), X(184,216), X(185,217), X(186,218), X(187,219), X(188,220),
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+ X(166,229), X(168,231), X(170,233), X(172,235), X(174,237), X(176,239),
+ X(178,241), X(180,243), X(2,33), X(4,35), X(6,37), X(8,39), X(10,41), X(12,43),
+ X(14,45), X(16,47), X(18,49), X(20,51), X(22,53), X(24,55), X(26,57), X(28,59),
+ X(30,61), X(32,63), X(34,65), X(36,67), X(38,69), X(40,71), X(42,73), X(44,75),
+ X(46,77), X(48,79), X(50,81), X(52,83), X(54,85), X(56,87), X(58,89), X(60,91),
+ X(62,93), X(64,95), X(66,97), X(68,99), X(70,101), X(72,103), X(74,105),
+ X(76,107), X(78,109), X(80,111), X(82,113), X(84,115), X(86,117), X(88,119),
+ X(90,121), X(92,123), X(94,125), X(96,127), X(98,129), X(100,131), X(102,133),
+ X(104,135), X(106,137), X(108,139), X(110,141), X(112,143), X(114,145),
+ X(116,147), X(118,149), X(120,151), X(122,153), X(124,155), X(126,157),
+ X(128,159), X(130,161), X(132,163), X(134,165), X(136,167), X(138,169),
+ X(140,171), X(142,173), X(144,175), X(146,177), X(148,179), X(150,181),
+ X(152,183), X(154,185), X(156,187), X(158,189), X(160,191), X(162,193),
+ X(164,195), X(166,197), X(168,199), X(170,201), X(172,203), X(174,205),
+ X(176,207), X(178,209), X(180,211), X(182,213), X(184,215), X(186,217),
+ X(188,219), X(190,221), X(192,223), X(194,225), X(196,227), X(198,229),
+ X(200,231), X(202,233), X(204,235), X(206,237), X(208,239), X(210,241),
+ X(212,243), X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29),
+ X(16,31), X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45),
+ X(32,47), X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61),
+ X(48,63), X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77),
+ X(64,79), X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93),
+ X(80,95), X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107),
+ X(94,109), X(96,111), X(98,113), X(100,115), X(102,117), X(104,119),
+ X(106,121), X(108,123), X(110,125), X(112,127), X(114,129), X(116,131),
+ X(118,133), X(120,135), X(122,137), X(124,139), X(126,141), X(128,143),
+ X(130,145), X(132,147), X(134,149), X(136,151), X(138,153), X(140,155),
+ X(142,157), X(144,159), X(146,161), X(148,163), X(150,165), X(152,167),
+ X(154,169), X(156,171), X(158,173), X(160,175), X(162,177), X(164,179),
+ X(166,181), X(168,183), X(170,185), X(172,187), X(174,189), X(176,191),
+ X(178,193), X(180,195), X(182,197), X(184,199), X(186,201), X(188,203),
+ X(190,205), X(192,207), X(194,209), X(196,211), X(198,213), X(200,215),
+ X(202,217), X(204,219), X(206,221), X(208,223), X(210,225), X(212,227),
+ X(214,229), X(216,231), X(218,233), X(220,235), X(222,237), X(224,239),
+ X(226,241), X(228,243), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19),
+ X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35),
+ X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51),
+ X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67),
+ X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83),
+ X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159),
+ X(154,161), X(156,163), X(158,165), X(160,167), X(162,169), X(164,171),
+ X(166,173), X(168,175), X(170,177), X(172,179), X(174,181), X(176,183),
+ X(178,185), X(180,187), X(182,189), X(184,191), X(186,193), X(188,195),
+ X(190,197), X(192,199), X(194,201), X(196,203), X(198,205), X(200,207),
+ X(202,209), X(204,211), X(206,213), X(208,215), X(210,217), X(212,219),
+ X(214,221), X(216,223), X(218,225), X(220,227), X(222,229), X(224,231),
+ X(226,233), X(228,235), X(230,237), X(232,239), X(234,241), X(236,243), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171),
+ X(170,173), X(172,175), X(174,177), X(176,179), X(178,181), X(180,183),
+ X(182,185), X(184,187), X(186,189), X(188,191), X(190,193), X(192,195),
+ X(194,197), X(196,199), X(198,201), X(200,203), X(202,205), X(204,207),
+ X(206,209), X(208,211), X(210,213), X(212,215), X(214,217), X(216,219),
+ X(218,221), X(220,223), X(222,225), X(224,227), X(226,229), X(228,231),
+ X(230,233), X(232,235), X(234,237), X(236,239), X(238,241), X(240,243), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231),
+ X(232,233), X(234,235), X(236,237), X(238,239), X(240,241), X(242,243)
+};
+S(246) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(107,235), X(108,236), X(109,237), X(110,238),
+ X(111,239), X(112,240), X(113,241), X(114,242), X(115,243), X(116,244),
+ X(117,245), X(118,246), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(129,193),
+ X(130,194), X(131,195), X(132,196), X(133,197), X(134,198), X(135,199),
+ X(136,200), X(137,201), X(138,202), X(139,203), X(140,204), X(141,205),
+ X(142,206), X(143,207), X(144,208), X(145,209), X(146,210), X(147,211),
+ X(148,212), X(149,213), X(150,214), X(151,215), X(152,216), X(153,217),
+ X(154,218), X(155,219), X(156,220), X(157,221), X(158,222), X(159,223),
+ X(160,224), X(161,225), X(162,226), X(163,227), X(164,228), X(165,229),
+ X(166,230), X(167,231), X(168,232), X(169,233), X(170,234), X(171,235),
+ X(172,236), X(173,237), X(174,238), X(175,239), X(176,240), X(177,241),
+ X(178,242), X(179,243), X(180,244), X(181,245), X(182,246), X(65,129),
+ X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136),
+ X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143),
+ X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150),
+ X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157),
+ X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164),
+ X(101,165), X(102,166), X(103,167), X(104,168), X(105,169), X(106,170),
+ X(107,171), X(108,172), X(109,173), X(110,174), X(111,175), X(112,176),
+ X(113,177), X(114,178), X(115,179), X(116,180), X(117,181), X(118,182),
+ X(119,183), X(120,184), X(121,185), X(122,186), X(123,187), X(124,188),
+ X(125,189), X(126,190), X(127,191), X(128,192), X(1,33), X(2,34), X(3,35),
+ X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43),
+ X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51),
+ X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59),
+ X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(151,183),
+ X(152,184), X(153,185), X(154,186), X(155,187), X(156,188), X(157,189),
+ X(158,190), X(159,191), X(160,192), X(193,225), X(194,226), X(195,227),
+ X(196,228), X(197,229), X(198,230), X(199,231), X(200,232), X(201,233),
+ X(202,234), X(203,235), X(204,236), X(205,237), X(206,238), X(207,239),
+ X(208,240), X(209,241), X(210,242), X(211,243), X(212,244), X(213,245),
+ X(214,246), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(165,197), X(166,198), X(167,199), X(168,200), X(169,201), X(170,202),
+ X(171,203), X(172,204), X(173,205), X(174,206), X(175,207), X(176,208),
+ X(177,209), X(178,210), X(179,211), X(180,212), X(181,213), X(182,214),
+ X(183,215), X(184,216), X(185,217), X(186,218), X(187,219), X(188,220),
+ X(189,221), X(190,222), X(191,223), X(192,224), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(193,209), X(194,210),
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+ X(136,167), X(138,169), X(140,171), X(142,173), X(144,175), X(146,177),
+ X(148,179), X(150,181), X(152,183), X(154,185), X(156,187), X(158,189),
+ X(160,191), X(162,193), X(164,195), X(166,197), X(168,199), X(170,201),
+ X(172,203), X(174,205), X(176,207), X(178,209), X(180,211), X(182,213),
+ X(184,215), X(186,217), X(188,219), X(190,221), X(192,223), X(194,225),
+ X(196,227), X(198,229), X(200,231), X(202,233), X(204,235), X(206,237),
+ X(208,239), X(210,241), X(212,243), X(214,245), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(178,193), X(180,195), X(182,197),
+ X(184,199), X(186,201), X(188,203), X(190,205), X(192,207), X(194,209),
+ X(196,211), X(198,213), X(200,215), X(202,217), X(204,219), X(206,221),
+ X(208,223), X(210,225), X(212,227), X(214,229), X(216,231), X(218,233),
+ X(220,235), X(222,237), X(224,239), X(226,241), X(228,243), X(230,245), X(2,9),
+ X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21), X(16,23), X(18,25),
+ X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37), X(32,39), X(34,41),
+ X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53), X(48,55), X(50,57),
+ X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69), X(64,71), X(66,73),
+ X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85), X(80,87), X(82,89),
+ X(84,91), X(86,93), X(88,95), X(90,97), X(92,99), X(94,101), X(96,103),
+ X(98,105), X(100,107), X(102,109), X(104,111), X(106,113), X(108,115),
+ X(110,117), X(112,119), X(114,121), X(116,123), X(118,125), X(120,127),
+ X(122,129), X(124,131), X(126,133), X(128,135), X(130,137), X(132,139),
+ X(134,141), X(136,143), X(138,145), X(140,147), X(142,149), X(144,151),
+ X(146,153), X(148,155), X(150,157), X(152,159), X(154,161), X(156,163),
+ X(158,165), X(160,167), X(162,169), X(164,171), X(166,173), X(168,175),
+ X(170,177), X(172,179), X(174,181), X(176,183), X(178,185), X(180,187),
+ X(182,189), X(184,191), X(186,193), X(188,195), X(190,197), X(192,199),
+ X(194,201), X(196,203), X(198,205), X(200,207), X(202,209), X(204,211),
+ X(206,213), X(208,215), X(210,217), X(212,219), X(214,221), X(216,223),
+ X(218,225), X(220,227), X(222,229), X(224,231), X(226,233), X(228,235),
+ X(230,237), X(232,239), X(234,241), X(236,243), X(238,245), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149),
+ X(148,151), X(150,153), X(152,155), X(154,157), X(156,159), X(158,161),
+ X(160,163), X(162,165), X(164,167), X(166,169), X(168,171), X(170,173),
+ X(172,175), X(174,177), X(176,179), X(178,181), X(180,183), X(182,185),
+ X(184,187), X(186,189), X(188,191), X(190,193), X(192,195), X(194,197),
+ X(196,199), X(198,201), X(200,203), X(202,205), X(204,207), X(206,209),
+ X(208,211), X(210,213), X(212,215), X(214,217), X(216,219), X(218,221),
+ X(220,223), X(222,225), X(224,227), X(226,229), X(228,231), X(230,233),
+ X(232,235), X(234,237), X(236,239), X(238,241), X(240,243), X(242,245), X(2,3),
+ X(4,5), X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19),
+ X(20,21), X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35),
+ X(36,37), X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51),
+ X(52,53), X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67),
+ X(68,69), X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83),
+ X(84,85), X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231),
+ X(232,233), X(234,235), X(236,237), X(238,239), X(240,241), X(242,243),
+ X(244,245)
+};
+S(248) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(107,235), X(108,236), X(109,237), X(110,238),
+ X(111,239), X(112,240), X(113,241), X(114,242), X(115,243), X(116,244),
+ X(117,245), X(118,246), X(119,247), X(120,248), X(1,65), X(2,66), X(3,67),
+ X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75),
+ X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83),
+ X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91),
+ X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(129,193), X(130,194), X(131,195), X(132,196), X(133,197),
+ X(134,198), X(135,199), X(136,200), X(137,201), X(138,202), X(139,203),
+ X(140,204), X(141,205), X(142,206), X(143,207), X(144,208), X(145,209),
+ X(146,210), X(147,211), X(148,212), X(149,213), X(150,214), X(151,215),
+ X(152,216), X(153,217), X(154,218), X(155,219), X(156,220), X(157,221),
+ X(158,222), X(159,223), X(160,224), X(161,225), X(162,226), X(163,227),
+ X(164,228), X(165,229), X(166,230), X(167,231), X(168,232), X(169,233),
+ X(170,234), X(171,235), X(172,236), X(173,237), X(174,238), X(175,239),
+ X(176,240), X(177,241), X(178,242), X(179,243), X(180,244), X(181,245),
+ X(182,246), X(183,247), X(184,248), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153),
+ X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160),
+ X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(107,171), X(108,172),
+ X(109,173), X(110,174), X(111,175), X(112,176), X(113,177), X(114,178),
+ X(115,179), X(116,180), X(117,181), X(118,182), X(119,183), X(120,184),
+ X(121,185), X(122,186), X(123,187), X(124,188), X(125,189), X(126,190),
+ X(127,191), X(128,192), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161),
+ X(130,162), X(131,163), X(132,164), X(133,165), X(134,166), X(135,167),
+ X(136,168), X(137,169), X(138,170), X(139,171), X(140,172), X(141,173),
+ X(142,174), X(143,175), X(144,176), X(145,177), X(146,178), X(147,179),
+ X(148,180), X(149,181), X(150,182), X(151,183), X(152,184), X(153,185),
+ X(154,186), X(155,187), X(156,188), X(157,189), X(158,190), X(159,191),
+ X(160,192), X(193,225), X(194,226), X(195,227), X(196,228), X(197,229),
+ X(198,230), X(199,231), X(200,232), X(201,233), X(202,234), X(203,235),
+ X(204,236), X(205,237), X(206,238), X(207,239), X(208,240), X(209,241),
+ X(210,242), X(211,243), X(212,244), X(213,245), X(214,246), X(215,247),
+ X(216,248), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(165,197), X(166,198), X(167,199), X(168,200), X(169,201), X(170,202),
+ X(171,203), X(172,204), X(173,205), X(174,206), X(175,207), X(176,208),
+ X(177,209), X(178,210), X(179,211), X(180,212), X(181,213), X(182,214),
+ X(183,215), X(184,216), X(185,217), X(186,218), X(187,219), X(188,220),
+ X(189,221), X(190,222), X(191,223), X(192,224), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(193,209), X(194,210),
+ X(195,211), X(196,212), X(197,213), X(198,214), X(199,215), X(200,216),
+ X(201,217), X(202,218), X(203,219), X(204,220), X(205,221), X(206,222),
+ X(207,223), X(208,224), X(225,241), X(226,242), X(227,243), X(228,244),
+ X(229,245), X(230,246), X(231,247), X(232,248), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(25,137),
+ X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143), X(32,144),
+ X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166), X(55,167),
+ X(56,168), X(57,169), X(58,170), X(59,171), X(60,172), X(61,173), X(62,174),
+ X(63,175), X(64,176), X(81,193), X(82,194), X(83,195), X(84,196), X(85,197),
+ X(86,198), X(87,199), X(88,200), X(89,201), X(90,202), X(91,203), X(92,204),
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+ X(2,17), X(4,19), X(6,21), X(8,23), X(10,25), X(12,27), X(14,29), X(16,31),
+ X(18,33), X(20,35), X(22,37), X(24,39), X(26,41), X(28,43), X(30,45), X(32,47),
+ X(34,49), X(36,51), X(38,53), X(40,55), X(42,57), X(44,59), X(46,61), X(48,63),
+ X(50,65), X(52,67), X(54,69), X(56,71), X(58,73), X(60,75), X(62,77), X(64,79),
+ X(66,81), X(68,83), X(70,85), X(72,87), X(74,89), X(76,91), X(78,93), X(80,95),
+ X(82,97), X(84,99), X(86,101), X(88,103), X(90,105), X(92,107), X(94,109),
+ X(96,111), X(98,113), X(100,115), X(102,117), X(104,119), X(106,121),
+ X(108,123), X(110,125), X(112,127), X(114,129), X(116,131), X(118,133),
+ X(120,135), X(122,137), X(124,139), X(126,141), X(128,143), X(130,145),
+ X(132,147), X(134,149), X(136,151), X(138,153), X(140,155), X(142,157),
+ X(144,159), X(146,161), X(148,163), X(150,165), X(152,167), X(154,169),
+ X(156,171), X(158,173), X(160,175), X(162,177), X(164,179), X(166,181),
+ X(168,183), X(170,185), X(172,187), X(174,189), X(176,191), X(178,193),
+ X(180,195), X(182,197), X(184,199), X(186,201), X(188,203), X(190,205),
+ X(192,207), X(194,209), X(196,211), X(198,213), X(200,215), X(202,217),
+ X(204,219), X(206,221), X(208,223), X(210,225), X(212,227), X(214,229),
+ X(216,231), X(218,233), X(220,235), X(222,237), X(224,239), X(226,241),
+ X(228,243), X(230,245), X(232,247), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(156,163), X(158,165), X(160,167), X(162,169),
+ X(164,171), X(166,173), X(168,175), X(170,177), X(172,179), X(174,181),
+ X(176,183), X(178,185), X(180,187), X(182,189), X(184,191), X(186,193),
+ X(188,195), X(190,197), X(192,199), X(194,201), X(196,203), X(198,205),
+ X(200,207), X(202,209), X(204,211), X(206,213), X(208,215), X(210,217),
+ X(212,219), X(214,221), X(216,223), X(218,225), X(220,227), X(222,229),
+ X(224,231), X(226,233), X(228,235), X(230,237), X(232,239), X(234,241),
+ X(236,243), X(238,245), X(240,247), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(128,131),
+ X(130,133), X(132,135), X(134,137), X(136,139), X(138,141), X(140,143),
+ X(142,145), X(144,147), X(146,149), X(148,151), X(150,153), X(152,155),
+ X(154,157), X(156,159), X(158,161), X(160,163), X(162,165), X(164,167),
+ X(166,169), X(168,171), X(170,173), X(172,175), X(174,177), X(176,179),
+ X(178,181), X(180,183), X(182,185), X(184,187), X(186,189), X(188,191),
+ X(190,193), X(192,195), X(194,197), X(196,199), X(198,201), X(200,203),
+ X(202,205), X(204,207), X(206,209), X(208,211), X(210,213), X(212,215),
+ X(214,217), X(216,219), X(218,221), X(220,223), X(222,225), X(224,227),
+ X(226,229), X(228,231), X(230,233), X(232,235), X(234,237), X(236,239),
+ X(238,241), X(240,243), X(242,245), X(244,247), X(2,3), X(4,5), X(6,7), X(8,9),
+ X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25),
+ X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41),
+ X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57),
+ X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73),
+ X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89),
+ X(90,91), X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103),
+ X(104,105), X(106,107), X(108,109), X(110,111), X(112,113), X(114,115),
+ X(116,117), X(118,119), X(120,121), X(122,123), X(124,125), X(126,127),
+ X(128,129), X(130,131), X(132,133), X(134,135), X(136,137), X(138,139),
+ X(140,141), X(142,143), X(144,145), X(146,147), X(148,149), X(150,151),
+ X(152,153), X(154,155), X(156,157), X(158,159), X(160,161), X(162,163),
+ X(164,165), X(166,167), X(168,169), X(170,171), X(172,173), X(174,175),
+ X(176,177), X(178,179), X(180,181), X(182,183), X(184,185), X(186,187),
+ X(188,189), X(190,191), X(192,193), X(194,195), X(196,197), X(198,199),
+ X(200,201), X(202,203), X(204,205), X(206,207), X(208,209), X(210,211),
+ X(212,213), X(214,215), X(216,217), X(218,219), X(220,221), X(222,223),
+ X(224,225), X(226,227), X(228,229), X(230,231), X(232,233), X(234,235),
+ X(236,237), X(238,239), X(240,241), X(242,243), X(244,245), X(246,247)
+};
+S(250) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(107,235), X(108,236), X(109,237), X(110,238),
+ X(111,239), X(112,240), X(113,241), X(114,242), X(115,243), X(116,244),
+ X(117,245), X(118,246), X(119,247), X(120,248), X(121,249), X(122,250),
+ X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70), X(7,71), X(8,72),
+ X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78), X(15,79), X(16,80),
+ X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86), X(23,87), X(24,88),
+ X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94), X(31,95), X(32,96),
+ X(33,97), X(34,98), X(35,99), X(36,100), X(37,101), X(38,102), X(39,103),
+ X(40,104), X(41,105), X(42,106), X(43,107), X(44,108), X(45,109), X(46,110),
+ X(47,111), X(48,112), X(49,113), X(50,114), X(51,115), X(52,116), X(53,117),
+ X(54,118), X(55,119), X(56,120), X(57,121), X(58,122), X(59,123), X(60,124),
+ X(61,125), X(62,126), X(63,127), X(64,128), X(129,193), X(130,194), X(131,195),
+ X(132,196), X(133,197), X(134,198), X(135,199), X(136,200), X(137,201),
+ X(138,202), X(139,203), X(140,204), X(141,205), X(142,206), X(143,207),
+ X(144,208), X(145,209), X(146,210), X(147,211), X(148,212), X(149,213),
+ X(150,214), X(151,215), X(152,216), X(153,217), X(154,218), X(155,219),
+ X(156,220), X(157,221), X(158,222), X(159,223), X(160,224), X(161,225),
+ X(162,226), X(163,227), X(164,228), X(165,229), X(166,230), X(167,231),
+ X(168,232), X(169,233), X(170,234), X(171,235), X(172,236), X(173,237),
+ X(174,238), X(175,239), X(176,240), X(177,241), X(178,242), X(179,243),
+ X(180,244), X(181,245), X(182,246), X(183,247), X(184,248), X(185,249),
+ X(186,250), X(65,129), X(66,130), X(67,131), X(68,132), X(69,133), X(70,134),
+ X(71,135), X(72,136), X(73,137), X(74,138), X(75,139), X(76,140), X(77,141),
+ X(78,142), X(79,143), X(80,144), X(81,145), X(82,146), X(83,147), X(84,148),
+ X(85,149), X(86,150), X(87,151), X(88,152), X(89,153), X(90,154), X(91,155),
+ X(92,156), X(93,157), X(94,158), X(95,159), X(96,160), X(97,161), X(98,162),
+ X(99,163), X(100,164), X(101,165), X(102,166), X(103,167), X(104,168),
+ X(105,169), X(106,170), X(107,171), X(108,172), X(109,173), X(110,174),
+ X(111,175), X(112,176), X(113,177), X(114,178), X(115,179), X(116,180),
+ X(117,181), X(118,182), X(119,183), X(120,184), X(121,185), X(122,186),
+ X(123,187), X(124,188), X(125,189), X(126,190), X(127,191), X(128,192),
+ X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38), X(7,39), X(8,40),
+ X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46), X(15,47), X(16,48),
+ X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54), X(23,55), X(24,56),
+ X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62), X(31,63), X(32,64),
+ X(65,97), X(66,98), X(67,99), X(68,100), X(69,101), X(70,102), X(71,103),
+ X(72,104), X(73,105), X(74,106), X(75,107), X(76,108), X(77,109), X(78,110),
+ X(79,111), X(80,112), X(81,113), X(82,114), X(83,115), X(84,116), X(85,117),
+ X(86,118), X(87,119), X(88,120), X(89,121), X(90,122), X(91,123), X(92,124),
+ X(93,125), X(94,126), X(95,127), X(96,128), X(129,161), X(130,162), X(131,163),
+ X(132,164), X(133,165), X(134,166), X(135,167), X(136,168), X(137,169),
+ X(138,170), X(139,171), X(140,172), X(141,173), X(142,174), X(143,175),
+ X(144,176), X(145,177), X(146,178), X(147,179), X(148,180), X(149,181),
+ X(150,182), X(151,183), X(152,184), X(153,185), X(154,186), X(155,187),
+ X(156,188), X(157,189), X(158,190), X(159,191), X(160,192), X(193,225),
+ X(194,226), X(195,227), X(196,228), X(197,229), X(198,230), X(199,231),
+ X(200,232), X(201,233), X(202,234), X(203,235), X(204,236), X(205,237),
+ X(206,238), X(207,239), X(208,240), X(209,241), X(210,242), X(211,243),
+ X(212,244), X(213,245), X(214,246), X(215,247), X(216,248), X(217,249),
+ X(218,250), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(165,197), X(166,198), X(167,199), X(168,200), X(169,201), X(170,202),
+ X(171,203), X(172,204), X(173,205), X(174,206), X(175,207), X(176,208),
+ X(177,209), X(178,210), X(179,211), X(180,212), X(181,213), X(182,214),
+ X(183,215), X(184,216), X(185,217), X(186,218), X(187,219), X(188,220),
+ X(189,221), X(190,222), X(191,223), X(192,224), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(193,209), X(194,210),
+ X(195,211), X(196,212), X(197,213), X(198,214), X(199,215), X(200,216),
+ X(201,217), X(202,218), X(203,219), X(204,220), X(205,221), X(206,222),
+ X(207,223), X(208,224), X(225,241), X(226,242), X(227,243), X(228,244),
+ X(229,245), X(230,246), X(231,247), X(232,248), X(233,249), X(234,250),
+ X(17,129), X(18,130), X(19,131), X(20,132), X(21,133), X(22,134), X(23,135),
+ X(24,136), X(25,137), X(26,138), X(27,139), X(28,140), X(29,141), X(30,142),
+ X(31,143), X(32,144), X(49,161), X(50,162), X(51,163), X(52,164), X(53,165),
+ X(54,166), X(55,167), X(56,168), X(57,169), X(58,170), X(59,171), X(60,172),
+ X(61,173), X(62,174), X(63,175), X(64,176), X(81,193), X(82,194), X(83,195),
+ X(84,196), X(85,197), X(86,198), X(87,199), X(88,200), X(89,201), X(90,202),
+ X(91,203), X(92,204), X(93,205), X(94,206), X(95,207), X(96,208), X(113,225),
+ X(114,226), X(115,227), X(116,228), X(117,229), X(118,230), X(119,231),
+ X(120,232), X(121,233), X(122,234), X(123,235), X(124,236), X(125,237),
+ X(126,238), X(127,239), X(128,240), X(17,65), X(18,66), X(19,67), X(20,68),
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+ X(214,245), X(216,247), X(218,249), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55),
+ X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71),
+ X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87),
+ X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99), X(86,101),
+ X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113), X(100,115),
+ X(102,117), X(104,119), X(106,121), X(108,123), X(110,125), X(112,127),
+ X(114,129), X(116,131), X(118,133), X(120,135), X(122,137), X(124,139),
+ X(126,141), X(128,143), X(130,145), X(132,147), X(134,149), X(136,151),
+ X(138,153), X(140,155), X(142,157), X(144,159), X(146,161), X(148,163),
+ X(150,165), X(152,167), X(154,169), X(156,171), X(158,173), X(160,175),
+ X(162,177), X(164,179), X(166,181), X(168,183), X(170,185), X(172,187),
+ X(174,189), X(176,191), X(178,193), X(180,195), X(182,197), X(184,199),
+ X(186,201), X(188,203), X(190,205), X(192,207), X(194,209), X(196,211),
+ X(198,213), X(200,215), X(202,217), X(204,219), X(206,221), X(208,223),
+ X(210,225), X(212,227), X(214,229), X(216,231), X(218,233), X(220,235),
+ X(222,237), X(224,239), X(226,241), X(228,243), X(230,245), X(232,247),
+ X(234,249), X(2,9), X(4,11), X(6,13), X(8,15), X(10,17), X(12,19), X(14,21),
+ X(16,23), X(18,25), X(20,27), X(22,29), X(24,31), X(26,33), X(28,35), X(30,37),
+ X(32,39), X(34,41), X(36,43), X(38,45), X(40,47), X(42,49), X(44,51), X(46,53),
+ X(48,55), X(50,57), X(52,59), X(54,61), X(56,63), X(58,65), X(60,67), X(62,69),
+ X(64,71), X(66,73), X(68,75), X(70,77), X(72,79), X(74,81), X(76,83), X(78,85),
+ X(80,87), X(82,89), X(84,91), X(86,93), X(88,95), X(90,97), X(92,99),
+ X(94,101), X(96,103), X(98,105), X(100,107), X(102,109), X(104,111),
+ X(106,113), X(108,115), X(110,117), X(112,119), X(114,121), X(116,123),
+ X(118,125), X(120,127), X(122,129), X(124,131), X(126,133), X(128,135),
+ X(130,137), X(132,139), X(134,141), X(136,143), X(138,145), X(140,147),
+ X(142,149), X(144,151), X(146,153), X(148,155), X(150,157), X(152,159),
+ X(154,161), X(156,163), X(158,165), X(160,167), X(162,169), X(164,171),
+ X(166,173), X(168,175), X(170,177), X(172,179), X(174,181), X(176,183),
+ X(178,185), X(180,187), X(182,189), X(184,191), X(186,193), X(188,195),
+ X(190,197), X(192,199), X(194,201), X(196,203), X(198,205), X(200,207),
+ X(202,209), X(204,211), X(206,213), X(208,215), X(210,217), X(212,219),
+ X(214,221), X(216,223), X(218,225), X(220,227), X(222,229), X(224,231),
+ X(226,233), X(228,235), X(230,237), X(232,239), X(234,241), X(236,243),
+ X(238,245), X(240,247), X(242,249), X(2,5), X(4,7), X(6,9), X(8,11), X(10,13),
+ X(12,15), X(14,17), X(16,19), X(18,21), X(20,23), X(22,25), X(24,27), X(26,29),
+ X(28,31), X(30,33), X(32,35), X(34,37), X(36,39), X(38,41), X(40,43), X(42,45),
+ X(44,47), X(46,49), X(48,51), X(50,53), X(52,55), X(54,57), X(56,59), X(58,61),
+ X(60,63), X(62,65), X(64,67), X(66,69), X(68,71), X(70,73), X(72,75), X(74,77),
+ X(76,79), X(78,81), X(80,83), X(82,85), X(84,87), X(86,89), X(88,91), X(90,93),
+ X(92,95), X(94,97), X(96,99), X(98,101), X(100,103), X(102,105), X(104,107),
+ X(106,109), X(108,111), X(110,113), X(112,115), X(114,117), X(116,119),
+ X(118,121), X(120,123), X(122,125), X(124,127), X(126,129), X(128,131),
+ X(130,133), X(132,135), X(134,137), X(136,139), X(138,141), X(140,143),
+ X(142,145), X(144,147), X(146,149), X(148,151), X(150,153), X(152,155),
+ X(154,157), X(156,159), X(158,161), X(160,163), X(162,165), X(164,167),
+ X(166,169), X(168,171), X(170,173), X(172,175), X(174,177), X(176,179),
+ X(178,181), X(180,183), X(182,185), X(184,187), X(186,189), X(188,191),
+ X(190,193), X(192,195), X(194,197), X(196,199), X(198,201), X(200,203),
+ X(202,205), X(204,207), X(206,209), X(208,211), X(210,213), X(212,215),
+ X(214,217), X(216,219), X(218,221), X(220,223), X(222,225), X(224,227),
+ X(226,229), X(228,231), X(230,233), X(232,235), X(234,237), X(236,239),
+ X(238,241), X(240,243), X(242,245), X(244,247), X(246,249), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231),
+ X(232,233), X(234,235), X(236,237), X(238,239), X(240,241), X(242,243),
+ X(244,245), X(246,247), X(248,249)
+};
+S(252) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(107,235), X(108,236), X(109,237), X(110,238),
+ X(111,239), X(112,240), X(113,241), X(114,242), X(115,243), X(116,244),
+ X(117,245), X(118,246), X(119,247), X(120,248), X(121,249), X(122,250),
+ X(123,251), X(124,252), X(1,65), X(2,66), X(3,67), X(4,68), X(5,69), X(6,70),
+ X(7,71), X(8,72), X(9,73), X(10,74), X(11,75), X(12,76), X(13,77), X(14,78),
+ X(15,79), X(16,80), X(17,81), X(18,82), X(19,83), X(20,84), X(21,85), X(22,86),
+ X(23,87), X(24,88), X(25,89), X(26,90), X(27,91), X(28,92), X(29,93), X(30,94),
+ X(31,95), X(32,96), X(33,97), X(34,98), X(35,99), X(36,100), X(37,101),
+ X(38,102), X(39,103), X(40,104), X(41,105), X(42,106), X(43,107), X(44,108),
+ X(45,109), X(46,110), X(47,111), X(48,112), X(49,113), X(50,114), X(51,115),
+ X(52,116), X(53,117), X(54,118), X(55,119), X(56,120), X(57,121), X(58,122),
+ X(59,123), X(60,124), X(61,125), X(62,126), X(63,127), X(64,128), X(129,193),
+ X(130,194), X(131,195), X(132,196), X(133,197), X(134,198), X(135,199),
+ X(136,200), X(137,201), X(138,202), X(139,203), X(140,204), X(141,205),
+ X(142,206), X(143,207), X(144,208), X(145,209), X(146,210), X(147,211),
+ X(148,212), X(149,213), X(150,214), X(151,215), X(152,216), X(153,217),
+ X(154,218), X(155,219), X(156,220), X(157,221), X(158,222), X(159,223),
+ X(160,224), X(161,225), X(162,226), X(163,227), X(164,228), X(165,229),
+ X(166,230), X(167,231), X(168,232), X(169,233), X(170,234), X(171,235),
+ X(172,236), X(173,237), X(174,238), X(175,239), X(176,240), X(177,241),
+ X(178,242), X(179,243), X(180,244), X(181,245), X(182,246), X(183,247),
+ X(184,248), X(185,249), X(186,250), X(187,251), X(188,252), X(65,129),
+ X(66,130), X(67,131), X(68,132), X(69,133), X(70,134), X(71,135), X(72,136),
+ X(73,137), X(74,138), X(75,139), X(76,140), X(77,141), X(78,142), X(79,143),
+ X(80,144), X(81,145), X(82,146), X(83,147), X(84,148), X(85,149), X(86,150),
+ X(87,151), X(88,152), X(89,153), X(90,154), X(91,155), X(92,156), X(93,157),
+ X(94,158), X(95,159), X(96,160), X(97,161), X(98,162), X(99,163), X(100,164),
+ X(101,165), X(102,166), X(103,167), X(104,168), X(105,169), X(106,170),
+ X(107,171), X(108,172), X(109,173), X(110,174), X(111,175), X(112,176),
+ X(113,177), X(114,178), X(115,179), X(116,180), X(117,181), X(118,182),
+ X(119,183), X(120,184), X(121,185), X(122,186), X(123,187), X(124,188),
+ X(125,189), X(126,190), X(127,191), X(128,192), X(1,33), X(2,34), X(3,35),
+ X(4,36), X(5,37), X(6,38), X(7,39), X(8,40), X(9,41), X(10,42), X(11,43),
+ X(12,44), X(13,45), X(14,46), X(15,47), X(16,48), X(17,49), X(18,50), X(19,51),
+ X(20,52), X(21,53), X(22,54), X(23,55), X(24,56), X(25,57), X(26,58), X(27,59),
+ X(28,60), X(29,61), X(30,62), X(31,63), X(32,64), X(65,97), X(66,98), X(67,99),
+ X(68,100), X(69,101), X(70,102), X(71,103), X(72,104), X(73,105), X(74,106),
+ X(75,107), X(76,108), X(77,109), X(78,110), X(79,111), X(80,112), X(81,113),
+ X(82,114), X(83,115), X(84,116), X(85,117), X(86,118), X(87,119), X(88,120),
+ X(89,121), X(90,122), X(91,123), X(92,124), X(93,125), X(94,126), X(95,127),
+ X(96,128), X(129,161), X(130,162), X(131,163), X(132,164), X(133,165),
+ X(134,166), X(135,167), X(136,168), X(137,169), X(138,170), X(139,171),
+ X(140,172), X(141,173), X(142,174), X(143,175), X(144,176), X(145,177),
+ X(146,178), X(147,179), X(148,180), X(149,181), X(150,182), X(151,183),
+ X(152,184), X(153,185), X(154,186), X(155,187), X(156,188), X(157,189),
+ X(158,190), X(159,191), X(160,192), X(193,225), X(194,226), X(195,227),
+ X(196,228), X(197,229), X(198,230), X(199,231), X(200,232), X(201,233),
+ X(202,234), X(203,235), X(204,236), X(205,237), X(206,238), X(207,239),
+ X(208,240), X(209,241), X(210,242), X(211,243), X(212,244), X(213,245),
+ X(214,246), X(215,247), X(216,248), X(217,249), X(218,250), X(219,251),
+ X(220,252), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(165,197), X(166,198), X(167,199), X(168,200), X(169,201), X(170,202),
+ X(171,203), X(172,204), X(173,205), X(174,206), X(175,207), X(176,208),
+ X(177,209), X(178,210), X(179,211), X(180,212), X(181,213), X(182,214),
+ X(183,215), X(184,216), X(185,217), X(186,218), X(187,219), X(188,220),
+ X(189,221), X(190,222), X(191,223), X(192,224), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(193,209), X(194,210),
+ X(195,211), X(196,212), X(197,213), X(198,214), X(199,215), X(200,216),
+ X(201,217), X(202,218), X(203,219), X(204,220), X(205,221), X(206,222),
+ X(207,223), X(208,224), X(225,241), X(226,242), X(227,243), X(228,244),
+ X(229,245), X(230,246), X(231,247), X(232,248), X(233,249), X(234,250),
+ X(235,251), X(236,252), X(17,129), X(18,130), X(19,131), X(20,132), X(21,133),
+ X(22,134), X(23,135), X(24,136), X(25,137), X(26,138), X(27,139), X(28,140),
+ X(29,141), X(30,142), X(31,143), X(32,144), X(49,161), X(50,162), X(51,163),
+ X(52,164), X(53,165), X(54,166), X(55,167), X(56,168), X(57,169), X(58,170),
+ X(59,171), X(60,172), X(61,173), X(62,174), X(63,175), X(64,176), X(81,193),
+ X(82,194), X(83,195), X(84,196), X(85,197), X(86,198), X(87,199), X(88,200),
+ X(89,201), X(90,202), X(91,203), X(92,204), X(93,205), X(94,206), X(95,207),
+ X(96,208), X(113,225), X(114,226), X(115,227), X(116,228), X(117,229),
+ X(118,230), X(119,231), X(120,232), X(121,233), X(122,234), X(123,235),
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+ X(178,209), X(180,211), X(182,213), X(184,215), X(186,217), X(188,219),
+ X(190,221), X(192,223), X(194,225), X(196,227), X(198,229), X(200,231),
+ X(202,233), X(204,235), X(206,237), X(208,239), X(210,241), X(212,243),
+ X(214,245), X(216,247), X(218,249), X(220,251), X(2,17), X(4,19), X(6,21),
+ X(8,23), X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37),
+ X(24,39), X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53),
+ X(40,55), X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69),
+ X(56,71), X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85),
+ X(72,87), X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99),
+ X(86,101), X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113),
+ X(100,115), X(102,117), X(104,119), X(106,121), X(108,123), X(110,125),
+ X(112,127), X(114,129), X(116,131), X(118,133), X(120,135), X(122,137),
+ X(124,139), X(126,141), X(128,143), X(130,145), X(132,147), X(134,149),
+ X(136,151), X(138,153), X(140,155), X(142,157), X(144,159), X(146,161),
+ X(148,163), X(150,165), X(152,167), X(154,169), X(156,171), X(158,173),
+ X(160,175), X(162,177), X(164,179), X(166,181), X(168,183), X(170,185),
+ X(172,187), X(174,189), X(176,191), X(178,193), X(180,195), X(182,197),
+ X(184,199), X(186,201), X(188,203), X(190,205), X(192,207), X(194,209),
+ X(196,211), X(198,213), X(200,215), X(202,217), X(204,219), X(206,221),
+ X(208,223), X(210,225), X(212,227), X(214,229), X(216,231), X(218,233),
+ X(220,235), X(222,237), X(224,239), X(226,241), X(228,243), X(230,245),
+ X(232,247), X(234,249), X(236,251), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(156,163), X(158,165), X(160,167), X(162,169),
+ X(164,171), X(166,173), X(168,175), X(170,177), X(172,179), X(174,181),
+ X(176,183), X(178,185), X(180,187), X(182,189), X(184,191), X(186,193),
+ X(188,195), X(190,197), X(192,199), X(194,201), X(196,203), X(198,205),
+ X(200,207), X(202,209), X(204,211), X(206,213), X(208,215), X(210,217),
+ X(212,219), X(214,221), X(216,223), X(218,225), X(220,227), X(222,229),
+ X(224,231), X(226,233), X(228,235), X(230,237), X(232,239), X(234,241),
+ X(236,243), X(238,245), X(240,247), X(242,249), X(244,251), X(2,5), X(4,7),
+ X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21), X(20,23),
+ X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37), X(36,39),
+ X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53), X(52,55),
+ X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69), X(68,71),
+ X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85), X(84,87),
+ X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99), X(98,101),
+ X(100,103), X(102,105), X(104,107), X(106,109), X(108,111), X(110,113),
+ X(112,115), X(114,117), X(116,119), X(118,121), X(120,123), X(122,125),
+ X(124,127), X(126,129), X(128,131), X(130,133), X(132,135), X(134,137),
+ X(136,139), X(138,141), X(140,143), X(142,145), X(144,147), X(146,149),
+ X(148,151), X(150,153), X(152,155), X(154,157), X(156,159), X(158,161),
+ X(160,163), X(162,165), X(164,167), X(166,169), X(168,171), X(170,173),
+ X(172,175), X(174,177), X(176,179), X(178,181), X(180,183), X(182,185),
+ X(184,187), X(186,189), X(188,191), X(190,193), X(192,195), X(194,197),
+ X(196,199), X(198,201), X(200,203), X(202,205), X(204,207), X(206,209),
+ X(208,211), X(210,213), X(212,215), X(214,217), X(216,219), X(218,221),
+ X(220,223), X(222,225), X(224,227), X(226,229), X(228,231), X(230,233),
+ X(232,235), X(234,237), X(236,239), X(238,241), X(240,243), X(242,245),
+ X(244,247), X(246,249), X(248,251), X(2,3), X(4,5), X(6,7), X(8,9), X(10,11),
+ X(12,13), X(14,15), X(16,17), X(18,19), X(20,21), X(22,23), X(24,25), X(26,27),
+ X(28,29), X(30,31), X(32,33), X(34,35), X(36,37), X(38,39), X(40,41), X(42,43),
+ X(44,45), X(46,47), X(48,49), X(50,51), X(52,53), X(54,55), X(56,57), X(58,59),
+ X(60,61), X(62,63), X(64,65), X(66,67), X(68,69), X(70,71), X(72,73), X(74,75),
+ X(76,77), X(78,79), X(80,81), X(82,83), X(84,85), X(86,87), X(88,89), X(90,91),
+ X(92,93), X(94,95), X(96,97), X(98,99), X(100,101), X(102,103), X(104,105),
+ X(106,107), X(108,109), X(110,111), X(112,113), X(114,115), X(116,117),
+ X(118,119), X(120,121), X(122,123), X(124,125), X(126,127), X(128,129),
+ X(130,131), X(132,133), X(134,135), X(136,137), X(138,139), X(140,141),
+ X(142,143), X(144,145), X(146,147), X(148,149), X(150,151), X(152,153),
+ X(154,155), X(156,157), X(158,159), X(160,161), X(162,163), X(164,165),
+ X(166,167), X(168,169), X(170,171), X(172,173), X(174,175), X(176,177),
+ X(178,179), X(180,181), X(182,183), X(184,185), X(186,187), X(188,189),
+ X(190,191), X(192,193), X(194,195), X(196,197), X(198,199), X(200,201),
+ X(202,203), X(204,205), X(206,207), X(208,209), X(210,211), X(212,213),
+ X(214,215), X(216,217), X(218,219), X(220,221), X(222,223), X(224,225),
+ X(226,227), X(228,229), X(230,231), X(232,233), X(234,235), X(236,237),
+ X(238,239), X(240,241), X(242,243), X(244,245), X(246,247), X(248,249),
+ X(250,251)
+};
+S(254) = {
+ X(1,129), X(2,130), X(3,131), X(4,132), X(5,133), X(6,134), X(7,135),
+ X(8,136), X(9,137), X(10,138), X(11,139), X(12,140), X(13,141), X(14,142),
+ X(15,143), X(16,144), X(17,145), X(18,146), X(19,147), X(20,148), X(21,149),
+ X(22,150), X(23,151), X(24,152), X(25,153), X(26,154), X(27,155), X(28,156),
+ X(29,157), X(30,158), X(31,159), X(32,160), X(33,161), X(34,162), X(35,163),
+ X(36,164), X(37,165), X(38,166), X(39,167), X(40,168), X(41,169), X(42,170),
+ X(43,171), X(44,172), X(45,173), X(46,174), X(47,175), X(48,176), X(49,177),
+ X(50,178), X(51,179), X(52,180), X(53,181), X(54,182), X(55,183), X(56,184),
+ X(57,185), X(58,186), X(59,187), X(60,188), X(61,189), X(62,190), X(63,191),
+ X(64,192), X(65,193), X(66,194), X(67,195), X(68,196), X(69,197), X(70,198),
+ X(71,199), X(72,200), X(73,201), X(74,202), X(75,203), X(76,204), X(77,205),
+ X(78,206), X(79,207), X(80,208), X(81,209), X(82,210), X(83,211), X(84,212),
+ X(85,213), X(86,214), X(87,215), X(88,216), X(89,217), X(90,218), X(91,219),
+ X(92,220), X(93,221), X(94,222), X(95,223), X(96,224), X(97,225), X(98,226),
+ X(99,227), X(100,228), X(101,229), X(102,230), X(103,231), X(104,232),
+ X(105,233), X(106,234), X(107,235), X(108,236), X(109,237), X(110,238),
+ X(111,239), X(112,240), X(113,241), X(114,242), X(115,243), X(116,244),
+ X(117,245), X(118,246), X(119,247), X(120,248), X(121,249), X(122,250),
+ X(123,251), X(124,252), X(125,253), X(126,254), X(1,65), X(2,66), X(3,67),
+ X(4,68), X(5,69), X(6,70), X(7,71), X(8,72), X(9,73), X(10,74), X(11,75),
+ X(12,76), X(13,77), X(14,78), X(15,79), X(16,80), X(17,81), X(18,82), X(19,83),
+ X(20,84), X(21,85), X(22,86), X(23,87), X(24,88), X(25,89), X(26,90), X(27,91),
+ X(28,92), X(29,93), X(30,94), X(31,95), X(32,96), X(33,97), X(34,98), X(35,99),
+ X(36,100), X(37,101), X(38,102), X(39,103), X(40,104), X(41,105), X(42,106),
+ X(43,107), X(44,108), X(45,109), X(46,110), X(47,111), X(48,112), X(49,113),
+ X(50,114), X(51,115), X(52,116), X(53,117), X(54,118), X(55,119), X(56,120),
+ X(57,121), X(58,122), X(59,123), X(60,124), X(61,125), X(62,126), X(63,127),
+ X(64,128), X(129,193), X(130,194), X(131,195), X(132,196), X(133,197),
+ X(134,198), X(135,199), X(136,200), X(137,201), X(138,202), X(139,203),
+ X(140,204), X(141,205), X(142,206), X(143,207), X(144,208), X(145,209),
+ X(146,210), X(147,211), X(148,212), X(149,213), X(150,214), X(151,215),
+ X(152,216), X(153,217), X(154,218), X(155,219), X(156,220), X(157,221),
+ X(158,222), X(159,223), X(160,224), X(161,225), X(162,226), X(163,227),
+ X(164,228), X(165,229), X(166,230), X(167,231), X(168,232), X(169,233),
+ X(170,234), X(171,235), X(172,236), X(173,237), X(174,238), X(175,239),
+ X(176,240), X(177,241), X(178,242), X(179,243), X(180,244), X(181,245),
+ X(182,246), X(183,247), X(184,248), X(185,249), X(186,250), X(187,251),
+ X(188,252), X(189,253), X(190,254), X(65,129), X(66,130), X(67,131), X(68,132),
+ X(69,133), X(70,134), X(71,135), X(72,136), X(73,137), X(74,138), X(75,139),
+ X(76,140), X(77,141), X(78,142), X(79,143), X(80,144), X(81,145), X(82,146),
+ X(83,147), X(84,148), X(85,149), X(86,150), X(87,151), X(88,152), X(89,153),
+ X(90,154), X(91,155), X(92,156), X(93,157), X(94,158), X(95,159), X(96,160),
+ X(97,161), X(98,162), X(99,163), X(100,164), X(101,165), X(102,166),
+ X(103,167), X(104,168), X(105,169), X(106,170), X(107,171), X(108,172),
+ X(109,173), X(110,174), X(111,175), X(112,176), X(113,177), X(114,178),
+ X(115,179), X(116,180), X(117,181), X(118,182), X(119,183), X(120,184),
+ X(121,185), X(122,186), X(123,187), X(124,188), X(125,189), X(126,190),
+ X(127,191), X(128,192), X(1,33), X(2,34), X(3,35), X(4,36), X(5,37), X(6,38),
+ X(7,39), X(8,40), X(9,41), X(10,42), X(11,43), X(12,44), X(13,45), X(14,46),
+ X(15,47), X(16,48), X(17,49), X(18,50), X(19,51), X(20,52), X(21,53), X(22,54),
+ X(23,55), X(24,56), X(25,57), X(26,58), X(27,59), X(28,60), X(29,61), X(30,62),
+ X(31,63), X(32,64), X(65,97), X(66,98), X(67,99), X(68,100), X(69,101),
+ X(70,102), X(71,103), X(72,104), X(73,105), X(74,106), X(75,107), X(76,108),
+ X(77,109), X(78,110), X(79,111), X(80,112), X(81,113), X(82,114), X(83,115),
+ X(84,116), X(85,117), X(86,118), X(87,119), X(88,120), X(89,121), X(90,122),
+ X(91,123), X(92,124), X(93,125), X(94,126), X(95,127), X(96,128), X(129,161),
+ X(130,162), X(131,163), X(132,164), X(133,165), X(134,166), X(135,167),
+ X(136,168), X(137,169), X(138,170), X(139,171), X(140,172), X(141,173),
+ X(142,174), X(143,175), X(144,176), X(145,177), X(146,178), X(147,179),
+ X(148,180), X(149,181), X(150,182), X(151,183), X(152,184), X(153,185),
+ X(154,186), X(155,187), X(156,188), X(157,189), X(158,190), X(159,191),
+ X(160,192), X(193,225), X(194,226), X(195,227), X(196,228), X(197,229),
+ X(198,230), X(199,231), X(200,232), X(201,233), X(202,234), X(203,235),
+ X(204,236), X(205,237), X(206,238), X(207,239), X(208,240), X(209,241),
+ X(210,242), X(211,243), X(212,244), X(213,245), X(214,246), X(215,247),
+ X(216,248), X(217,249), X(218,250), X(219,251), X(220,252), X(221,253),
+ X(222,254), X(33,129), X(34,130), X(35,131), X(36,132), X(37,133), X(38,134),
+ X(39,135), X(40,136), X(41,137), X(42,138), X(43,139), X(44,140), X(45,141),
+ X(46,142), X(47,143), X(48,144), X(49,145), X(50,146), X(51,147), X(52,148),
+ X(53,149), X(54,150), X(55,151), X(56,152), X(57,153), X(58,154), X(59,155),
+ X(60,156), X(61,157), X(62,158), X(63,159), X(64,160), X(97,193), X(98,194),
+ X(99,195), X(100,196), X(101,197), X(102,198), X(103,199), X(104,200),
+ X(105,201), X(106,202), X(107,203), X(108,204), X(109,205), X(110,206),
+ X(111,207), X(112,208), X(113,209), X(114,210), X(115,211), X(116,212),
+ X(117,213), X(118,214), X(119,215), X(120,216), X(121,217), X(122,218),
+ X(123,219), X(124,220), X(125,221), X(126,222), X(127,223), X(128,224),
+ X(33,65), X(34,66), X(35,67), X(36,68), X(37,69), X(38,70), X(39,71), X(40,72),
+ X(41,73), X(42,74), X(43,75), X(44,76), X(45,77), X(46,78), X(47,79), X(48,80),
+ X(49,81), X(50,82), X(51,83), X(52,84), X(53,85), X(54,86), X(55,87), X(56,88),
+ X(57,89), X(58,90), X(59,91), X(60,92), X(61,93), X(62,94), X(63,95), X(64,96),
+ X(97,129), X(98,130), X(99,131), X(100,132), X(101,133), X(102,134),
+ X(103,135), X(104,136), X(105,137), X(106,138), X(107,139), X(108,140),
+ X(109,141), X(110,142), X(111,143), X(112,144), X(113,145), X(114,146),
+ X(115,147), X(116,148), X(117,149), X(118,150), X(119,151), X(120,152),
+ X(121,153), X(122,154), X(123,155), X(124,156), X(125,157), X(126,158),
+ X(127,159), X(128,160), X(161,193), X(162,194), X(163,195), X(164,196),
+ X(165,197), X(166,198), X(167,199), X(168,200), X(169,201), X(170,202),
+ X(171,203), X(172,204), X(173,205), X(174,206), X(175,207), X(176,208),
+ X(177,209), X(178,210), X(179,211), X(180,212), X(181,213), X(182,214),
+ X(183,215), X(184,216), X(185,217), X(186,218), X(187,219), X(188,220),
+ X(189,221), X(190,222), X(191,223), X(192,224), X(1,17), X(2,18), X(3,19),
+ X(4,20), X(5,21), X(6,22), X(7,23), X(8,24), X(9,25), X(10,26), X(11,27),
+ X(12,28), X(13,29), X(14,30), X(15,31), X(16,32), X(33,49), X(34,50), X(35,51),
+ X(36,52), X(37,53), X(38,54), X(39,55), X(40,56), X(41,57), X(42,58), X(43,59),
+ X(44,60), X(45,61), X(46,62), X(47,63), X(48,64), X(65,81), X(66,82), X(67,83),
+ X(68,84), X(69,85), X(70,86), X(71,87), X(72,88), X(73,89), X(74,90), X(75,91),
+ X(76,92), X(77,93), X(78,94), X(79,95), X(80,96), X(97,113), X(98,114),
+ X(99,115), X(100,116), X(101,117), X(102,118), X(103,119), X(104,120),
+ X(105,121), X(106,122), X(107,123), X(108,124), X(109,125), X(110,126),
+ X(111,127), X(112,128), X(129,145), X(130,146), X(131,147), X(132,148),
+ X(133,149), X(134,150), X(135,151), X(136,152), X(137,153), X(138,154),
+ X(139,155), X(140,156), X(141,157), X(142,158), X(143,159), X(144,160),
+ X(161,177), X(162,178), X(163,179), X(164,180), X(165,181), X(166,182),
+ X(167,183), X(168,184), X(169,185), X(170,186), X(171,187), X(172,188),
+ X(173,189), X(174,190), X(175,191), X(176,192), X(193,209), X(194,210),
+ X(195,211), X(196,212), X(197,213), X(198,214), X(199,215), X(200,216),
+ X(201,217), X(202,218), X(203,219), X(204,220), X(205,221), X(206,222),
+ X(207,223), X(208,224), X(225,241), X(226,242), X(227,243), X(228,244),
+ X(229,245), X(230,246), X(231,247), X(232,248), X(233,249), X(234,250),
+ X(235,251), X(236,252), X(237,253), X(238,254), X(17,129), X(18,130),
+ X(19,131), X(20,132), X(21,133), X(22,134), X(23,135), X(24,136), X(25,137),
+ X(26,138), X(27,139), X(28,140), X(29,141), X(30,142), X(31,143), X(32,144),
+ X(49,161), X(50,162), X(51,163), X(52,164), X(53,165), X(54,166), X(55,167),
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+ X(56,87), X(58,89), X(60,91), X(62,93), X(64,95), X(66,97), X(68,99),
+ X(70,101), X(72,103), X(74,105), X(76,107), X(78,109), X(80,111), X(82,113),
+ X(84,115), X(86,117), X(88,119), X(90,121), X(92,123), X(94,125), X(96,127),
+ X(98,129), X(100,131), X(102,133), X(104,135), X(106,137), X(108,139),
+ X(110,141), X(112,143), X(114,145), X(116,147), X(118,149), X(120,151),
+ X(122,153), X(124,155), X(126,157), X(128,159), X(130,161), X(132,163),
+ X(134,165), X(136,167), X(138,169), X(140,171), X(142,173), X(144,175),
+ X(146,177), X(148,179), X(150,181), X(152,183), X(154,185), X(156,187),
+ X(158,189), X(160,191), X(162,193), X(164,195), X(166,197), X(168,199),
+ X(170,201), X(172,203), X(174,205), X(176,207), X(178,209), X(180,211),
+ X(182,213), X(184,215), X(186,217), X(188,219), X(190,221), X(192,223),
+ X(194,225), X(196,227), X(198,229), X(200,231), X(202,233), X(204,235),
+ X(206,237), X(208,239), X(210,241), X(212,243), X(214,245), X(216,247),
+ X(218,249), X(220,251), X(222,253), X(2,17), X(4,19), X(6,21), X(8,23),
+ X(10,25), X(12,27), X(14,29), X(16,31), X(18,33), X(20,35), X(22,37), X(24,39),
+ X(26,41), X(28,43), X(30,45), X(32,47), X(34,49), X(36,51), X(38,53), X(40,55),
+ X(42,57), X(44,59), X(46,61), X(48,63), X(50,65), X(52,67), X(54,69), X(56,71),
+ X(58,73), X(60,75), X(62,77), X(64,79), X(66,81), X(68,83), X(70,85), X(72,87),
+ X(74,89), X(76,91), X(78,93), X(80,95), X(82,97), X(84,99), X(86,101),
+ X(88,103), X(90,105), X(92,107), X(94,109), X(96,111), X(98,113), X(100,115),
+ X(102,117), X(104,119), X(106,121), X(108,123), X(110,125), X(112,127),
+ X(114,129), X(116,131), X(118,133), X(120,135), X(122,137), X(124,139),
+ X(126,141), X(128,143), X(130,145), X(132,147), X(134,149), X(136,151),
+ X(138,153), X(140,155), X(142,157), X(144,159), X(146,161), X(148,163),
+ X(150,165), X(152,167), X(154,169), X(156,171), X(158,173), X(160,175),
+ X(162,177), X(164,179), X(166,181), X(168,183), X(170,185), X(172,187),
+ X(174,189), X(176,191), X(178,193), X(180,195), X(182,197), X(184,199),
+ X(186,201), X(188,203), X(190,205), X(192,207), X(194,209), X(196,211),
+ X(198,213), X(200,215), X(202,217), X(204,219), X(206,221), X(208,223),
+ X(210,225), X(212,227), X(214,229), X(216,231), X(218,233), X(220,235),
+ X(222,237), X(224,239), X(226,241), X(228,243), X(230,245), X(232,247),
+ X(234,249), X(236,251), X(238,253), X(2,9), X(4,11), X(6,13), X(8,15),
+ X(10,17), X(12,19), X(14,21), X(16,23), X(18,25), X(20,27), X(22,29), X(24,31),
+ X(26,33), X(28,35), X(30,37), X(32,39), X(34,41), X(36,43), X(38,45), X(40,47),
+ X(42,49), X(44,51), X(46,53), X(48,55), X(50,57), X(52,59), X(54,61), X(56,63),
+ X(58,65), X(60,67), X(62,69), X(64,71), X(66,73), X(68,75), X(70,77), X(72,79),
+ X(74,81), X(76,83), X(78,85), X(80,87), X(82,89), X(84,91), X(86,93), X(88,95),
+ X(90,97), X(92,99), X(94,101), X(96,103), X(98,105), X(100,107), X(102,109),
+ X(104,111), X(106,113), X(108,115), X(110,117), X(112,119), X(114,121),
+ X(116,123), X(118,125), X(120,127), X(122,129), X(124,131), X(126,133),
+ X(128,135), X(130,137), X(132,139), X(134,141), X(136,143), X(138,145),
+ X(140,147), X(142,149), X(144,151), X(146,153), X(148,155), X(150,157),
+ X(152,159), X(154,161), X(156,163), X(158,165), X(160,167), X(162,169),
+ X(164,171), X(166,173), X(168,175), X(170,177), X(172,179), X(174,181),
+ X(176,183), X(178,185), X(180,187), X(182,189), X(184,191), X(186,193),
+ X(188,195), X(190,197), X(192,199), X(194,201), X(196,203), X(198,205),
+ X(200,207), X(202,209), X(204,211), X(206,213), X(208,215), X(210,217),
+ X(212,219), X(214,221), X(216,223), X(218,225), X(220,227), X(222,229),
+ X(224,231), X(226,233), X(228,235), X(230,237), X(232,239), X(234,241),
+ X(236,243), X(238,245), X(240,247), X(242,249), X(244,251), X(246,253), X(2,5),
+ X(4,7), X(6,9), X(8,11), X(10,13), X(12,15), X(14,17), X(16,19), X(18,21),
+ X(20,23), X(22,25), X(24,27), X(26,29), X(28,31), X(30,33), X(32,35), X(34,37),
+ X(36,39), X(38,41), X(40,43), X(42,45), X(44,47), X(46,49), X(48,51), X(50,53),
+ X(52,55), X(54,57), X(56,59), X(58,61), X(60,63), X(62,65), X(64,67), X(66,69),
+ X(68,71), X(70,73), X(72,75), X(74,77), X(76,79), X(78,81), X(80,83), X(82,85),
+ X(84,87), X(86,89), X(88,91), X(90,93), X(92,95), X(94,97), X(96,99),
+ X(98,101), X(100,103), X(102,105), X(104,107), X(106,109), X(108,111),
+ X(110,113), X(112,115), X(114,117), X(116,119), X(118,121), X(120,123),
+ X(122,125), X(124,127), X(126,129), X(128,131), X(130,133), X(132,135),
+ X(134,137), X(136,139), X(138,141), X(140,143), X(142,145), X(144,147),
+ X(146,149), X(148,151), X(150,153), X(152,155), X(154,157), X(156,159),
+ X(158,161), X(160,163), X(162,165), X(164,167), X(166,169), X(168,171),
+ X(170,173), X(172,175), X(174,177), X(176,179), X(178,181), X(180,183),
+ X(182,185), X(184,187), X(186,189), X(188,191), X(190,193), X(192,195),
+ X(194,197), X(196,199), X(198,201), X(200,203), X(202,205), X(204,207),
+ X(206,209), X(208,211), X(210,213), X(212,215), X(214,217), X(216,219),
+ X(218,221), X(220,223), X(222,225), X(224,227), X(226,229), X(228,231),
+ X(230,233), X(232,235), X(234,237), X(236,239), X(238,241), X(240,243),
+ X(242,245), X(244,247), X(246,249), X(248,251), X(250,253), X(2,3), X(4,5),
+ X(6,7), X(8,9), X(10,11), X(12,13), X(14,15), X(16,17), X(18,19), X(20,21),
+ X(22,23), X(24,25), X(26,27), X(28,29), X(30,31), X(32,33), X(34,35), X(36,37),
+ X(38,39), X(40,41), X(42,43), X(44,45), X(46,47), X(48,49), X(50,51), X(52,53),
+ X(54,55), X(56,57), X(58,59), X(60,61), X(62,63), X(64,65), X(66,67), X(68,69),
+ X(70,71), X(72,73), X(74,75), X(76,77), X(78,79), X(80,81), X(82,83), X(84,85),
+ X(86,87), X(88,89), X(90,91), X(92,93), X(94,95), X(96,97), X(98,99),
+ X(100,101), X(102,103), X(104,105), X(106,107), X(108,109), X(110,111),
+ X(112,113), X(114,115), X(116,117), X(118,119), X(120,121), X(122,123),
+ X(124,125), X(126,127), X(128,129), X(130,131), X(132,133), X(134,135),
+ X(136,137), X(138,139), X(140,141), X(142,143), X(144,145), X(146,147),
+ X(148,149), X(150,151), X(152,153), X(154,155), X(156,157), X(158,159),
+ X(160,161), X(162,163), X(164,165), X(166,167), X(168,169), X(170,171),
+ X(172,173), X(174,175), X(176,177), X(178,179), X(180,181), X(182,183),
+ X(184,185), X(186,187), X(188,189), X(190,191), X(192,193), X(194,195),
+ X(196,197), X(198,199), X(200,201), X(202,203), X(204,205), X(206,207),
+ X(208,209), X(210,211), X(212,213), X(214,215), X(216,217), X(218,219),
+ X(220,221), X(222,223), X(224,225), X(226,227), X(228,229), X(230,231),
+ X(232,233), X(234,235), X(236,237), X(238,239), X(240,241), X(242,243),
+ X(244,245), X(246,247), X(248,249), X(250,251), X(252,253)
+};
+
+//
+//
+//
+
+struct hsg_network const hsg_networks_sorting[] =
+ {
+ LS(2),
+ LS(4),
+ LS(6),
+ LS(8),
+ LS(10),
+ LS(12),
+ LS(14),
+ LS(16),
+ LS(18),
+ LS(20),
+ LS(22),
+ LS(24),
+ LS(26),
+ LS(28),
+ LS(30),
+ LS(32),
+ LS(34),
+ LS(36),
+ LS(38),
+ LS(40),
+ LS(42),
+ LS(44),
+ LS(46),
+ LS(48),
+ LS(50),
+ LS(52),
+ LS(54),
+ LS(56),
+ LS(58),
+ LS(60),
+ LS(62),
+ LS(64),
+ LS(66),
+ LS(68),
+ LS(70),
+ LS(72),
+ LS(74),
+ LS(76),
+ LS(78),
+ LS(80),
+ LS(82),
+ LS(84),
+ LS(86),
+ LS(88),
+ LS(90),
+ LS(92),
+ LS(94),
+ LS(96),
+ LS(98),
+ LS(100),
+ LS(102),
+ LS(104),
+ LS(106),
+ LS(108),
+ LS(110),
+ LS(112),
+ LS(114),
+ LS(116),
+ LS(118),
+ LS(120),
+ LS(122),
+ LS(124),
+ LS(126),
+ LS(128),
+ LS(130),
+ LS(132),
+ LS(134),
+ LS(136),
+ LS(138),
+ LS(140),
+ LS(142),
+ LS(144),
+ LS(146),
+ LS(148),
+ LS(150),
+ LS(152),
+ LS(154),
+ LS(156),
+ LS(158),
+ LS(160),
+ LS(162),
+ LS(164),
+ LS(166),
+ LS(168),
+ LS(170),
+ LS(172),
+ LS(174),
+ LS(176),
+ LS(178),
+ LS(180),
+ LS(182),
+ LS(184),
+ LS(186),
+ LS(188),
+ LS(190),
+ LS(192),
+ LS(194),
+ LS(196),
+ LS(198),
+ LS(200),
+ LS(202),
+ LS(204),
+ LS(206),
+ LS(208),
+ LS(210),
+ LS(212),
+ LS(214),
+ LS(216),
+ LS(218),
+ LS(220),
+ LS(222),
+ LS(224),
+ LS(226),
+ LS(228),
+ LS(230),
+ LS(232),
+ LS(234),
+ LS(236),
+ LS(238),
+ LS(240),
+ LS(242),
+ LS(244),
+ LS(246),
+ LS(248),
+ LS(250),
+ LS(252),
+ LS(254)
+ };
+
+//
+//
+//
diff --git a/src/compute/hs/gen/target_cuda_sm3x.c b/src/compute/hs/gen/target_cuda_sm3x.c
new file mode 100644
index 0000000..436fc5f
--- /dev/null
+++ b/src/compute/hs/gen/target_cuda_sm3x.c
@@ -0,0 +1,776 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#include <stdio.h>
+
+//
+//
+//
+
+#include "gen.h"
+#include "util.h"
+
+//
+//
+//
+
+void
+hsg_target_cuda_sm3x(struct hsg_file * const files,
+ struct hsg_merge const * const merge,
+ struct hsg_op const * const ops,
+ uint32_t const depth)
+{
+ const char* const type = (hsg_config.type.words == 2) ? "uint64_t" : "uint32_t";
+ const char* const type_max = (hsg_config.type.words == 2) ? "UINT64_MAX" : "UINT32_MAX";
+
+ switch (ops->type)
+ {
+ case HSG_OP_TYPE_END:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "}\n");
+ break;
+
+ case HSG_OP_TYPE_BEGIN:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "{\n");
+ break;
+
+ case HSG_OP_TYPE_ELSE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "else\n");
+ break;
+
+ case HSG_OP_TYPE_FILE_HEADER:
+ {
+ uint32_t const bc_min = msb_idx_u32(hsg_config.block.warps_min);
+ uint32_t const bc_max = msb_idx_u32(pow2_rd_u32(merge[0].warps));
+
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ "// \n"
+ "// Copyright 2016 Google Inc. \n"
+ "// \n"
+ "// Use of this source code is governed by a BSD-style \n"
+ "// license that can be found in the LICENSE file. \n"
+ "// \n"
+ " \n"
+ "#pragma once \n"
+ " \n"
+ "#include <stdint.h> \n"
+ " \n"
+ "#define HS_LANES_PER_WARP %u \n"
+ "#define HS_BS_WARPS_PER_BLOCK %u \n"
+ "#define HS_BC_WARPS_LOG2_MIN %u \n"
+ "#define HS_BC_WARPS_LOG2_MAX %u \n"
+ "#define HS_KEYS_PER_THREAD %u \n"
+ "#define HS_KEY_WORDS %u \n"
+ "#define HS_KEY_TYPE %s \n"
+ " \n"
+ "#include <%s_args.h> \n"
+ " \n",
+ hsg_config.warp.lanes,
+ merge->warps,
+ bc_min,
+ bc_max,
+ hsg_config.thread.regs,
+ hsg_config.type.words,
+ type,
+ files[HSG_FILE_TYPE_SOURCE].prefix);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "// -*- compile-command: \"nvcc -arch sm_52 -Xptxas=-v,-abi=no -cubin -I. %s\"; -*-\n",
+ files[HSG_FILE_TYPE_SOURCE].name);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "// \n"
+ "// Copyright 2016 Google Inc. \n"
+ "// \n"
+ "// Use of this source code is governed by a BSD-style \n"
+ "// license that can be found in the LICENSE file. \n"
+ "// \n"
+ " \n"
+ "#ifdef __cplusplus \n"
+ "extern \"C\" { \n"
+ "#endif \n"
+ " \n"
+ "#include \"%s_launcher.h\" \n"
+ " \n"
+ "#ifdef __cplusplus \n"
+ "} \n"
+ "#endif \n"
+ " \n"
+ "#include \"%s_launch_bounds.h\" \n"
+ "#include <%s_finalize.inl> \n"
+ " \n"
+ "// \n"
+ "// \n"
+ "// \n",
+ files[HSG_FILE_TYPE_HEADER].prefix,
+ files[HSG_FILE_TYPE_SOURCE].prefix,
+ files[HSG_FILE_TYPE_SOURCE].prefix);
+ }
+ break;
+
+ case HSG_OP_TYPE_FILE_FOOTER:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "// \n"
+ "// \n"
+ "// \n"
+ " \n"
+ "#include \"%s_launcher.inl\" \n"
+ " \n"
+ "// \n"
+ "// \n"
+ "// \n",
+ files[HSG_FILE_TYPE_SOURCE].prefix);
+ break;
+
+ case HSG_OP_TYPE_BS_KERNEL_PROTO:
+ {
+ const uint32_t tpb = merge->warps * hsg_config.warp.lanes;
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "extern \"C\" \n"
+ "__global__ \n"
+ "__launch_bounds__(%u,%u) \n"
+ "void \n"
+ "hs_bs_kernel(const struct hs_args args) \n",
+ tpb,1);
+ }
+ break;
+
+ case HSG_OP_TYPE_BS_KERNEL_PREAMBLE:
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "__shared__ union { \n");
+
+ for (uint32_t ii=0; ii<MERGE_LEVELS_MAX_LOG2; ii++)
+ {
+ const struct hsg_merge* const m = merge + ii;
+
+ if (m->warps < 2)
+ break;
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " %s m%u[%u][%u];\n",
+ type,
+ ii,
+ m->rows_bs,
+ m->warps * hsg_config.warp.lanes);
+ }
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " struct { \n"
+ " %s f[%u][%u]; \n"
+ " %s l[%u]; \n"
+ " }; \n",
+ type,
+ merge[0].warps,
+ hsg_config.warp.skpw_bs - 1,
+ type,
+ merge[0].warps);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "} shared; \n"
+ " \n");
+
+ const uint32_t kpw = hsg_config.warp.lanes * hsg_config.thread.regs;
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "const int32_t block_warp_idx = threadIdx.x / %u; \n"
+ "const int32_t warp_lane_idx = threadIdx.x & %u; \n"
+ "const int32_t warp_idx = blockIdx.x * %u + block_warp_idx; \n"
+ "const int32_t warp_gmem_idx = warp_idx * %u + warp_lane_idx; \n"
+ " \n"
+ "%s const * const vin_ptr = args.vin + warp_gmem_idx; \n"
+ "%s * const vout_ptr = args.vout + warp_gmem_idx; \n"
+ " \n",
+
+ hsg_config.warp.lanes,
+ hsg_config.warp.lanes - 1,
+ merge[0].warps,
+ kpw,
+ type,
+ type);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (warp_idx >= args.bs.full + args.bs.frac) \n"
+ " return; \n"
+ " \n");
+ }
+ break;
+
+ case HSG_OP_TYPE_BC_KERNEL_PROTO:
+ {
+ uint32_t const bc_warps = merge[ops->a].warps;
+ uint32_t const tpb = bc_warps * hsg_config.warp.lanes;
+ uint32_t const bpm = hsg_config.block.warps_max / bc_warps;
+ uint32_t const msb = msb_idx_u32(bc_warps);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "extern \"C\" \n"
+ "__global__ \n"
+ "__launch_bounds__(%u,%u) \n"
+ "void \n"
+ "hs_bc_%u_kernel(const struct hs_args args) \n",
+ tpb,bpm,
+ msb);
+ }
+ break;
+
+ case HSG_OP_TYPE_BC_KERNEL_PREAMBLE:
+ {
+ const struct hsg_merge* const m = merge + ops->a;
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "__shared__ union { \n");
+
+ if (m->warps >= 2)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " %s m%u[%u][%u]; \n",
+ type,
+ ops->a,
+ m->rows_bc,
+ m->warps * hsg_config.warp.lanes);
+ }
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " struct { \n"
+ " %s f[%u][%u]; \n"
+ " %s l[%u]; \n"
+ " }; \n"
+ "} shared; \n"
+ " \n",
+ type,m->warps,m->skpw_bc - 1,
+ type,m->warps);
+
+ const uint32_t kpw = hsg_config.warp.lanes * hsg_config.thread.regs;
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "const int32_t block_warp_idx = threadIdx.x / %u; \n"
+ "const int32_t warp_lane_idx = threadIdx.x & %u; \n"
+ "const int32_t warp_gmem_base = blockIdx.x * %u * %u + warp_lane_idx; \n"
+ "const int32_t warp_gmem_idx = warp_gmem_base + block_warp_idx * %u; \n"
+ " \n"
+ "%s * const vout_ptr = args.vout + warp_gmem_idx; \n"
+ " \n",
+ hsg_config.warp.lanes,
+ hsg_config.warp.lanes - 1,
+ m->warps,kpw,
+ kpw,
+ type);
+
+#if 0
+ //
+ // NO LONGER NEED THIS TEST
+ //
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (warp_idx >= args.bc.full) \n"
+ " return; \n"
+ " \n");
+#endif
+ }
+ break;
+
+ case HSG_OP_TYPE_FM_KERNEL_PROTO:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "#define HS_FM_WARPS_LOG2_%u %u \n"
+ "extern \"C\" \n"
+ "__global__ \n"
+ "HS_FM_LAUNCH_BOUNDS_%u \n"
+ "void \n"
+ "hs_fm_%u_kernel(const struct hs_args args) \n",
+ ops->a,
+ ops->b,
+ ops->a - ops->b,
+ ops->a);
+ break;
+
+ case HSG_OP_TYPE_FM_KERNEL_PREAMBLE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "const int32_t warp_idx = (blockDim.x * blockIdx.x + threadIdx.x) / %u; \n"
+ "const int32_t warp_lane_idx = threadIdx.x & %u; \n"
+ " \n"
+ "const int32_t merge_idx = warp_idx / %u >> %u; \n"
+ " \n"
+ "const int32_t merge_stride = %u * %u << %u; \n"
+ "const int32_t merge_keys = merge_stride * %u; \n"
+ " \n"
+ "const int32_t merge_base = merge_idx * merge_keys; \n"
+ " \n"
+ "const int32_t merge_l_off = (warp_idx - merge_idx * (%u << %u)) * %u + warp_lane_idx; \n"
+ "const int32_t merge_l_end = merge_l_off + merge_stride * (%u / 2 - 1); \n"
+ "%s * const merge_l = args.vout + merge_base + merge_l_off; \n"
+ " \n"
+ "const int32_t merge_r_off = merge_keys - merge_l_end - 1; \n"
+ "%s * const merge_r = args.vout + merge_base + merge_r_off; \n"
+ " \n",
+ hsg_config.warp.lanes,
+ hsg_config.warp.lanes-1,
+ hsg_config.thread.regs,ops->b,
+ hsg_config.thread.regs,hsg_config.warp.lanes,ops->b,
+ ops->a,
+ hsg_config.thread.regs,ops->b,hsg_config.warp.lanes,
+ ops->a,
+ type,
+ type);
+ break;
+
+ case HSG_OP_TYPE_HM_KERNEL_PROTO:
+ {
+ const uint32_t bc_max = msb_idx_u32(pow2_rd_u32(merge[0].warps));
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "#define HS_HM_WARPS_LOG2_%u %u \n"
+ "extern \"C\" \n"
+ "__global__ \n"
+ "HS_HM_LAUNCH_BOUNDS_%u \n"
+ "void \n"
+ "hs_hm_%u_kernel(const struct hs_args args) \n",
+ ops->a,
+ ops->b,
+ ops->a - ops->b - bc_max,
+ ops->a);
+ }
+ break;
+
+ case HSG_OP_TYPE_HM_KERNEL_PREAMBLE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "const int32_t warp_idx = (blockDim.x * blockIdx.x + threadIdx.x) / %u; \n"
+ "const int32_t warp_lane_idx = threadIdx.x & %u; \n"
+ " \n"
+ "const int32_t merge_idx = (warp_idx / %u) >> %u; \n"
+ " \n"
+ "const int32_t merge_stride = %u * %u << %u; \n"
+ "const int32_t merge_keys = merge_stride * %u; \n"
+ " \n"
+ "const int32_t merge_base = merge_idx * merge_keys; \n"
+ " \n"
+ "const int32_t merge_off = (warp_idx - merge_idx * (%u << %u)) * %u; \n"
+ "%s * const merge_ptr = args.vout + merge_base + merge_off + warp_lane_idx; \n"
+ " \n",
+ hsg_config.warp.lanes,
+ hsg_config.warp.lanes-1,
+ hsg_config.thread.regs,ops->b,
+ hsg_config.thread.regs,hsg_config.warp.lanes,ops->b,
+ ops->a,
+ hsg_config.thread.regs,ops->b,hsg_config.warp.lanes,
+ type);
+ break;
+
+ case HSG_OP_TYPE_BX_REG_GLOBAL_LOAD:
+ {
+ static const char* const vstr[] = { "vin_ptr", "vout_ptr" };
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s r%-3u = %s[%-3u * %u]; \n",
+ type,ops->n,vstr[ops->v],ops->n-1,hsg_config.warp.lanes);
+ }
+ break;
+
+ case HSG_OP_TYPE_BX_REG_GLOBAL_STORE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "vout_ptr[%-3u * %u] = r%u; \n",
+ ops->n-1,hsg_config.warp.lanes,ops->n);
+ break;
+
+#if 0
+ case HSG_OP_TYPE_BX_WARP_STORE_PRED:
+ if (ops->a == 1)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (!args.is_final) \n");
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (blockIdx.x * %u + block_warp_idx >= args.bx.ru) \n"
+ "{ \n"
+ " return; \n"
+ "} \n"
+ "else if (!args.is_final) \n",
+ ops->a);
+ }
+ break;
+#endif
+
+ case HSG_OP_TYPE_HM_REG_GLOBAL_LOAD:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s r%-3u = merge_ptr[%-3u * merge_stride];\n",
+ type,ops->a,ops->b);
+ break;
+
+ case HSG_OP_TYPE_HM_REG_GLOBAL_STORE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "merge_ptr[%-3u * merge_stride] = r%u;\n",
+ ops->b,ops->a);
+ break;
+
+ case HSG_OP_TYPE_FM_REG_GLOBAL_LOAD_LEFT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s r%-3u = merge_l[%-3u * merge_stride];\n",
+ type,ops->a,ops->b);
+ break;
+
+ case HSG_OP_TYPE_FM_REG_GLOBAL_STORE_LEFT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "merge_l[%-3u * merge_stride] = r%u;\n",
+ ops->b,ops->a);
+ break;
+
+ case HSG_OP_TYPE_FM_REG_GLOBAL_LOAD_RIGHT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s r%-3u = merge_r[%-3u * merge_stride];\n",
+ type,ops->a,ops->b);
+ break;
+
+ case HSG_OP_TYPE_FM_REG_GLOBAL_STORE_RIGHT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "merge_r[%-3u * merge_stride] = r%u;\n",
+ ops->b,ops->a);
+ break;
+
+ case HSG_OP_TYPE_WARP_FLIP:
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "const int32_t flip_lane_mask = %u; \n"
+ "const int32_t flip_lane_idx = warp_lane_idx ^ flip_lane_mask; \n"
+ "const bool t_lt = warp_lane_idx < flip_lane_idx; \n",
+ ops->n-1);
+ }
+ break;
+
+ case HSG_OP_TYPE_WARP_HALF:
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "const int32_t half_lane_mask = %u; \n"
+ "const int32_t half_lane_idx = warp_lane_idx ^ half_lane_mask; \n"
+ "const bool t_lt = warp_lane_idx < half_lane_idx; \n",
+ ops->n / 2);
+ }
+ break;
+
+ case HSG_OP_TYPE_CMP_FLIP:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_CMP_FLIP(r%-3u,r%-3u,r%-3u)\n",ops->a,ops->b,ops->c);
+ break;
+
+ case HSG_OP_TYPE_CMP_HALF:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_CMP_HALF(r%-3u,r%-3u)\n",ops->a,ops->b);
+ break;
+
+ case HSG_OP_TYPE_CMP_XCHG:
+ if (ops->c == UINT32_MAX)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_CMP_XCHG(r%-3u,r%-3u)\n",
+ ops->a,ops->b);
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_CMP_XCHG(r%u_%u,r%u_%u)\n",
+ ops->c,ops->a,ops->c,ops->b);
+ }
+ break;
+
+ case HSG_OP_TYPE_BS_REG_SHARED_STORE_V:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "smem_v[%-3u * %-2u * %-3u] = r%u;\n",
+ ops->a,hsg_config.warp.lanes,ops->c,ops->b);
+ break;
+
+ case HSG_OP_TYPE_BS_REG_SHARED_LOAD_V:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "r%-3u = smem_v[%-3u * %-2u * %-3u];\n",
+ ops->b,ops->a,hsg_config.warp.lanes,ops->c);
+ break;
+
+ case HSG_OP_TYPE_BC_REG_SHARED_LOAD_V:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s r%-3u = smem_v[%-3u * %-2u * %-3u];\n",
+ type,ops->b,ops->a,hsg_config.warp.lanes,ops->c);
+ break;
+
+ case HSG_OP_TYPE_BX_REG_SHARED_STORE_LEFT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "smem_l[%5u] = r%u_%u;\n",
+ ops->b * hsg_config.warp.lanes,
+ ops->c,
+ ops->a);
+ break;
+
+ case HSG_OP_TYPE_BS_REG_SHARED_STORE_RIGHT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "smem_r[%5u] = r%u_%u;\n",
+ ops->b * hsg_config.warp.lanes,
+ ops->c,
+ ops->a);
+ break;
+
+ case HSG_OP_TYPE_BS_REG_SHARED_LOAD_LEFT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s r%u_%-3u = smem_l[%u];\n",
+ type,
+ ops->c,
+ ops->a,
+ ops->b * hsg_config.warp.lanes);
+ break;
+
+ case HSG_OP_TYPE_BS_REG_SHARED_LOAD_RIGHT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s r%u_%-3u = smem_r[%u];\n",
+ type,
+ ops->c,
+ ops->a,
+ ops->b * hsg_config.warp.lanes);
+ break;
+
+ case HSG_OP_TYPE_BC_REG_GLOBAL_LOAD_LEFT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s r%u_%-3u = gmem_l[%u];\n",
+ type,
+ ops->c,
+ ops->a,
+ ops->b * hsg_config.warp.lanes);
+ break;
+
+#if 0
+ case HSG_OP_TYPE_REG_F_PREAMBLE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s* const f_%u_smem_st_ptr = &shared.f[block_warp_idx]",
+ type,
+ ops->a);
+
+ if (ops->a >= (int32_t)hsg_config.warp.lanes)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "[warp_lane_idx * %u];\n",
+ (ops->a / hsg_config.warp.lanes) * hsg_config.warp.lanes + 1);
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "[(warp_lane_idx & 0x%X) * %u + (warp_lane_idx & ~0x%X)];\n",
+ ops->a-1,
+ hsg_config.warp.lanes + 1,
+ ops->a-1);
+ }
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "const %s* const f_%u_smem_ld_ptr = &shared.f[block_warp_idx][warp_lane_idx];\n",
+ type,
+ ops->a);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s* const f_%u_gmem_st_ptr = args.vout + warp_gmem_idx",
+ type,
+ ops->a);
+
+ if (ops->a >= (int32_t)hsg_config.warp.lanes)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,";\n");
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " - warp_lane_idx + (warp_lane_idx & ~0x%X) * %u + (warp_lane_idx & 0x%X);\n",
+ ops->a-1,
+ hsg_config.thread.regs,
+ ops->a-1);
+ }
+ break;
+
+ case HSG_OP_TYPE_REG_SHARED_STORE_F:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "f_%u_smem_st_ptr[%-3u] = r%u;\n",
+ ops->c,
+ ops->b,
+ ops->a);
+ break;
+
+ case HSG_OP_TYPE_REG_SHARED_LOAD_F:
+ if (ops->c >= (int32_t)hsg_config.warp.lanes)
+ {
+ uint32_t const adjacent = ops->c / hsg_config.warp.lanes;
+ uint32_t const stride = adjacent * hsg_config.warp.lanes + 1;
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "r%-3u = f_%u_smem_ld_ptr[%-3u];\n",
+ ops->a,
+ ops->c,
+ (ops->b / adjacent) * stride + (ops->b % adjacent) * hsg_config.warp.lanes);
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "r%-3u = f_%u_smem_ld_ptr[%-3u];\n",
+ ops->a,
+ ops->c,
+ ops->b * (hsg_config.warp.lanes + 1));
+ }
+ break;
+
+ case HSG_OP_TYPE_REG_GLOBAL_STORE_F:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "f_%u_gmem_st_ptr[%-3u * %u + %-3u] = r%u;\n",
+ ops->c,
+ ops->b,
+ hsg_config.thread.regs, // hsg_config.warp.lanes,
+ (ops->a - 1) & ~(ops->c - 1),
+ ops->a);
+ break;
+#endif
+
+#if 0
+ case HSG_OP_TYPE_FINALIZE:
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_FINALIZE(%s,args,shared.f[block_warp_idx],shared.l,\n"
+ " block_warp_idx,warp_lane_idx,warp_gmem_idx,\n"
+ " r%-3u",
+ ops->a == 1 ? "true" : "false",
+ 1);
+
+#define HS_WARP_FINALIZE_PRETTY_PRINT 8
+
+ for (uint32_t r=2; r<=hsg_config.thread.regs; r++)
+ {
+ if (r % HS_WARP_FINALIZE_PRETTY_PRINT == 1)
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,",\n");
+ else
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,",");
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,"r%-3u",r);
+ }
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,");\n");
+ }
+ break;
+#endif
+
+ case HSG_OP_TYPE_BLOCK_SYNC:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "__syncthreads();\n");
+ break;
+
+ case HSG_OP_TYPE_BS_FRAC_PRED:
+ {
+ if (ops->m == 0)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (warp_idx < args.bs.full)\n");
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "else if (args.bs.frac == %u)\n",
+ ops->w);
+ }
+ }
+ break;
+
+#if 0 // DELETED
+ case HSG_OP_TYPE_BX_MERGE_V_PREAMBLE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s * const smem_v = shared.m%u[0] + threadIdx.x; \n",
+ type,ops->a);
+ break;
+#endif
+
+ case HSG_OP_TYPE_BS_MERGE_H_PREAMBLE:
+ if (ops->c == 0)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s * smem_l = shared.m%u[block_warp_idx ] + warp_lane_idx; \n"
+ "%s * smem_r = shared.m%u[block_warp_idx ^ 1] + (warp_lane_idx ^ %u); \n",
+ type,ops->a,
+ type,ops->a,hsg_config.warp.lanes-1);
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "smem_l = shared.m%u[block_warp_idx ] + warp_lane_idx; \n"
+ "smem_r = shared.m%u[block_warp_idx ^ 1] + (warp_lane_idx ^ %u); \n",
+ ops->a,
+ ops->a,hsg_config.warp.lanes-1);
+ }
+ break;
+
+ case HSG_OP_TYPE_BC_MERGE_H_PREAMBLE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "%s const * const gmem_l = args.vout + (warp_gmem_base + block_warp_idx * %u); \n"
+ "%s * const smem_l = shared.m%u[block_warp_idx] + warp_lane_idx; \n"
+ "%s * const smem_v = shared.m%u[0] + threadIdx.x; \n",
+ type,hsg_config.warp.lanes,
+ type,ops->a,
+ type,ops->a);
+ break;
+
+ case HSG_OP_TYPE_BX_MERGE_H_PRED:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (threadIdx.x < %u)\n",
+ ops->a * hsg_config.warp.lanes);
+ break;
+
+ case HSG_OP_TYPE_BS_ACTIVE_PRED:
+ {
+ const struct hsg_merge* const m = merge + ops->a;
+
+ if (m->warps <= 32)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (((1u << block_warp_idx) & 0x%08X) != 0)\n",
+ m->levels[ops->b].active.b32a2[0]);
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (((1UL << block_warp_idx) & 0x%08X%08XL) != 0L)\n",
+ m->levels[ops->b].active.b32a2[1],
+ m->levels[ops->b].active.b32a2[0]);
+ }
+ }
+ break;
+
+ case HSG_OP_TYPE_FM_MERGE_RIGHT_PRED:
+ {
+ if (ops->a == ops->b)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (merge_idx < args.fm.full) \n");
+ }
+ else if (ops->b > 1)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "else if (args.fm.frac == %u) \n",
+ ops->b);
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "else\n");
+ }
+ }
+ break;
+
+ default:
+ hsg_target_debug(files,merge,ops,depth);
+ break;
+ }
+}
+
+//
+//
+//
diff --git a/src/compute/hs/gen/target_igp_genx.c b/src/compute/hs/gen/target_igp_genx.c
new file mode 100644
index 0000000..f321975
--- /dev/null
+++ b/src/compute/hs/gen/target_igp_genx.c
@@ -0,0 +1,672 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#include <stdio.h>
+
+//
+//
+//
+
+#include "gen.h"
+#include "util.h"
+#include "macros.h"
+#include "transpose.h"
+
+//
+//
+//
+
+static
+char
+hsg_transpose_reg_prefix(uint32_t const cols_log2)
+{
+ return 'a' + (('r' + cols_log2 - 'a') % 26);
+}
+
+static
+void
+hsg_transpose_blend(uint32_t const cols_log2,
+ uint32_t const row_ll, // lower-left
+ uint32_t const row_ur, // upper-right
+ FILE * file)
+{
+ // we're starting register names at '1' for now
+ fprintf(file,
+ " HS_TRANSPOSE_BLEND( %c, %c, %2u, %3u, %3u ) \\\n",
+ hsg_transpose_reg_prefix(cols_log2-1),
+ hsg_transpose_reg_prefix(cols_log2),
+ cols_log2,row_ll+1,row_ur+1);
+}
+
+static
+void
+hsg_transpose_remap(uint32_t const row_from,
+ uint32_t const row_to,
+ FILE * file)
+{
+ // we're starting register names at '1' for now
+ fprintf(file,
+ " HS_TRANSPOSE_REMAP( %c, %3u, %3u ) \\\n",
+ hsg_transpose_reg_prefix(msb_idx_u32(hsg_config.warp.lanes)),
+ row_from+1,row_to+1);
+}
+
+//
+//
+//
+
+void
+hsg_target_igp_genx(struct hsg_file * const files,
+ struct hsg_merge const * const merge,
+ struct hsg_op const * const ops,
+ uint32_t const depth)
+{
+ switch (ops->type)
+ {
+ case HSG_OP_TYPE_END:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "}\n");
+ break;
+
+ case HSG_OP_TYPE_BEGIN:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "{\n");
+ break;
+
+ case HSG_OP_TYPE_ELSE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "else\n");
+ break;
+
+ case HSG_OP_TYPE_FILE_HEADER:
+ {
+ uint32_t const bc_max = msb_idx_u32(pow2_rd_u32(merge->warps));
+ uint32_t const warp_lanes_log2 = msb_idx_u32(hsg_config.warp.lanes);
+
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ "// \n"
+ "// Copyright 2016 Google Inc. \n"
+ "// \n"
+ "// Use of this source code is governed by a BSD-style \n"
+ "// license that can be found in the LICENSE file. \n"
+ "// \n"
+ " \n"
+ "#ifndef HS_CL_ONCE \n"
+ "#define HS_CL_ONCE \n"
+ " \n"
+ "#define HS_LANES_PER_WARP_LOG2 %u \n"
+ "#define HS_LANES_PER_WARP (1 << HS_LANES_PER_WARP_LOG2) \n"
+ "#define HS_BS_WARPS %u \n"
+ "#define HS_BS_WARPS_LOG2_RU %u \n"
+ "#define HS_BC_WARPS_LOG2_MAX %u \n"
+ "#define HS_FM_BLOCKS_LOG2_MIN %u \n"
+ "#define HS_HM_BLOCKS_LOG2_MIN %u \n"
+ "#define HS_KEYS_PER_LANE %u \n"
+ "#define HS_REG_LAST(c) c##%u \n"
+ "#define HS_KEY_WORDS %u \n"
+ "#define HS_KEY_TYPE %s \n"
+ "#define HS_EMPTY \n"
+ " \n",
+ warp_lanes_log2,
+ merge->warps,
+ msb_idx_u32(pow2_ru_u32(merge->warps)),
+ bc_max,
+ hsg_config.merge.flip.lo,
+ hsg_config.merge.half.lo,
+ hsg_config.thread.regs,
+ hsg_config.thread.regs,
+ hsg_config.type.words,
+ (hsg_config.type.words == 2) ? "ulong" : "uint");
+
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ "#define HS_SLAB_ROWS() \\\n");
+
+ for (uint32_t ii=1; ii<=hsg_config.thread.regs; ii++)
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ " HS_SLAB_ROW( %3u, %3u ) \\\n",ii,ii-1);
+
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ " HS_EMPTY\n"
+ " \n");
+
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ "#define HS_TRANSPOSE_SLAB() \\\n");
+
+ for (uint32_t ii=1; ii<=warp_lanes_log2; ii++)
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ " HS_TRANSPOSE_STAGE( %u ) \\\n",ii);
+
+ hsg_transpose(msb_idx_u32(hsg_config.warp.lanes),
+ hsg_config.thread.regs,
+ files[HSG_FILE_TYPE_HEADER].file,
+ files[HSG_FILE_TYPE_HEADER].file,
+ hsg_transpose_blend,
+ hsg_transpose_remap);
+
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ " HS_EMPTY\n"
+ " \n");
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "// \n"
+ "// Copyright 2016 Google Inc. \n"
+ "// \n"
+ "// Use of this source code is governed by a BSD-style \n"
+ "// license that can be found in the LICENSE file. \n"
+ "// \n"
+ " \n"
+ "#include <%s_macros.h> \n"
+ " \n"
+ "// \n"
+ "// \n"
+ "// \n",
+ files[HSG_FILE_TYPE_SOURCE].prefix);
+ }
+ break;
+
+ case HSG_OP_TYPE_FILE_FOOTER:
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ " \n"
+ "#endif \n"
+ " \n"
+ "// \n"
+ "// \n"
+ "// \n"
+ " \n");
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "// \n"
+ "// \n"
+ "// \n"
+ " \n");
+ break;
+
+ case HSG_OP_TYPE_TRANSPOSE_KERNEL_PROTO:
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "__kernel \n"
+ "__attribute__((intel_reqd_sub_group_size(%u))) \n"
+ "void hs_kernel_transpose(__global HS_KEY_TYPE * const restrict vout) \n",
+ hsg_config.warp.lanes);
+ }
+ break;
+
+ case HSG_OP_TYPE_TRANSPOSE_KERNEL_PREAMBLE:
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "uint const global_id = get_global_id(0); \n"
+ "uint const gmem_idx = (global_id / %u) * %u + (global_id & %u); \n"
+ " \n",
+ hsg_config.warp.lanes,
+ hsg_config.warp.lanes * hsg_config.thread.regs,
+ hsg_config.warp.lanes-1);
+ }
+ break;
+
+ case HSG_OP_TYPE_TRANSPOSE_KERNEL_BODY:
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_TRANSPOSE_SLAB()\n");
+ }
+ break;
+
+ case HSG_OP_TYPE_BS_KERNEL_PROTO:
+ {
+ struct hsg_merge const * const m = merge + ops->a;
+
+ uint32_t const tpb = m->warps * hsg_config.warp.lanes;
+ uint32_t const bs = pow2_ru_u32(m->warps);
+ uint32_t const msb = msb_idx_u32(bs);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "__kernel \n"
+ "__attribute__((reqd_work_group_size(%u,1,1))) \n"
+ "__attribute__((intel_reqd_sub_group_size(%u))) \n"
+ "void hs_kernel_bs_%u(__global HS_KEY_TYPE const * const restrict vin, \n"
+ " __global HS_KEY_TYPE * const restrict vout) \n",
+ tpb,
+ hsg_config.warp.lanes,
+ msb);
+ }
+ break;
+
+ case HSG_OP_TYPE_BS_KERNEL_PREAMBLE:
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "__local union { \n");
+
+ struct hsg_merge const * const m = merge + ops->a;
+
+ if (m->warps > 1)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " HS_KEY_TYPE m[%u * %u];\n",
+ m->rows_bs,
+ m->warps * hsg_config.warp.lanes);
+ }
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "} shared; \n"
+ " \n");
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "uint const global_id = get_global_id(0); \n"
+ "uint const gmem_idx = (global_id / %u) * %u + (global_id & %u); \n"
+ " \n",
+ hsg_config.warp.lanes,
+ hsg_config.warp.lanes * hsg_config.thread.regs,
+ hsg_config.warp.lanes-1);
+ }
+ break;
+
+ case HSG_OP_TYPE_BC_KERNEL_PROTO:
+ {
+ uint32_t const bc_max = pow2_rd_u32(merge[0].warps);
+ uint32_t const tpb = bc_max * hsg_config.warp.lanes;
+ uint32_t const msb = msb_idx_u32(merge[ops->a].warps);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "__kernel \n"
+ "__attribute__((intel_reqd_sub_group_size(%u))) \n"
+ "void hs_kernel_bc_%u(__global HS_KEY_TYPE * const restrict vout) \n",
+ hsg_config.warp.lanes,msb);
+ }
+ break;
+
+ case HSG_OP_TYPE_BC_KERNEL_PREAMBLE:
+ {
+ struct hsg_merge const * const m = merge + ops->a;
+ uint32_t const bc_max = pow2_rd_u32(merge[0].warps);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "__local union { \n");
+
+ if (m->warps > 1)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " HS_KEY_TYPE m[%-3u * %u];\n",
+ m->rows_bc,
+ m->warps * hsg_config.warp.lanes);
+ }
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "} shared; \n"
+ " \n");
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "uint const global_id = get_global_id(0); \n"
+ "uint const gmem_idx = (global_id / %u) * %u + (global_id & %u); \n"
+ " \n",
+ hsg_config.warp.lanes,
+ hsg_config.warp.lanes * hsg_config.thread.regs,
+ hsg_config.warp.lanes-1);
+ }
+ break;
+
+ case HSG_OP_TYPE_FM_KERNEL_PROTO:
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ "#define HS_FM_BLOCKS_LOG2_%-2u %u \n",
+ ops->a,ops->b);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "__kernel \n"
+ "__attribute__((intel_reqd_sub_group_size(%u))) \n"
+ "void hs_kernel_fm_%u(__global HS_KEY_TYPE * const restrict vout, \n"
+ " uint const fm_full, \n"
+ " uint const fm_frac) \n",
+ hsg_config.warp.lanes,ops->a);
+ break;
+
+ case HSG_OP_TYPE_FM_KERNEL_PREAMBLE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "uint const global_id = (uint)get_global_id(0); \n"
+ "uint const warp_idx = global_id / %u; \n"
+ "uint const warp_lane_idx = global_id & %u; \n"
+ " \n"
+ "uint const merge_idx = warp_idx / %u >> %u; \n"
+ " \n"
+ "uint const merge_stride = %u * %u << %u; \n"
+ "uint const merge_keys = merge_stride * %u; \n"
+ " \n"
+ "uint const merge_base = merge_idx * merge_keys; \n"
+ " \n"
+ "uint const merge_l_off = (warp_idx - merge_idx * (%u << %u)) * %u + warp_lane_idx; \n"
+ "uint const merge_l_end = merge_stride * (%u / 2 - 1) + merge_l_off; \n"
+ " \n"
+ "int const merge_r_off = merge_keys - merge_l_end - 1; \n"
+ " \n"
+ "__global HS_KEY_TYPE * const restrict merge_l = vout + (merge_base + merge_l_off); \n"
+ "__global HS_KEY_TYPE * const restrict merge_r = vout + (merge_base + merge_r_off); \n"
+ " \n",
+ hsg_config.warp.lanes,
+ hsg_config.warp.lanes-1,
+ hsg_config.thread.regs,ops->b,
+ hsg_config.thread.regs,hsg_config.warp.lanes,ops->b,
+ ops->a,
+ hsg_config.thread.regs,ops->b,hsg_config.warp.lanes,
+ ops->a);
+ break;
+
+ case HSG_OP_TYPE_HM_KERNEL_PROTO:
+ {
+ uint32_t const bc_max = msb_idx_u32(pow2_rd_u32(merge[0].warps));
+
+ fprintf(files[HSG_FILE_TYPE_HEADER].file,
+ "#define HS_HM_BLOCKS_LOG2_%-2u %u \n",
+ ops->a,ops->b);
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ " \n"
+ "__kernel \n"
+ "__attribute__((intel_reqd_sub_group_size(%u))) \n"
+ "void hs_kernel_hm_%u(__global HS_KEY_TYPE * const restrict vout) \n",
+ hsg_config.warp.lanes,ops->a);
+ }
+ break;
+
+ case HSG_OP_TYPE_HM_KERNEL_PREAMBLE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "uint const global_id = (uint)get_global_id(0); \n"
+ "uint const warp_idx = global_id / %u; \n"
+ "uint const warp_lane_idx = global_id & %u; \n"
+ " \n"
+ "uint const merge_idx = (warp_idx / %u) >> %u; \n"
+ " \n"
+ "uint const merge_stride = %u * %u << %u; \n"
+ "uint const merge_keys = merge_stride * %u; \n"
+ " \n"
+ "uint const merge_base = merge_idx * merge_keys; \n"
+ "uint const merge_off = (warp_idx - merge_idx * (%u << %u)) * %u; \n"
+ " \n"
+ "__global HS_KEY_TYPE * const restrict merge_ptr = vout + (merge_base + merge_off + warp_lane_idx); \n"
+ " \n",
+ hsg_config.warp.lanes,
+ hsg_config.warp.lanes-1,
+ hsg_config.thread.regs,ops->b,
+ hsg_config.thread.regs,hsg_config.warp.lanes,ops->b,
+ ops->a,
+ hsg_config.thread.regs,ops->b,hsg_config.warp.lanes);
+ break;
+
+ case HSG_OP_TYPE_BX_REG_GLOBAL_LOAD:
+ {
+ static char const * const vstr[] = { "vin", "vout" };
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_KEY_TYPE r%-3u = (%s + gmem_idx)[%-3u * %u]; \n",
+ ops->n,vstr[ops->v],ops->n-1,hsg_config.warp.lanes);
+ }
+ break;
+
+ case HSG_OP_TYPE_BX_REG_GLOBAL_STORE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "(vout + gmem_idx)[%-3u * %u] = r%u; \n",
+ ops->n-1,hsg_config.warp.lanes,ops->n);
+ break;
+
+ case HSG_OP_TYPE_HM_REG_GLOBAL_LOAD:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_KEY_TYPE r%-3u = merge_ptr[%-3u * merge_stride];\n",
+ ops->a,ops->b);
+ break;
+
+ case HSG_OP_TYPE_HM_REG_GLOBAL_STORE:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "merge_ptr[%-3u * merge_stride] = r%u;\n",
+ ops->b,ops->a);
+ break;
+
+ case HSG_OP_TYPE_FM_REG_GLOBAL_LOAD_LEFT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_KEY_TYPE r%-3u = merge_l[%-3u * merge_stride];\n",
+ ops->a,ops->b);
+ break;
+
+ case HSG_OP_TYPE_FM_REG_GLOBAL_STORE_LEFT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "merge_l[%-3u * merge_stride] = r%u;\n",
+ ops->b,ops->a);
+ break;
+
+ case HSG_OP_TYPE_FM_REG_GLOBAL_LOAD_RIGHT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_KEY_TYPE r%-3u = merge_r[%-3u * merge_stride];\n",
+ ops->a,ops->b);
+ break;
+
+ case HSG_OP_TYPE_FM_REG_GLOBAL_STORE_RIGHT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "merge_r[%-3u * merge_stride] = r%u;\n",
+ ops->b,ops->a);
+ break;
+
+ case HSG_OP_TYPE_WARP_FLIP:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "uint const flip_lane_mask = %u; \n"
+ "uint const flip_lane_idx = get_sub_group_local_id() ^ flip_lane_mask; \n"
+ "int const t_lt = get_sub_group_local_id() < flip_lane_idx; \n",
+ ops->n-1);
+ break;
+
+ case HSG_OP_TYPE_WARP_HALF:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "uint const half_lane_mask = %u; \n"
+ "uint const half_lane_idx = get_sub_group_local_id() ^ half_lane_mask; \n"
+ "int const t_lt = get_sub_group_local_id() < half_lane_idx; \n",
+ ops->n / 2);
+ break;
+
+ case HSG_OP_TYPE_CMP_FLIP:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_CMP_FLIP(%-3u,r%-3u,r%-3u)\n",ops->a,ops->b,ops->c);
+ break;
+
+ case HSG_OP_TYPE_CMP_HALF:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_CMP_HALF(%-3u,r%-3u)\n",ops->a,ops->b);
+ break;
+
+ case HSG_OP_TYPE_CMP_XCHG:
+ if (ops->c == UINT32_MAX)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_CMP_XCHG(r%-3u,r%-3u)\n",
+ ops->a,ops->b);
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_CMP_XCHG(r%u_%u,r%u_%u)\n",
+ ops->c,ops->a,ops->c,ops->b);
+ }
+ break;
+
+ case HSG_OP_TYPE_BS_REG_SHARED_STORE_V:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "(shared.m + get_local_id(0))[%-3u * %-2u * %-3u] = r%u;\n",
+ merge[ops->a].warps,hsg_config.warp.lanes,ops->c,ops->b);
+ break;
+
+ case HSG_OP_TYPE_BS_REG_SHARED_LOAD_V:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "r%-3u = (shared.m + get_local_id(0))[%-3u * %-2u * %-3u];\n",
+ ops->b,merge[ops->a].warps,hsg_config.warp.lanes,ops->c);
+ break;
+
+ case HSG_OP_TYPE_BC_REG_SHARED_LOAD_V:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_KEY_TYPE r%-3u = (shared.m + get_local_id(0))[%-3u * %-2u * %-3u];\n",
+ ops->b,ops->a,hsg_config.warp.lanes,ops->c);
+ break;
+
+ case HSG_OP_TYPE_BX_REG_SHARED_STORE_LEFT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "(shared.m + smem_l_idx)[%5u] = r%u_%u;\n",
+ ops->b * hsg_config.warp.lanes,
+ ops->c,
+ ops->a);
+ break;
+
+ case HSG_OP_TYPE_BS_REG_SHARED_STORE_RIGHT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "(shared.m + smem_r_idx)[%5u] = r%u_%u;\n",
+ ops->b * hsg_config.warp.lanes,
+ ops->c,
+ ops->a);
+ break;
+
+ case HSG_OP_TYPE_BS_REG_SHARED_LOAD_LEFT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_KEY_TYPE r%u_%-3u = (shared.m + smem_l_idx)[%u];\n",
+ ops->c,
+ ops->a,
+ ops->b * hsg_config.warp.lanes);
+ break;
+
+ case HSG_OP_TYPE_BS_REG_SHARED_LOAD_RIGHT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_KEY_TYPE r%u_%-3u = (shared.m + smem_r_idx)[%u];\n",
+ ops->c,
+ ops->a,
+ ops->b * hsg_config.warp.lanes);
+ break;
+
+ case HSG_OP_TYPE_BC_REG_GLOBAL_LOAD_LEFT:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "HS_KEY_TYPE r%u_%-3u = (vout + gmem_l_idx)[%u];\n",
+ ops->c,
+ ops->a,
+ ops->b * hsg_config.warp.lanes);
+ break;
+
+ case HSG_OP_TYPE_BLOCK_SYNC:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "barrier(CLK_LOCAL_MEM_FENCE);\n"); // OpenCL 2.0+: work_group_barrier
+ break;
+
+ case HSG_OP_TYPE_BS_FRAC_PRED:
+ {
+ if (ops->m == 0)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (warp_idx < bs_full)\n");
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "else if (bs_frac == %u)\n",
+ ops->w);
+ }
+ }
+ break;
+
+ case HSG_OP_TYPE_BS_MERGE_H_PREAMBLE:
+ {
+ struct hsg_merge const * const m = merge + ops->a;
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "uint const smem_l_idx = get_sub_group_id() * %u + get_sub_group_local_id(); \n"
+ "uint const smem_r_idx = (get_sub_group_id() ^ 1) * %u + (get_sub_group_local_id() ^ %u); \n",
+ m->warps * hsg_config.warp.lanes,
+ m->warps * hsg_config.warp.lanes, hsg_config.warp.lanes-1);
+#if 0
+ if (ops->b == true)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "uint smem_l_idx = get_sub_group_id() * %u + get_sub_group_local_id(); \n"
+ "uint smem_r_idx = (get_sub_group_id() ^ 1) * %u + (get_sub_group_local_id() ^ %u); \n",
+ m->warps * hsg_config.warp.lanes,
+ m->warps * hsg_config.warp.lanes, hsg_config.warp.lanes-1);
+ }
+ else // update
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "smem_l_idx = get_sub_group_id() * %u + get_sub_group_local_id(); \n"
+ "smem_r_idx = (get_sub_group_id() ^ 1) * %u + (get_sub_group_local_id() ^ %u); \n",
+ m->warps * hsg_config.warp.lanes,
+ m->warps * hsg_config.warp.lanes, hsg_config.warp.lanes-1);
+ }
+#endif
+ }
+ break;
+
+ case HSG_OP_TYPE_BC_MERGE_H_PREAMBLE:
+ {
+ struct hsg_merge const * const m = merge + ops->a;
+ uint32_t const b = m->warps * hsg_config.warp.lanes;
+ uint32_t const k = b * hsg_config.thread.regs;
+
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "uint const gmem_l_idx = (global_id / %u) * %u + (global_id & %u); \n"
+ "uint const smem_l_idx = get_sub_group_id() * %u + get_sub_group_local_id(); \n",
+ b,k,b-1,
+ b);
+
+ }
+ break;
+
+ case HSG_OP_TYPE_BX_MERGE_H_PRED:
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (get_sub_group_id() < %u)\n",
+ ops->a);
+ break;
+
+ case HSG_OP_TYPE_BS_ACTIVE_PRED:
+ {
+ struct hsg_merge const * const m = merge + ops->a;
+
+ if (m->warps <= 32)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (((1u << get_sub_group_id()) & 0x%08X) != 0)\n",
+ m->levels[ops->b].active.b32a2[0]);
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (((1UL << get_sub_group_id()) & 0x%08X%08XL) != 0L)\n",
+ m->levels[ops->b].active.b32a2[1],
+ m->levels[ops->b].active.b32a2[0]);
+ }
+ }
+ break;
+
+ case HSG_OP_TYPE_FM_MERGE_RIGHT_PRED:
+ {
+ if (ops->a == ops->b)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "if (merge_idx < fm_full) \n");
+ }
+ else if (ops->b > 1)
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "else if (fm_frac == %u) \n",
+ ops->b);
+ }
+ else
+ {
+ fprintf(files[HSG_FILE_TYPE_SOURCE].file,
+ "else\n");
+ }
+ }
+ break;
+
+ default:
+ hsg_target_debug(files,merge,ops,depth);
+ break;
+ }
+}
+
+//
+//
+//
diff --git a/src/compute/hs/gen/transpose.c b/src/compute/hs/gen/transpose.c
new file mode 100644
index 0000000..f99e966
--- /dev/null
+++ b/src/compute/hs/gen/transpose.c
@@ -0,0 +1,172 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "transpose.h"
+#include "macros.h"
+
+//
+// Rows must be an even number. This is enforced elsewhere.
+//
+// The transpose requires (cols_log2 * rows/2) row-pair blends.
+//
+void
+hsg_transpose(uint32_t const cols_log2,
+ uint32_t const rows,
+ void * blend,
+ void * remap,
+ void (*pfn_blend)(uint32_t const cols_log2,
+ uint32_t const row_ll, // lower-left
+ uint32_t const row_ur, // upper-right
+ void * blend),
+ void (*pfn_remap)(uint32_t const row_from,
+ uint32_t const row_to,
+ void * remap))
+{
+ // get mapping array
+ uint32_t * map_curr = ALLOCA(rows * sizeof(*map_curr));
+ uint32_t * map_next = ALLOCA(rows * sizeof(*map_next));
+
+ // init the mapping array
+ for (uint32_t ii=0; ii<rows; ii++)
+ map_curr[ii] = ii;
+
+ // successively transpose rows using blends
+ for (uint32_t cc=1; cc<=cols_log2; cc++)
+ {
+ uint32_t const mask = BITS_TO_MASK(cc);
+
+ for (uint32_t ii=0; ii<rows; ii++)
+ {
+ uint32_t const left = map_curr[ii];
+ uint32_t const stay = left & ~mask;
+
+ if (left != stay) // will be swapped away
+ {
+ for (uint32_t jj=0; jj<rows; jj++)
+ {
+ if (map_curr[jj] == stay)
+ {
+ map_next[jj] = stay;
+ map_next[ii] = stay + (rows << (cc-1));
+
+ pfn_blend(cc,ii,jj,blend); // log2,left,right,payload
+
+ break;
+ }
+ }
+ }
+ }
+
+ uint32_t * tmp = map_curr;
+
+ map_curr = map_next;
+ map_next = tmp;
+ }
+
+ // write out the remapping
+ for (uint32_t ii=0; ii<rows; ii++)
+ pfn_remap(ii,map_curr[ii] >> cols_log2,remap);
+}
+
+//
+// test it!
+//
+
+#ifdef HS_TRANSPOSE_DEBUG
+
+#include <stdio.h>
+
+static uint32_t cols; // implicit on SIMD/GPU
+
+static
+void
+hsg_debug_remap(uint32_t const row_from,
+ uint32_t const row_to,
+ uint32_t * const r)
+{
+ fprintf(stdout,"REMAP( %3u, %3u )\n",row_from,row_to);
+
+ r[row_to] = row_from;
+}
+
+static
+void
+hsg_debug_blend(uint32_t const cols_log2,
+ uint32_t const row_ll, // lower-left
+ uint32_t const row_ur, // upper-right
+ uint32_t * m)
+{
+ fprintf(stdout,"BLEND( %u, %3u, %3u )\n",cols_log2,row_ll,row_ur);
+
+ uint32_t * const ll = ALLOCA(cols * sizeof(*m));
+ uint32_t * const ur = ALLOCA(cols * sizeof(*m));
+
+ memcpy(ll,m+row_ll*cols,cols * sizeof(*m));
+ memcpy(ur,m+row_ur*cols,cols * sizeof(*m));
+
+ for (uint32_t ii=0; ii<cols; ii++)
+ m[row_ll*cols+ii] = ((ii >> cols_log2-1) & 1) ? ll[ii] : ur[ii^(1<<cols_log2-1)];
+
+ for (uint32_t ii=0; ii<cols; ii++)
+ m[row_ur*cols+ii] = ((ii >> cols_log2-1) & 1) ? ll[ii^(1<<cols_log2-1)] : ur[ii];
+}
+
+static
+void
+hsg_debug_print(uint32_t const rows,
+ uint32_t const * const m,
+ uint32_t const * const r)
+{
+ for (uint32_t rr=0; rr<rows; rr++) {
+ for (uint32_t cc=0; cc<cols; cc++)
+ fprintf(stdout,"%4u ",m[r[rr]*cols + cc]);
+ fprintf(stdout,"\n");
+ }
+}
+
+int
+main(int argc, char * argv[])
+{
+ uint32_t const cols_log2 = (argc <= 1) ? 3 : strtoul(argv[1],NULL,0);
+ uint32_t const rows = (argc <= 2) ? 6 : strtoul(argv[2],NULL,0);
+
+ if (rows & 1)
+ return;
+
+ cols = 1 << cols_log2;
+
+ uint32_t * const m = ALLOCA(cols * rows * sizeof(*m));
+ uint32_t * const r = ALLOCA( rows * sizeof(*r));
+
+ for (uint32_t rr=0; rr<rows; rr++) {
+ r[rr] = rr;
+ for (uint32_t cc=0; cc<cols; cc++)
+ m[rr*cols+cc] = cc*rows+rr;
+ }
+
+ hsg_debug_print(rows,m,r);
+
+ hsg_transpose(cols_log2,rows,
+ m,r,
+ hsg_debug_blend,
+ hsg_debug_remap);
+
+ hsg_debug_print(rows,m,r);
+
+ return 0;
+}
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/hs/gen/transpose.h b/src/compute/hs/gen/transpose.h
new file mode 100644
index 0000000..83f6fc4
--- /dev/null
+++ b/src/compute/hs/gen/transpose.h
@@ -0,0 +1,38 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <stdint.h>
+
+//
+// There must be an even number of rows. This is enforced elsewhere.
+//
+// The transpose requires (cols_log2 * rows/2) row-pair blends.
+//
+
+void
+hsg_transpose(uint32_t const cols_log2,
+ uint32_t const rows,
+ void * blend,
+ void * remap,
+ void (*pfn_blend)(uint32_t const cols_log2,
+ uint32_t const row_ll, // lower-left
+ uint32_t const row_ur, // upper-right
+ void * blend),
+ void (*pfn_remap)(uint32_t const row_from,
+ uint32_t const row_to,
+ void * remap));
+
+//
+//
+//
diff --git a/src/compute/sk/SkContext_Compute.cpp b/src/compute/sk/SkContext_Compute.cpp
new file mode 100644
index 0000000..331fad6
--- /dev/null
+++ b/src/compute/sk/SkContext_Compute.cpp
@@ -0,0 +1,95 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+#include "SkContext_Compute.h"
+
+//
+//
+//
+
+//
+//
+//
+
+#ifdef __cplusplus
+extern "C" {
+#endif
+
+#ifdef __cplusplus
+}
+#endif
+
+#define TARGET_PLATFORM_SUBSTRING "TO BE SET"
+#define TARGET_DEVICE_SUBSTRING "TO BE SET"
+
+//
+//
+//
+
+//
+//
+//
+
+SkContext_Compute::SkContext_Compute(GrGLInterface const * fInterface)
+ : fInterface(fInterface)
+{
+ //
+ // Make sure fInterface destruction occurs after compute
+ //
+ SkSafeRef(fInterface);
+
+ skc_err err;
+
+ //
+ // CREATE A NEW SPINEL CONTEXT AND ATTACH TO WINDOW
+ //
+ err = skc_context_create(&context, TARGET_PLATFORM_SUBSTRING, TARGET_DEVICE_SUBSTRING);
+ SKC_ERR_CHECK(err);
+
+ //
+ // CREATE A NEW REUSABLE INTEROP OBJECT
+ //
+ // interop = skc_interop_create(fInterface,1); TODO have this in skc.h
+
+ //
+ // CREATE A NEW REUSABLE SURFACE OBJECT
+ //
+ err = skc_surface_create(context,
+ interop,
+ &surface);
+ SKC_ERR_CHECK(err);
+}
+
+//
+//
+//
+
+SkContext_Compute::~SkContext_Compute()
+{
+ skc_err err;
+
+ // dispose of surface
+ err = skc_surface_dispose(surface);
+ SKC_ERR_CHECK(err);
+
+ // dispose of interop
+ // skc_interop_dispose(interop); TODO have this in skc.h
+
+ // dispose of context
+ err = skc_context_release(context);
+ SKC_ERR_CHECK(err);
+
+ // unref GL interface
+ SkSafeUnref(fInterface);
+}
+
+//
+//
+//
+
diff --git a/src/compute/sk/SkContext_Compute.h b/src/compute/sk/SkContext_Compute.h
new file mode 100644
index 0000000..066e11d
--- /dev/null
+++ b/src/compute/sk/SkContext_Compute.h
@@ -0,0 +1,71 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "gl/GrGLInterface.h"
+
+//
+//
+//
+
+#ifdef __cplusplus
+extern "C" {
+#endif
+
+#include "skc.h"
+
+#ifdef __cplusplus
+}
+#endif
+
+//
+//
+//
+
+class SkContext_Compute : public SkRefCntBase
+{
+ public:
+
+ //
+ //
+ //
+
+ SkContext_Compute(GrGLInterface const * fInterface);
+
+ ~SkContext_Compute();
+
+ //
+ //
+ //
+
+ skc_context_t context;
+ skc_interop_t interop;
+ skc_surface_t surface;
+
+ //
+ //
+ //
+
+ private:
+
+ GrGLInterface const * fInterface;
+
+ //
+ //
+ //
+};
+
+//
+//
+//
diff --git a/src/compute/sk/SkDevice_Compute.cpp b/src/compute/sk/SkDevice_Compute.cpp
new file mode 100644
index 0000000..f19f7db
--- /dev/null
+++ b/src/compute/sk/SkDevice_Compute.cpp
@@ -0,0 +1,887 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ */
+
+//
+// C++
+//
+
+#include "SkDevice_Compute.h"
+#include "SkPM4f.h"
+
+//
+//
+//
+
+#if SK_SUPPORT_GPU_COMPUTE
+
+//
+// C++
+//
+
+#include "SkImageInfo.h"
+#include "SkDraw.h"
+#include "SkMatrix.h"
+#include "SkPath.h"
+
+//
+// C
+//
+
+#ifdef __cplusplus
+extern "C" {
+#endif
+
+#include "../spinel/spinel/color.h"
+#include "../compute/skc/skc.h"
+
+#ifdef __cplusplus
+}
+#endif
+
+//
+//
+//
+
+SkDevice_Compute::SkDevice_Compute(sk_sp<SkContext_Compute> compute, int w, int h)
+ : SkClipStackDevice(SkImageInfo::MakeN32Premul(w,h), SkSurfaceProps(0,kUnknown_SkPixelGeometry))
+ , fCompute(std::move(compute))
+{
+ fTopCTM = this->ctm();
+ fTransformWeakref = SKC_WEAKREF_INVALID;
+
+ fClipWeakref = SKC_WEAKREF_INVALID;
+
+ skc_err err;
+
+ //
+ // create a composition
+ //
+#define LAYER_COUNT (1<<14)
+
+ err = skc_composition_create(fCompute->context, &fComposition);
+ SKC_ERR_CHECK(err);
+
+ // Is this correct?
+ int clipRect[] = { 0, 0, w - 1, h - 1 };
+ err = skc_composition_clip_set(fComposition, clipRect);
+ SKC_ERR_CHECK(err);
+
+ //
+ // create styling
+ //
+ err = skc_styling_create(fCompute->context,
+ LAYER_COUNT,
+ 10,
+ 2 * 1024 * 1024,
+ &fStyling);
+
+ //
+ // create a path builder
+ //
+ err = skc_path_builder_create(fCompute->context, &fPB);
+ SKC_ERR_CHECK(err);
+
+ //
+ // create a raster builder
+ //
+ err = skc_raster_builder_create(fCompute->context, &fRB);
+ SKC_ERR_CHECK(err);
+
+ //
+ // create the simplest styling group that encloses all layers
+ //
+ styling_group_init();
+}
+
+
+//
+//
+//
+
+SkDevice_Compute::~SkDevice_Compute() {
+ skc_err err;
+
+ err = skc_raster_builder_release(fRB);
+ SKC_ERR_CHECK(err);
+
+ err = skc_path_builder_release(fPB);
+ SKC_ERR_CHECK(err);
+
+ err = skc_styling_dispose(fStyling);
+ SKC_ERR_CHECK(err);
+
+ err = skc_composition_dispose(fComposition);
+ SKC_ERR_CHECK(err);
+}
+
+//
+//
+//
+
+void SkDevice_Compute::flush() {
+ //
+ // seal the styling and composition objects
+ //
+ skc_err err;
+
+ err = skc_composition_seal(fComposition);
+ SKC_ERR_CHECK(err);
+
+ err = skc_styling_seal(fStyling);
+ SKC_ERR_CHECK(err);
+
+ //
+ // we're going to block here -- API mismatch
+ //
+
+ //
+ // render to surface
+ //
+ // note this implicitly seals composition and styling
+ //
+ err = skc_surface_render(fCompute->surface, fComposition, fStyling);
+ SKC_ERR_CHECK(err);
+
+ //
+ // kick off pipeline and wait here -- not needed since skc_surface_reset() blocks
+ //
+ err = skc_surface_wait(fCompute->surface);
+ SKC_ERR_CHECK(err);
+
+ //
+ // reset the surface -- implicitly waits for render to finish -- FIXME -- composition might be released too early
+ //
+ err = skc_surface_reset(fCompute->surface);
+ SKC_ERR_CHECK(err);
+
+ //
+ // reset composition and styling
+ //
+ err = skc_composition_reset(fComposition);
+ SKC_ERR_CHECK(err);
+
+ err = skc_styling_reset(fStyling);
+ SKC_ERR_CHECK(err);
+
+ //
+ //
+ //
+ styling_group_init();
+}
+
+//
+//
+//
+
+#define SKC_STYLING_CMDS(...) SK_ARRAY_COUNT(__VA_ARGS__),__VA_ARGS__
+#define SKC_GROUP_IDS(...) SK_ARRAY_COUNT(__VA_ARGS__),__VA_ARGS__
+
+void SkDevice_Compute::styling_group_init() {
+ skc_styling_group_alloc(fStyling, &fGroupID);
+ fParents.push_back(fGroupID);
+
+ // ENTER
+ skc_styling_cmd_t const styling_cmds_enter[] = {
+ SKC_STYLING_CMD_OP_COVER_ZERO_ACC,
+ SKC_STYLING_CMD_OP_COLOR_ZERO_ACC | SKC_STYLING_CMD_OP_IS_FINAL
+ };
+ skc_styling_group_enter(fStyling, fGroupID, SKC_STYLING_CMDS(styling_cmds_enter));
+
+ skc_group_id const group_id_parents[] = { fGroupID };
+ skc_styling_group_parents(fStyling, fGroupID, SKC_GROUP_IDS(group_id_parents));
+
+ // RANGE
+ skc_styling_group_range_lo(fStyling, fGroupID, 0);
+ skc_styling_group_range_hi(fStyling, fGroupID, LAYER_COUNT-1);
+
+ // LEAVE
+ skc_styling_cmd_t const styling_cmds_leave[] = {
+ SKC_STYLING_CMD_OP_SURFACE_COMPOSITE | SKC_STYLING_CMD_OP_IS_FINAL
+ };
+ skc_styling_group_leave(fStyling, fGroupID, SKC_STYLING_CMDS(styling_cmds_leave));
+
+ // START
+ fGroupLayerID = LAYER_COUNT-1;
+}
+
+//
+//
+//
+
+#define SK_SCALE_F32 (1.0f/255.0f)
+#define SK_TO_RGBA_F32(c) { SK_SCALE_F32 * SkColorGetR(c), \
+ SK_SCALE_F32 * SkColorGetG(c), \
+ SK_SCALE_F32 * SkColorGetB(c), \
+ SK_SCALE_F32 * SkColorGetA(c) }
+//
+//
+//
+
+void SkDevice_Compute::path_rasterize_and_place(const SkPaint& paint,
+ const skc_path_t path,
+ const SkMatrix* prePathMatrix) {
+ float transform[9];
+ const SkMatrix& ctm = fTopCTM;
+ SkMatrix tmp;
+
+ if (prePathMatrix) {
+ tmp.setConcat(ctm, *prePathMatrix);
+ }
+ transform[0] = tmp.get(SkMatrix::kMScaleX);
+ transform[1] = tmp.get(SkMatrix::kMSkewX );
+ transform[2] = tmp.get(SkMatrix::kMTransX);
+ transform[3] = tmp.get(SkMatrix::kMSkewY );
+ transform[4] = tmp.get(SkMatrix::kMScaleY);
+ transform[5] = tmp.get(SkMatrix::kMTransY);
+ transform[6] = tmp.get(SkMatrix::kMPersp0);
+ transform[7] = tmp.get(SkMatrix::kMPersp1);
+ transform[8] = tmp.get(SkMatrix::kMPersp2);
+
+ skc_transform_weakref_t& transform_weakref = fTransformWeakref;
+ //
+
+ // always invalid for now
+ //
+ skc_raster_clip_weakref_t clip_weakref = fClipWeakref;
+
+ // TODO Support arbitrary path clip?
+ SkRect devClip = SkRect::MakeFromIRect(this->devClipBounds());
+ const float clip[] = { devClip.fLeft, devClip.fTop, devClip.fRight, devClip.fBottom };
+
+ //
+ //
+ //
+ skc_err err;
+ skc_raster_t raster;
+
+ err = skc_raster_begin(fRB);
+ err = skc_raster_add_filled(fRB, path, &transform_weakref, transform, &clip_weakref, clip);
+ err = skc_raster_end(fRB, &raster);
+
+ //
+ // can release path handle now because it is being referenced by raster
+ //
+ err = skc_path_release(fCompute->context, path);
+
+ //
+ // style the path
+ //
+ skc_styling_cmd_t cmds[1 + 3 + 1];
+
+ cmds[0] = SKC_STYLING_CMD_OP_COVER_NONZERO;
+ cmds[SK_ARRAY_COUNT(cmds)-1] = SKC_STYLING_CMD_OP_BLEND_OVER | SKC_STYLING_CMD_OP_IS_FINAL;
+
+ {
+ SkPM4f rgba = SkColor4f::FromColor(paint.getColor()).premul();
+
+ skc_styling_layer_fill_solid_encoder(cmds+1, rgba.fVec);
+
+ skc_styling_group_layer(fStyling, fGroupID, fGroupLayerID, SKC_STYLING_CMDS(cmds));
+ }
+
+ err = skc_composition_place(fComposition, fGroupLayerID, raster, 0, 0);
+
+ //
+ // can release raster handle now because it is being referenced by composition
+ //
+ err = skc_raster_release(fCompute->context, raster);
+
+ SkASSERT(err == SKC_ERR_SUCCESS);
+
+ fGroupLayerID -= 1;
+}
+
+//
+//
+//
+
+void SkDevice_Compute::path_add(const SkPaint& paint,
+ const SkPath& path,
+ const SkMatrix* prePathMatrix) {
+ skc_err err;
+
+ err = skc_path_begin(fPB);
+
+#if 0
+ SkPath::Iter pi(path,false);
+#else
+ SkPath::RawIter pi(path); // this seems to work fine for now
+#endif
+
+ SkPoint xy0;
+
+ //
+ // build path
+ //
+ while (true)
+ {
+ SkPoint pts[4];
+ SkPath::Verb const verb = pi.next(pts);
+
+ switch (verb)
+ {
+ case SkPath::kMove_Verb:
+ xy0 = pts[0];
+ err = skc_path_move_to(fPB,
+ pts[0].x(),pts[0].y());
+ continue;
+
+ case SkPath::kLine_Verb:
+ err = skc_path_line_to(fPB,
+ pts[1].x(),pts[1].y());
+ continue;
+
+ case SkPath::kQuad_Verb:
+ err = skc_path_quad_to(fPB,
+ pts[1].x(),pts[1].y(),
+ pts[2].x(),pts[2].y());
+ continue;
+
+ case SkPath::kConic_Verb: // <--------------------- FIXME
+ err = skc_path_line_to(fPB,
+ pts[2].x(),pts[2].y());
+ continue;
+
+ case SkPath::kCubic_Verb:
+ err = skc_path_cubic_to(fPB,
+ pts[1].x(),pts[1].y(),
+ pts[2].x(),pts[2].y(),
+ pts[3].x(),pts[3].y());
+ continue;
+
+ case SkPath::kClose_Verb:
+ err = skc_path_line_to(fPB,xy0.x(),xy0.y());
+ continue;
+
+ case SkPath::kDone_Verb:
+ break;
+ }
+
+ //
+ // otherwise, kDone_Verb breaks out of while loop
+ //
+ break;
+ }
+
+ //
+ // seal the path
+ //
+ skc_path_t skc_path;
+
+ err = skc_path_end(fPB,&skc_path);
+
+ //
+ // rasterize the path and place it in a composition
+ //
+ path_rasterize_and_place(paint,skc_path,prePathMatrix);
+
+ SkASSERT(err == SKC_ERR_SUCCESS);
+}
+
+//
+//
+//
+
+void
+SkDevice_Compute::circles_add(
+ const SkPaint & paint,
+ const SkPoint points[],
+ int32_t const count,
+ SkScalar const radius)
+{
+#define CIRCLE_KAPPA 0.55228474983079339840f // moar digits!
+
+#define CIRCLE_RADIUS_X radius
+#define CIRCLE_RADIUS_Y radius
+
+#define CIRCLE_KAPPA_X (CIRCLE_RADIUS_X * CIRCLE_KAPPA)
+#define CIRCLE_KAPPA_Y (CIRCLE_RADIUS_Y * CIRCLE_KAPPA)
+
+ //
+ // use a 4 Bezier approximation
+ //
+ float const circle[] =
+ {
+ 0.0f, +CIRCLE_RADIUS_Y, // move_to
+
+ +CIRCLE_KAPPA_X, +CIRCLE_RADIUS_Y, // cubic_to
+ +CIRCLE_RADIUS_X, +CIRCLE_KAPPA_Y,
+ +CIRCLE_RADIUS_X, 0.0f,
+
+ +CIRCLE_RADIUS_X, -CIRCLE_KAPPA_Y, // cubic_to
+ +CIRCLE_KAPPA_X, -CIRCLE_RADIUS_Y,
+ 0.0f, -CIRCLE_RADIUS_Y,
+
+ -CIRCLE_KAPPA_X, -CIRCLE_RADIUS_Y, // cubic_to
+ -CIRCLE_RADIUS_X, -CIRCLE_KAPPA_Y,
+ -CIRCLE_RADIUS_X, 0.0f,
+
+ -CIRCLE_RADIUS_X, +CIRCLE_KAPPA_Y, // cubic_to
+ -CIRCLE_KAPPA_X, +CIRCLE_RADIUS_Y,
+ 0.0f, +CIRCLE_RADIUS_Y
+ };
+
+#define CXLAT(x,y,t) circle[x]+t.fX,circle[y]+t.fY
+
+ //
+ //
+ //
+
+ skc_err err;
+
+ err = skc_path_begin(fPB);
+
+ //
+ //
+ //
+ for (int32_t ii=0; ii<count; ii++)
+ {
+ SkPoint const p = points[ii];
+
+ err = skc_path_move_to(fPB,
+ CXLAT(0,1,p));
+
+ err = skc_path_cubic_to(fPB,
+ CXLAT(2,3,p),
+ CXLAT(4,5,p),
+ CXLAT(6,7,p));
+
+ err = skc_path_cubic_to(fPB,
+ CXLAT(8, 9,p),
+ CXLAT(10,11,p),
+ CXLAT(12,13,p));
+
+ err = skc_path_cubic_to(fPB,
+ CXLAT(14,15,p),
+ CXLAT(16,17,p),
+ CXLAT(18,19,p));
+
+ err = skc_path_cubic_to(fPB,
+ CXLAT(20,21,p),
+ CXLAT(22,23,p),
+ CXLAT(24,25,p));
+ }
+
+ //
+ // seal the path
+ //
+ skc_path_t skc_path;
+
+ err = skc_path_end(fPB,&skc_path);
+
+ //
+ // rasterize the path and place it in a composition
+ //
+ path_rasterize_and_place(paint,skc_path,NULL);
+
+ SkASSERT(err == SKC_ERR_SUCCESS);
+}
+
+//
+//
+//
+
+void
+SkDevice_Compute::squares_add(
+ const SkPaint & paint,
+ const SkPoint points[],
+ int32_t const count,
+ SkScalar const radius)
+{
+ float const square[] =
+ {
+ -radius,+radius, // move_to
+ +radius,+radius, // line_to
+ +radius,-radius, // line_to
+ -radius,-radius, // line_to
+ -radius,+radius // line_to
+ };
+
+#define SXLAT(x,y,t) square[x]+t.fX,square[y]+t.fY
+
+ //
+ //
+ //
+
+ skc_err err;
+
+ err = skc_path_begin(fPB);
+
+ //
+ //
+ //
+ for (int32_t ii=0; ii<count; ii++)
+ {
+ SkPoint const p = points[ii];
+
+ err = skc_path_move_to(fPB,SXLAT(0,1,p));
+ err = skc_path_line_to(fPB,SXLAT(2,3,p));
+ err = skc_path_line_to(fPB,SXLAT(4,5,p));
+ err = skc_path_line_to(fPB,SXLAT(6,7,p));
+ err = skc_path_line_to(fPB,SXLAT(8,9,p));
+ }
+
+ //
+ // seal the path
+ //
+ skc_path_t skc_path;
+
+ err = skc_path_end(fPB,&skc_path);
+
+ //
+ // rasterize the path and place it in a composition
+ //
+ path_rasterize_and_place(paint,skc_path,NULL);
+
+ SkASSERT(err == SKC_ERR_SUCCESS);
+}
+
+//
+// FIXME -- THIS IS NOT CORRECT
+//
+// Need to implement butt, round, square caps
+//
+
+void
+SkDevice_Compute::line_stroked_butt(SkPoint const xy0,
+ SkPoint const xy1,
+ SkScalar const radius)
+{
+ float const dx = xy1.fX - xy0.fX;
+ float const dy = xy1.fY - xy0.fY;
+
+ float const hypot = hypotf(dx,dy);
+
+ // FIXME -- what's practical here?
+ if (hypot == 0.0f)
+ return;
+
+ float const scale = radius / hypot;
+
+ float const rx = dy * scale;
+ float const ry = dx * scale;
+
+ skc_err err;
+
+ err = skc_path_move_to(fPB,xy0.fX-rx,xy0.fY+ry);
+ err = skc_path_line_to(fPB,xy1.fX-rx,xy1.fY+ry);
+ err = skc_path_line_to(fPB,xy1.fX+rx,xy1.fY-ry);
+ err = skc_path_line_to(fPB,xy0.fX+rx,xy0.fY-ry);
+ err = skc_path_line_to(fPB,xy0.fX-rx,xy0.fY+ry);
+
+ SkASSERT(err == SKC_ERR_SUCCESS);
+}
+
+void
+SkDevice_Compute::lines_stroked_add(
+ const SkPaint & paint,
+ const SkPoint points[],
+ int32_t const count,
+ SkScalar const radius)
+{
+ skc_err err;
+
+ err = skc_path_begin(fPB);
+
+ //
+ //
+ //
+ for (int32_t ii=0; ii<count; ii+=2)
+ line_stroked_butt(points[ii],points[ii+1],radius);
+
+ //
+ // seal the path
+ //
+ skc_path_t skc_path;
+
+ err = skc_path_end(fPB,&skc_path);
+
+ //
+ // rasterize the path and place it in a composition
+ //
+ path_rasterize_and_place(paint,skc_path,NULL);
+
+ SkASSERT(err == SKC_ERR_SUCCESS);
+}
+
+
+//
+//
+//
+
+// drawPaint is really just a short-cut for drawRect(wide_open, paint)
+// so we have to respect everything (but stroking and maskfilter) in the paint
+// - color | shader
+// - colorFilter
+// - blendmode
+// - etc.
+void SkDevice_Compute::drawPaint(const SkPaint& paint) {
+ //
+ // clear the surface -- will be postponed until render is complete
+ //
+ SkColor const c = paint.getColor();
+ float rgba[4] = SK_TO_RGBA_F32(c);
+
+ skc_surface_clear(fCompute->surface,rgba);
+}
+
+void SkDevice_Compute::drawPoints(SkCanvas::PointMode mode, size_t count, const SkPoint points[],
+ const SkPaint& paint) {
+ if (count == 0) {
+ return;
+ }
+
+ const SkScalar radius = paint.getStrokeWidth() * 0.5f;
+
+ /*
+ * drawPoints draws each element (point, line) separately. This means our bulk-adding into the
+ * same raster is not valid for most blendmodes.
+ */
+ switch (mode) {
+ case SkCanvas::kPoints_PointMode: {
+ if (paint.getStrokeCap() == SkPaint::kRound_Cap) {
+ circles_add(paint, points, (int32_t)count, radius);
+ } else {
+ squares_add(paint, points,(int32_t)count, radius);
+ }
+ } break;
+
+ case SkCanvas::kLines_PointMode: {
+ if (count <= 1) {
+ return;
+ }
+ lines_stroked_add(paint, points, (int32_t)count & ~1, radius);
+ } break;
+
+ case SkCanvas::kPolygon_PointMode: {
+ SkPoint xy0 = points[0];
+ skc_err err = skc_path_begin(fPB);
+
+ for (size_t i = 0; i < count; ++i) {
+ const SkPoint xy1 = points[i];
+ line_stroked_butt(xy0, xy1, radius);
+ xy0 = xy1;
+ }
+
+ //
+ // seal the path
+ //
+ skc_path_t skc_path;
+ err = skc_path_end(fPB, &skc_path);
+
+ //
+ // rasterize the path and place it in a composition
+ //
+ path_rasterize_and_place(paint, skc_path, nullptr);
+
+ SkASSERT(err == SKC_ERR_SUCCESS);
+ } break;
+
+ default:
+ break;
+ }
+}
+
+void SkDevice_Compute::drawRect(const SkRect& rect, const SkPaint& paint) {
+ SkPath path;
+
+ path.addRect(rect);
+ this->drawPath(path, paint, nullptr, true);
+}
+
+void SkDevice_Compute::drawOval(const SkRect& oval, const SkPaint& paint) {
+ SkPath path;
+
+ path.addOval(oval);
+ this->drawPath(path, paint, nullptr, true);
+}
+
+void SkDevice_Compute::drawRRect(const SkRRect& rrect, const SkPaint& paint) {
+ SkPath path;
+
+ path.addRRect(rrect);
+ this->drawPath(path, paint, nullptr, true);
+}
+
+void SkDevice_Compute::drawPath(const SkPath& path, const SkPaint& paint,
+ const SkMatrix* prePathMatrix, bool pathIsMutable) {
+ if (paint.getStyle() == SkPaint::kFill_Style) {
+ path_add(paint,path,prePathMatrix);
+ } else {
+ SkPath stroked;
+
+#define SK_MAGIC_RES_SCALE 1024
+
+ paint.getFillPath(path, &stroked, nullptr, SK_MAGIC_RES_SCALE);
+ this->path_add(paint, stroked, prePathMatrix);
+ }
+}
+
+void SkDevice_Compute::drawText(const void* text,
+ size_t length,
+ SkScalar x,
+ SkScalar y,
+ const SkPaint& paint) {
+ SkPath outline;
+
+ paint.getTextPath(text,length,x,y,&outline);
+ this->drawPath(outline, paint, nullptr, true);
+}
+
+void
+SkDevice_Compute::drawPosText(const void * text,
+ size_t length,
+ const SkScalar pos[],
+ int scalarsPerPos,
+ const SkPoint & offset,
+ const SkPaint & paint)
+{
+#if 0
+ draw.drawPosText_asPaths((const char *)text,length,
+ pos,scalarsPerPos,offset,paint);
+#endif
+}
+
+SkBaseDevice* SkDevice_Compute::onCreateDevice(const CreateInfo& cinfo, const SkPaint* paint) {
+#ifdef SK_USE_COMPUTE_LAYER_GROUP
+ return this->createLayerGroup(cinfo, paint);
+#else
+ // TODO return a new SkDevice_Compute when SkDevice_ComputeLayerGroup doesn't work
+ return nullptr;
+#endif
+}
+
+void SkDevice_Compute::drawDevice(SkBaseDevice* device, int left, int top, const SkPaint& paint) {
+ // It seems that we won't support image filter until snapSpecial and drawSpecial are implemented
+ // (SkCanvas.cpp will call drawSpecial when the paint has an image filter).
+ SkASSERT(!paint.getImageFilter());
+
+#ifdef SK_USE_COMPUTE_LAYER_GROUP
+ // In case of SkDevice_ComputeLayerGroup, we close the group
+ SkDevice_ComputeLayerGroup* layerDevice = static_cast<SkDevice_ComputeLayerGroup*>(device);
+ SkASSERT(layerDevice->fRoot == this); // the layerDevice should belong to this root device
+ SkASSERT(layerDevice->fGroupID == fGroupID); // the layerDevice should be the top device
+
+ // left, top should be the same as the origin,
+ // and we can ignore them because we have no offscreen buffer.
+ SkASSERT(SkIPoint::Make(left, top) == device->getOrigin());
+
+ // close the group and pop the top device
+ skc_styling_group_range_lo(fStyling, fGroupID, fGroupLayerID + 1);
+ fGroupID = fParents.back();
+ fParents.pop_back();
+#else
+ // TODO handle the case where the device is a SkDevice_Compute rather than
+ // SkDevice_ComputeLayerGroup (in which case an offscreen buffer is created).
+#endif
+}
+
+#ifdef SK_USE_COMPUTE_LAYER_GROUP
+
+SkDevice_ComputeLayerGroup* SkDevice_Compute::createLayerGroup(const CreateInfo& cinfo,
+ const SkPaint* paint) {
+ return new SkDevice_ComputeLayerGroup(this, cinfo, paint);
+}
+
+void SkDevice_Compute::onCtmChanged() {
+ fTopCTM = this->ctm();
+ fTransformWeakref = SKC_WEAKREF_INVALID;
+}
+
+SkDevice_ComputeLayerGroup::SkDevice_ComputeLayerGroup(SkDevice_Compute* root,
+ const CreateInfo& cinfo, const SkPaint* paint)
+ : SkBaseDevice(SkImageInfo::MakeN32Premul(cinfo.fInfo.width(), cinfo.fInfo.height()),
+ SkSurfaceProps(0,kUnknown_SkPixelGeometry)) {
+ // TODO clip the group using cinfo; handle the paint's alpha and maybe color filter?
+
+ // Create a new group. We'll restore the previous group during onRestore.
+ skc_styling_group_alloc(fRoot->fStyling, &fRoot->fGroupID);
+ fRoot->fParents.push_back(fRoot->fGroupID);
+ fGroupID = fRoot->fGroupID;
+
+ // ENTER
+ skc_styling_cmd_t const styling_cmds_enter[] = {
+ SKC_STYLING_CMD_OP_COVER_ZERO_ACC,
+ SKC_STYLING_CMD_OP_COLOR_ZERO_ACC
+ };
+ skc_styling_group_enter(fRoot->fStyling, fRoot->fGroupID, SKC_STYLING_CMDS(styling_cmds_enter));
+
+ skc_styling_group_parents(fRoot->fStyling, fRoot->fGroupID, fRoot->fParents.count(),
+ fRoot->fParents.begin());
+
+ // RANGE
+ // We'll set range_lo at restore
+ skc_styling_group_range_hi(fRoot->fStyling, fRoot->fGroupID, fRoot->fGroupLayerID);
+
+ // LEAVE
+ skc_styling_cmd_t const styling_cmds_leave[] = {
+ SKC_STYLING_CMD_OP_SURFACE_COMPOSITE
+ };
+ skc_styling_group_leave(fRoot->fStyling, fRoot->fGroupID, SKC_STYLING_CMDS(styling_cmds_leave));
+}
+
+void SkDevice_ComputeLayerGroup::drawDevice(SkBaseDevice* device, int left, int top,
+ const SkPaint& paint) {
+ fRoot->drawDevice(device, left, top, paint); // the root will properly close the group
+}
+
+SkBaseDevice* SkDevice_ComputeLayerGroup::onCreateDevice(const CreateInfo& cinfo,
+ const SkPaint* paint) {
+ return fRoot->createLayerGroup(cinfo, paint);
+}
+
+void SkDevice_ComputeLayerGroup::onCtmChanged() {
+ this->sanityCheck();
+
+ // Cancels the translation as we're not using an offscreen buffer
+ const SkIPoint& origin = this->getOrigin();
+ fRoot->fTopCTM = this->ctm();
+ fRoot->fTopCTM.postTranslate(SkIntToScalar(origin.fX), SkIntToScalar(origin.fY));
+ fRoot->fTransformWeakref = SKC_WEAKREF_INVALID;
+}
+
+void SkDevice_ComputeLayerGroup::onSave() {
+ this->sanityCheck();
+ fRoot->onSave();
+}
+
+void SkDevice_ComputeLayerGroup::onRestore() {
+ this->sanityCheck();
+ fRoot->onRestore();
+}
+
+void SkDevice_ComputeLayerGroup::onClipRect(const SkRect& rect, SkClipOp op, bool aa) {
+ this->sanityCheck();
+ fRoot->fClipStack.clipRect(rect, fRoot->fTopCTM, op, aa);
+ fRoot->fClipWeakref = SKC_WEAKREF_INVALID;
+}
+
+void SkDevice_ComputeLayerGroup::onClipRRect(const SkRRect& rrect, SkClipOp op, bool aa) {
+ this->sanityCheck();
+ fRoot->fClipStack.clipRRect(rrect, fRoot->fTopCTM, op, aa);
+ fRoot->fClipWeakref = SKC_WEAKREF_INVALID;
+}
+
+void SkDevice_ComputeLayerGroup::onClipPath(const SkPath& path, SkClipOp op, bool aa) {
+ this->sanityCheck();
+ fRoot->fClipStack.clipPath(path, fRoot->fTopCTM, op, aa);
+ fRoot->fClipWeakref = SKC_WEAKREF_INVALID;
+}
+
+void SkDevice_ComputeLayerGroup::onClipRegion(const SkRegion& deviceRgn, SkClipOp op) {
+ this->sanityCheck();
+ fRoot->onClipRegion(deviceRgn, op);
+}
+
+void SkDevice_ComputeLayerGroup::onSetDeviceClipRestriction(SkIRect* mutableClipRestriction) {
+ this->sanityCheck();
+ fRoot->onSetDeviceClipRestriction(mutableClipRestriction);
+}
+
+#endif // SK_USE_COMPUTE_LAYER_GROUP
+
+#endif
diff --git a/src/compute/sk/SkDevice_Compute.h b/src/compute/sk/SkDevice_Compute.h
new file mode 100644
index 0000000..d2d16e5
--- /dev/null
+++ b/src/compute/sk/SkDevice_Compute.h
@@ -0,0 +1,265 @@
+/*
+ * Copyright 2016 The Android Open Source Project
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ */
+
+#ifndef SkDevice_Compute_DEFINED
+#define SkDevice_Compute_DEFINED
+
+//
+// for now make sure it's defined
+//
+
+#if !defined(SK_SUPPORT_GPU_COMPUTE)
+#define SK_SUPPORT_GPU_COMPUTE 1
+#endif
+
+//
+//
+//
+
+#if SK_SUPPORT_GPU_COMPUTE
+
+// TODO Check whether we can use SkDevice_ComputeLayerGroup at compile time
+// by checking whether there is only one top device.
+#define SK_USE_COMPUTE_LAYER_GROUP
+
+//
+// C
+//
+
+#ifdef __cplusplus
+extern "C" {
+#endif
+
+#include <context.h>
+
+#ifdef __cplusplus
+}
+#endif
+
+#include "../compute/skc/skc.h"
+
+//
+// C++
+//
+
+#include "SkDevice.h"
+#include "SkClipStackDevice.h"
+#include "SkContext_Compute.h"
+#include "SkTArray.h"
+
+//
+//
+//
+
+#ifdef SK_USE_COMPUTE_LAYER_GROUP
+class SkDevice_ComputeLayerGroup;
+#endif
+
+class SkDevice_Compute : public SkClipStackDevice {
+public:
+ SkDevice_Compute(sk_sp<SkContext_Compute>, int w, int h);
+ ~SkDevice_Compute() override;
+
+ void drawPaint(const SkPaint& paint) override;
+ void drawPoints(SkCanvas::PointMode, size_t, const SkPoint[], const SkPaint&) override;
+ void drawRect(const SkRect&, const SkPaint&) override;
+ void drawOval(const SkRect&, const SkPaint&) override;
+ void drawRRect(const SkRRect&, const SkPaint&) override;
+ void drawPath(const SkPath&, const SkPaint&, const SkMatrix*, bool) override;
+ void drawText(const void*, size_t, SkScalar, SkScalar, const SkPaint&) override;
+ void drawPosText(const void*, size_t, const SkScalar[], int, const SkPoint&,
+ const SkPaint&) override;
+
+ void onRestore() override {
+ this->SkClipStackDevice::onRestore();
+ fClipWeakref = SKC_WEAKREF_INVALID;
+ }
+ void onClipRect(const SkRect& rect, SkClipOp op, bool aa) override {
+ this->SkClipStackDevice::onClipRect(rect, op, aa);
+ fClipWeakref = SKC_WEAKREF_INVALID;
+ }
+ void onClipRRect(const SkRRect& rrect, SkClipOp op, bool aa) override {
+ this->SkClipStackDevice::onClipRRect(rrect, op, aa);
+ fClipWeakref = SKC_WEAKREF_INVALID;
+ }
+ void onClipPath(const SkPath& path, SkClipOp op, bool aa) override {
+ this->SkClipStackDevice::onClipPath(path, op, aa);
+ fClipWeakref = SKC_WEAKREF_INVALID;
+ }
+ void onClipRegion(const SkRegion& deviceRgn, SkClipOp op) override {
+ this->SkClipStackDevice::onClipRegion(deviceRgn, op);
+ fClipWeakref = SKC_WEAKREF_INVALID;
+ }
+ void onSetDeviceClipRestriction(SkIRect* clipRestriction) override {
+ this->SkClipStackDevice::onSetDeviceClipRestriction(clipRestriction);
+ fClipWeakref = SKC_WEAKREF_INVALID;
+ }
+
+ ClipType onGetClipType() const override {
+ // TODO Support non-rect clip
+ return kRect_ClipType;
+ }
+
+ void drawBitmap(const SkBitmap&, const SkMatrix&, const SkPaint&) override {}
+ void drawSprite(const SkBitmap&, int, int, const SkPaint&) override {}
+ void drawBitmapRect(const SkBitmap&, const SkRect*, const SkRect&, const SkPaint&,
+ SkCanvas::SrcRectConstraint) override {}
+ void drawDevice(SkBaseDevice*, int, int, const SkPaint&) override;
+ void drawVertices(const SkVertices*, SkBlendMode, const SkPaint&) override {}
+ void flush() override;
+
+ SkBaseDevice* onCreateDevice(const CreateInfo&, const SkPaint*) override;
+
+ void onCtmChanged() override;
+
+ friend class SkDevice_ComputeLayerGroup;
+
+private:
+ void styling_group_init();
+
+ void path_add(const SkPaint&, const SkPath&, const SkMatrix* prePathMatrix = nullptr);
+ void circles_add(const SkPaint&, const SkPoint points[], int32_t count, SkScalar radius);
+ void squares_add(const SkPaint&, const SkPoint points[], int32_t count, SkScalar radius);
+ void line_stroked_butt(SkPoint xy0, SkPoint xy1, SkScalar radius);
+ void lines_stroked_add(const SkPaint&, const SkPoint points[], int32_t count, SkScalar radius);
+ void path_rasterize_and_place(const SkPaint&, const skc_path_t path,
+ const SkMatrix* prePathMatrix = nullptr);
+
+ sk_sp<SkContext_Compute> fCompute;
+
+ skc_composition_t fComposition;
+ skc_styling_t fStyling;
+
+ skc_path_builder_t fPB;
+ skc_raster_builder_t fRB;
+
+ skc_group_id fGroupID;
+ skc_group_id fGroupLayerID;
+
+ // When SK_USE_COMPUTE_LAYER_GROUP is set, fTopCTM is the global CTM for the top device.
+ // When SK_USE_COMPUTE_LAYER_GROUP is not set, fTopCTM is equal to this->ctm().
+ SkMatrix fTopCTM;
+ skc_transform_weakref_t fTransformWeakref;
+
+ skc_raster_clip_weakref_t fClipWeakref;
+
+#ifdef SK_USE_COMPUTE_LAYER_GROUP
+ SkTArray<skc_group_id> fParents;
+
+ SkDevice_ComputeLayerGroup* createLayerGroup(const CreateInfo&, const SkPaint*);
+#endif
+};
+
+#ifdef SK_USE_COMPUTE_LAYER_GROUP
+
+// A group of skc layers that correspond to a saveLayer in the top level (root) SkDevice_Compute.
+class SkDevice_ComputeLayerGroup : public SkBaseDevice {
+public:
+ SkDevice_ComputeLayerGroup(SkDevice_Compute* root, const CreateInfo&, const SkPaint*);
+ ~SkDevice_ComputeLayerGroup() override;
+
+ void drawPaint(const SkPaint& paint) override {
+ this->sanityCheck();
+ fRoot->drawPaint(paint);
+ }
+
+ void
+ drawPoints(SkCanvas::PointMode pm, size_t s, const SkPoint pts[], const SkPaint& p) override {
+ this->sanityCheck();
+ fRoot->drawPoints(pm, s, pts, p);
+ }
+
+ void drawRect(const SkRect& r, const SkPaint& p) override {
+ this->sanityCheck();
+ fRoot->drawRect(r, p);
+ }
+
+ void drawOval(const SkRect& r, const SkPaint& p) override {
+ this->sanityCheck();
+ fRoot->drawOval(r, p);
+ }
+
+ void drawRRect(const SkRRect& rr, const SkPaint& p) override {
+ this->sanityCheck();
+ fRoot->drawRRect(rr, p);
+ }
+
+ void drawPath(const SkPath& path, const SkPaint& p, const SkMatrix* m, bool b) override {
+ this->sanityCheck();
+ fRoot->drawPath(path, p, m, b);
+ }
+
+ void drawText(const void* t, size_t l, SkScalar x, SkScalar y, const SkPaint& p) override {
+ this->sanityCheck();
+ fRoot->drawText(t, l, x, y, p);
+ }
+
+ void drawPosText(const void* t, size_t l, const SkScalar p[], int s, const SkPoint& o,
+ const SkPaint& paint) override {
+ this->sanityCheck();
+ fRoot->drawPosText(t, l, p, s, o, paint);
+ }
+
+ void onSave() override;
+ void onRestore() override;
+ void onClipRect(const SkRect& rect, SkClipOp, bool aa) override;
+ void onClipRRect(const SkRRect& rrect, SkClipOp, bool aa) override;
+ void onClipPath(const SkPath& path, SkClipOp, bool aa) override;
+ void onClipRegion(const SkRegion& deviceRgn, SkClipOp) override;
+ void onSetDeviceClipRestriction(SkIRect* mutableClipRestriction) override;
+ bool onClipIsAA() const override {
+ return fRoot->onClipIsAA();
+ }
+ void onAsRgnClip(SkRegion* rgn) const override {
+ return fRoot->onAsRgnClip(rgn);
+ }
+ ClipType onGetClipType() const override {
+ return fRoot->onGetClipType();
+ }
+
+ void onCtmChanged() override;
+
+ void drawBitmap(const SkBitmap&, const SkMatrix&, const SkPaint&) override {}
+ void drawSprite(const SkBitmap&, int, int, const SkPaint&) override {}
+ void drawBitmapRect(const SkBitmap&, const SkRect*, const SkRect&, const SkPaint&,
+ SkCanvas::SrcRectConstraint) override {}
+ void drawDevice(SkBaseDevice*, int, int, const SkPaint&) override;
+ void drawVertices(const SkVertices*, SkBlendMode, const SkPaint&) override {}
+ void flush() override;
+
+ SkBaseDevice* onCreateDevice(const CreateInfo&, const SkPaint*) override;
+
+ friend class SkDevice_Compute;
+
+private:
+ SkDevice_Compute* fRoot;
+
+ // Save a copy of the current group id for sanity check.
+ // If the sanity check fails, we're probably in the Android world where
+ // multiple top-level devices can co-exist. In that case, we can no longer use the group syntax
+ // and we have to create a new root-level SkDevice_Compute with an offscreen surface.
+ // According to reed@, we should be able to tell whether this sanity check will fail
+ // at the compile time (e.g., Chrome and Flutter never do this; Android sometimes does this).
+ skc_group_id fGroupID;
+
+ void sanityCheck() {
+#ifdef SK_DEBUG
+ // We should only change the top level device's CTM.
+ // Otherwise we can't use SkDevice_ComputeLayerGroup.
+ SkASSERT(fGroupID == fRoot->fGroupID);
+
+ // The root SkDevice_Compute must have an origin (0, 0) as saveLayer won't
+ // ever create another SkDevice_Compute
+ SkASSERT(fRoot->getOrigin() == SkIPoint::Make(0, 0));
+#endif
+ }
+};
+
+#endif // SK_USE_COMPUTE_LAYER_GROUP
+
+#endif // SK_SUPPORT_GPU_COMPUTE
+#endif // SkDevice_Compute_DEFINED
diff --git a/src/compute/sk/SkImage_Compute.cpp b/src/compute/sk/SkImage_Compute.cpp
new file mode 100644
index 0000000..039766f
--- /dev/null
+++ b/src/compute/sk/SkImage_Compute.cpp
@@ -0,0 +1,49 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ */
+
+//
+//
+//
+
+#include "SkImage_Compute.h"
+
+//
+//
+//
+
+#if SK_SUPPORT_GPU_COMPUTE
+
+//
+// C++
+//
+
+//
+//
+//
+
+SkImage_Compute::SkImage_Compute(sk_sp<SkContext_Compute> compute,
+ GrGLuint const snap,
+ int const width,
+ int const height)
+
+ : SkImage(width,height,0), // FIXME -- who provides unique id?
+ compute(compute),
+ snap(snap)
+{
+ ;
+}
+
+SkImage_Compute::~SkImage_Compute()
+{
+ // skc_interop_snap_dispose(compute->interop,snap); TODO skc.h
+}
+
+//
+//
+//
+
+#endif
diff --git a/src/compute/sk/SkImage_Compute.h b/src/compute/sk/SkImage_Compute.h
new file mode 100644
index 0000000..a3d9f02
--- /dev/null
+++ b/src/compute/sk/SkImage_Compute.h
@@ -0,0 +1,83 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ */
+
+#ifndef SkSurface_Image_DEFINED
+#define SkSurface_Image_DEFINED
+
+//
+// for now make sure it's defined
+//
+
+#if !defined(SK_SUPPORT_GPU_COMPUTE)
+#define SK_SUPPORT_GPU_COMPUTE 1
+#endif
+
+//
+//
+//
+
+#if SK_SUPPORT_GPU_COMPUTE
+
+//
+//
+//
+
+// #include "GrContext.h"
+// #include "SkRefCnt.h"
+#include "SkImage.h"
+#include "gl/GrGLGpu.h"
+
+//
+//
+//
+
+#include "SkContext_Compute.h"
+
+//
+//
+//
+
+class SkImage_Compute : public SkImage
+{
+ public:
+
+ SkImage_Compute(sk_sp<SkContext_Compute> compute,
+ GrGLuint const snap,
+ int const width,
+ int const height);
+
+ ~SkImage_Compute();
+
+ //
+ //
+ //
+
+ private:
+
+ //
+ //
+ //
+
+ sk_sp<SkContext_Compute> compute; // reference to compute context
+ GrGLuint snap; // fbo
+
+ //
+ //
+ //
+};
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
+
+#endif
diff --git a/src/compute/sk/SkSurface_Compute.cpp b/src/compute/sk/SkSurface_Compute.cpp
new file mode 100644
index 0000000..5dac0f0
--- /dev/null
+++ b/src/compute/sk/SkSurface_Compute.cpp
@@ -0,0 +1,191 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ */
+
+//
+//
+//
+
+#include "SkSurface_Compute.h"
+#include "SkDevice_Compute.h"
+#include "SkImage_Compute.h"
+
+//
+//
+//
+
+#if SK_SUPPORT_GPU_COMPUTE
+
+//
+// C++
+//
+
+#include "gl/GrGLGpu.h"
+#include "SkSurface_Gpu.h"
+
+//
+//
+//
+
+SkSurface_Compute::SkSurface_Compute(sk_sp<SkContext_Compute> compute,
+ int const width, int const height)
+ : INHERITED(width,height,nullptr),
+ compute(compute)
+{
+ //
+ // resize interop
+ //
+ // skc_interop_size_set(compute->interop,width,height,NULL); TODO skc.h
+}
+
+SkSurface_Compute::~SkSurface_Compute()
+{
+ ;
+}
+
+//
+//
+//
+
+SkCanvas*
+SkSurface_Compute::onNewCanvas()
+{
+ uint32_t w = 0,h = 0;
+
+ // skc_interop_size_get(compute->interop,&w,&h); TODO skc.h
+
+ SkDevice_Compute * const device_compute = new SkDevice_Compute(compute,w,h);;
+ SkCanvas * const canvas = new SkCanvas(device_compute,SkCanvas::kConservativeRasterClip_InitFlag);
+
+ //
+ // destroy device upon surface destruction
+ //
+ device = sk_sp<SkBaseDevice>(device_compute);
+
+ //
+ // move origin from upper left to lower left
+ //
+ SkMatrix matrix;
+
+ matrix.setScaleTranslate(1.0f,-1.0f,0.0f,(SkScalar)h);
+
+ canvas->setMatrix(matrix);
+
+ return canvas;
+}
+
+//
+//
+//
+
+sk_sp<SkSurface>
+SkSurface_Compute::onNewSurface(const SkImageInfo& info)
+{
+ return sk_make_sp<SkSurface_Compute>(compute,info.width(),info.height());
+}
+
+//
+//
+//
+
+sk_sp<SkImage>
+SkSurface_Compute::onNewImageSnapshot()
+{
+ uint32_t w,h;
+
+ // skc_interop_size_get(compute->interop,&w,&h); TODO skc.h
+
+ GrGLuint snap;
+
+ // skc_interop_snap_create(compute->interop, TODO skc.h
+ // skc_surface_interop_surface_get(compute->surface),
+ // &snap);
+
+ return sk_make_sp<SkImage_Compute>(compute,snap,w,h);
+}
+
+//
+//
+//
+
+void
+SkSurface_Compute::onCopyOnWrite(ContentChangeMode mode)
+{
+ ;
+}
+
+//
+//
+//
+
+#if 0
+
+sk_sp<SkSurface>
+SkSurface_Compute::MakeComputeBackedSurface(SkWindow * const window,
+ const SkWindow::AttachmentInfo & attachmentInfo,
+ GrGLInterface const * const grInterface,
+ GrContext * const grContext,
+ sk_sp<SkContext_Compute> compute)
+{
+ GrBackendRenderTargetDesc desc;
+
+ desc.fWidth = SkScalarRoundToInt(window->width());
+ desc.fHeight = SkScalarRoundToInt(window->height());
+
+ if (0 == desc.fWidth || 0 == desc.fHeight) {
+ return nullptr;
+ }
+
+ // TODO: Query the actual framebuffer for sRGB capable. However, to
+ // preserve old (fake-linear) behavior, we don't do this. Instead, rely
+ // on the flag (currently driven via 'C' mode in SampleApp).
+ //
+ // Also, we may not have real sRGB support (ANGLE, in particular), so check for
+ // that, and fall back to L32:
+ //
+ // ... and, if we're using a 10-bit/channel FB0, it doesn't do sRGB conversion on write,
+ // so pretend that it's non-sRGB 8888:
+ desc.fConfig =
+ grContext->caps()->srgbSupport() &&
+ SkImageInfoIsGammaCorrect(window->info()) &&
+ (attachmentInfo.fColorBits != 30)
+ ? kSkiaGamma8888_GrPixelConfig : kSkia8888_GrPixelConfig;
+
+ desc.fOrigin = kBottomLeft_GrSurfaceOrigin;
+ desc.fSampleCnt = 0; // attachmentInfo.fSampleCount;
+ desc.fStencilBits = 0; // attachmentInfo.fStencilBits;
+
+ GrGLint buffer;
+
+ GR_GL_GetIntegerv(grInterface,GR_GL_FRAMEBUFFER_BINDING,&buffer);
+ desc.fRenderTargetHandle = buffer;
+
+ sk_sp<SkColorSpace> colorSpace =
+ grContext->caps()->srgbSupport() && SkImageInfoIsGammaCorrect(window->info())
+ ? SkColorSpace::NewNamed(SkColorSpace::kSRGB_Named) : nullptr;
+
+ //
+ //
+ //
+
+ if (!grContext) {
+ return nullptr;
+ }
+
+ if (!SkSurface_Gpu::Valid(grContext,desc.fConfig,colorSpace.get())) {
+ return nullptr;
+ }
+
+ return sk_make_sp<SkSurface_Compute>(compute,desc.fWidth,desc.fHeight);
+}
+
+#endif
+
+//
+//
+//
+
+#endif
diff --git a/src/compute/sk/SkSurface_Compute.h b/src/compute/sk/SkSurface_Compute.h
new file mode 100644
index 0000000..84836c0
--- /dev/null
+++ b/src/compute/sk/SkSurface_Compute.h
@@ -0,0 +1,113 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ */
+
+#ifndef SkSurface_Compute_DEFINED
+#define SkSurface_Compute_DEFINED
+
+//
+// for now make sure it's defined
+//
+
+#if !defined(SK_SUPPORT_GPU_COMPUTE)
+#define SK_SUPPORT_GPU_COMPUTE 1
+#endif
+
+//
+//
+//
+
+#if SK_SUPPORT_GPU_COMPUTE
+
+//
+//
+//
+
+#include "SkSurface_Base.h"
+#include "GrContext.h"
+#include "SkRefCnt.h"
+
+// Yuqian: It doesn't seem right to me for SkSurface_Compute to depend on SkWindow.
+// Maybe we should move MakeComputeBackedSurface(from SkWindow) to SkWindow.cpp.
+// #include "SkWindow.h"
+
+//
+//
+//
+
+#include "SkContext_Compute.h"
+
+//
+//
+//
+
+//
+//
+//
+
+class SkSurface_Compute : public SkSurface_Base
+{
+ public:
+
+ SkSurface_Compute(sk_sp<SkContext_Compute> compute,
+ int const width, int const height);
+
+ ~SkSurface_Compute();
+
+ //
+ //
+ //
+
+ SkCanvas* onNewCanvas() override;
+ sk_sp<SkSurface> onNewSurface(const SkImageInfo&) override;
+ sk_sp<SkImage> onNewImageSnapshot() override;
+ void onCopyOnWrite(ContentChangeMode) override;
+
+ //
+ //
+ //
+
+ // static sk_sp<SkSurface> MakeComputeBackedSurface(SkWindow * const window,
+ // const SkWindow::AttachmentInfo & attachmentInfo,
+ // GrGLInterface const * const grInterface,
+ // GrContext * const grContext,
+ // sk_sp<SkContext_Compute> compute);
+ // //
+ //
+ //
+
+ private:
+
+ typedef SkSurface_Base INHERITED;
+
+ //
+ //
+ //
+
+ sk_sp<SkBaseDevice> device;
+
+ //
+ //
+ //
+
+ sk_sp<SkContext_Compute> compute;
+
+ //
+ //
+ //
+};
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
+
+#endif
diff --git a/src/compute/skc/Makefile b/src/compute/skc/Makefile
new file mode 100644
index 0000000..e6516e3
--- /dev/null
+++ b/src/compute/skc/Makefile
@@ -0,0 +1,79 @@
+#
+# Copyright 2016 Google Inc.
+#
+# Use of this source code is governed by a BSD-style license that can
+# be found in the LICENSE file.
+#
+
+SRC = block_pool_init.cl paths_copy.cl fills_expand.cl rasterize.cl raster_alloc.cl prefix.cl place.cl render.cl
+
+PRE = $(SRC:%.cl=%.pre.cl)
+
+IR_GEN9 = $(PRE:%.cl=%.ir)
+
+$(info PRE : $(PRE))
+$(info IR_GEN9 : $(IR_GEN9))
+
+#
+#
+#
+
+OPENCL_STD = -cl-std=CL1.2
+OPENCL_PRE = __OPENCL_C_VERSION__=120
+
+# OPENCL_STD = -cl-std=CL2.0
+# OPENCL_PRE = __OPENCL_C_VERSION__=200
+
+#
+#
+#
+
+TARGETS = $(PRE) $(IR_GEN9)
+
+#
+#
+#
+
+IOC = ioc64
+
+IOC_IR_OPTS_OPT = $(OPENCL_STD) -cl-single-precision-constant -cl-denorms-are-zero -cl-mad-enable \
+ -cl-no-signed-zeros -cl-fast-relaxed-math -cl-kernel-arg-info
+
+IOC_IR_OPTS_DBG = $(OPENCL_STD) -cl-kernel-arg-info -g
+
+IOC_IR_OPTS = $(IOC_IR_OPTS_OPT)
+
+#
+#
+#
+
+PRE_DEPS = $(wildcard *.h)
+
+#
+#
+#
+
+all: $(TARGETS)
+
+
+clean:
+ -rm -f $(TARGETS) $(wildcard *.pre.bin.inl) $(wildcard *.pre.src.inl) $(wildcard *.gen) $(wildcard *.TMP)
+
+#
+# PREPROCESS
+#
+
+$(PRE): %.pre.cl: %.cl $(PRE_DEPS)
+ cl -I . -I "%INTELOCLSDKROOT%\include" -D $(OPENCL_PRE) -EP $< -P -Fi"$@"
+ clang-format -i $@
+ dos2unix $@
+ xxd -i $@ $(basename $@).src.inl
+
+#
+# GEN9 -- supports OpenCL 2.0 and can emit SPIR-V / SPIR-V TEXT but cannot load it via clCreateProgramWithIL()
+#
+
+$(IR_GEN9): %.ir: %.cl
+ touch $@
+ $(IOC) -cmd=build -bo="$(IOC_IR_OPTS)" -device=gpu -input=$< -ir=$@ -asm
+ xxd -i $@ $(basename $@).bin.inl
diff --git a/src/compute/skc/allocator_device_cl.c b/src/compute/skc/allocator_device_cl.c
new file mode 100644
index 0000000..aa44f36
--- /dev/null
+++ b/src/compute/skc/allocator_device_cl.c
@@ -0,0 +1,136 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "runtime_cl_12.h"
+#include "config_cl.h"
+#include "common/cl/assert_cl.h"
+
+//
+// PERM
+//
+
+cl_mem
+skc_runtime_device_perm_alloc(struct skc_runtime * const runtime,
+ cl_mem_flags const flags,
+ size_t const size)
+{
+ cl_int cl_err;
+
+ cl_mem mem = clCreateBuffer(runtime->cl.context,
+ flags,
+ size,
+ NULL,
+ &cl_err); cl_ok(cl_err);
+ return mem;
+}
+
+void
+skc_runtime_device_perm_free(struct skc_runtime * const runtime,
+ cl_mem const mem)
+{
+ cl(ReleaseMemObject(mem));
+}
+
+//
+// TEMP
+//
+
+cl_mem
+skc_runtime_device_temp_alloc(struct skc_runtime * const runtime,
+ cl_mem_flags const flags,
+ size_t const size,
+ skc_subbuf_id_t * const subbuf_id,
+ size_t * const subbuf_size)
+{
+ if (size == 0)
+ {
+ *subbuf_id = (skc_subbuf_id_t)-1;
+
+ if (subbuf_size != NULL)
+ *subbuf_size = 0;
+
+ return NULL;
+ }
+
+ cl_buffer_region br;
+
+ br.origin = skc_suballocator_subbuf_alloc(&runtime->allocator.device.temp.suballocator,
+ runtime->scheduler,
+ size,subbuf_id,&br.size);
+
+ if (subbuf_size != NULL)
+ *subbuf_size = br.size;
+
+ cl_int cl_err;
+
+ cl_mem mem = clCreateSubBuffer(runtime->allocator.device.temp.extent,
+ flags,
+ CL_BUFFER_CREATE_TYPE_REGION,
+ &br,
+ &cl_err); cl_ok(cl_err);
+
+ return mem;
+}
+
+
+void
+skc_runtime_device_temp_free(struct skc_runtime * const runtime,
+ cl_mem const mem,
+ skc_subbuf_id_t const subbuf_id)
+{
+ if (mem == NULL)
+ return;
+
+ skc_suballocator_subbuf_free(&runtime->allocator.device.temp.suballocator,subbuf_id);
+
+ cl(ReleaseMemObject(mem));
+}
+
+//
+//
+//
+
+void
+skc_allocator_device_create(struct skc_runtime * const runtime)
+{
+ skc_suballocator_create(runtime,
+ &runtime->allocator.device.temp.suballocator,
+ "DEVICE",
+ runtime->config->suballocator.device.subbufs,
+ runtime->cl.base_align,
+ runtime->config->suballocator.device.size);
+
+#ifndef NDEBUG
+#pragma message("Get rid of CL_MEM_ALLOC_HOST_PTR as soon as the sorter is installed")
+ cl_mem_flags const flags = CL_MEM_READ_WRITE | CL_MEM_ALLOC_HOST_PTR;
+#else
+ cl_mem_flags const flags = CL_MEM_READ_WRITE;
+#endif
+
+ runtime->allocator.device.temp.extent =
+ skc_runtime_device_perm_alloc(runtime,
+ flags,
+ runtime->config->suballocator.device.size);
+}
+
+void
+skc_allocator_device_dispose(struct skc_runtime * const runtime)
+{
+ skc_suballocator_dispose(runtime,&runtime->allocator.device.temp.suballocator);
+
+ skc_runtime_device_perm_free(runtime,runtime->allocator.device.temp.extent);
+}
+
+//
+//
+//
+
diff --git a/src/compute/skc/allocator_device_cl.h b/src/compute/skc/allocator_device_cl.h
new file mode 100644
index 0000000..67d4e41
--- /dev/null
+++ b/src/compute/skc/allocator_device_cl.h
@@ -0,0 +1,54 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <CL/opencl.h>
+
+//
+//
+//
+
+#include "suballocator.h"
+
+//
+//
+//
+
+struct skc_allocator_device
+{
+#if 0
+ struct {
+
+ } perm;
+#endif
+
+ struct {
+ struct skc_suballocator suballocator;
+ cl_mem extent;
+ } temp;
+};
+
+//
+//
+//
+
+void
+skc_allocator_device_create(struct skc_runtime * const runtime);
+
+void
+skc_allocator_device_dispose(struct skc_runtime * const runtime);
+
+//
+//
+//
+
diff --git a/src/compute/skc/allocator_host.c b/src/compute/skc/allocator_host.c
new file mode 100644
index 0000000..dbdcba0
--- /dev/null
+++ b/src/compute/skc/allocator_host.c
@@ -0,0 +1,120 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdlib.h>
+
+//
+//
+//
+
+#include "runtime_cl_12.h"
+#include "config_cl.h"
+
+//
+//
+//
+
+#define SKC_RUNTIME_HOST_CACHELINE_SIZE 64
+
+#define SKC_ALIGNED_MALLOC(size,alignment) _aligned_malloc(size,alignment)
+#define SKC_ALIGNED_FREE(p) _aligned_free(p)
+
+//
+// PERM
+//
+
+void *
+skc_runtime_host_perm_alloc(struct skc_runtime * const runtime,
+ skc_mem_flags_e const flags,
+ size_t const size)
+{
+ return SKC_ALIGNED_MALLOC(SKC_ROUND_UP(size,SKC_RUNTIME_HOST_CACHELINE_SIZE),
+ SKC_RUNTIME_HOST_CACHELINE_SIZE);
+}
+
+void
+skc_runtime_host_perm_free(struct skc_runtime * const runtime,
+ void * const mem)
+{
+ SKC_ALIGNED_FREE(mem);
+}
+
+//
+// TEMP
+//
+
+void *
+skc_runtime_host_temp_alloc(struct skc_runtime * const runtime,
+ skc_mem_flags_e const flags,
+ size_t const size,
+ skc_subbuf_id_t * const subbuf_id,
+ size_t * const subbuf_size)
+{
+ if (size == 0)
+ {
+ *subbuf_id = (skc_subbuf_id_t)-1;
+
+ if (subbuf_size != NULL)
+ *subbuf_size = 0;
+
+ return NULL;
+ }
+
+ return runtime->allocator.host.temp.extent +
+ skc_suballocator_subbuf_alloc(&runtime->allocator.host.temp.suballocator,
+ runtime->scheduler,
+ size,subbuf_id,subbuf_size);
+}
+
+
+void
+skc_runtime_host_temp_free(struct skc_runtime * const runtime,
+ void * const mem,
+ skc_subbuf_id_t const subbuf_id)
+{
+ if (mem == NULL)
+ return;
+
+ skc_suballocator_subbuf_free(&runtime->allocator.host.temp.suballocator,subbuf_id);
+}
+
+//
+//
+//
+
+void
+skc_allocator_host_create(struct skc_runtime * const runtime)
+{
+ skc_suballocator_create(runtime,
+ &runtime->allocator.host.temp.suballocator,
+ "HOST ",
+ runtime->config->suballocator.host.subbufs,
+ SKC_RUNTIME_HOST_CACHELINE_SIZE,
+ runtime->config->suballocator.host.size);
+
+ runtime->allocator.host.temp.extent =
+ skc_runtime_host_perm_alloc(runtime,
+ SKC_MEM_FLAGS_READ_WRITE,
+ runtime->config->suballocator.host.size);
+}
+
+void
+skc_allocator_host_dispose(struct skc_runtime * const runtime)
+{
+ skc_suballocator_dispose(runtime,&runtime->allocator.host.temp.suballocator);
+
+ skc_runtime_host_perm_free(runtime,runtime->allocator.host.temp.extent);
+}
+
+//
+//
+//
diff --git a/src/compute/skc/allocator_host.h b/src/compute/skc/allocator_host.h
new file mode 100644
index 0000000..d6519c8
--- /dev/null
+++ b/src/compute/skc/allocator_host.h
@@ -0,0 +1,59 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "suballocator.h"
+
+//
+//
+//
+
+typedef enum skc_mem_flags_e {
+
+ SKC_MEM_FLAGS_READ_WRITE,
+ SKC_MEM_FLAGS_WRITE_ONLY,
+ SKC_MEM_FLAGS_READ_ONLY
+
+} skc_mem_flags_e;
+
+//
+//
+//
+
+struct skc_allocator_host
+{
+#if 0
+ struct {
+ // in case we want to instrument perm allocs
+ } perm;
+#endif
+
+ struct {
+ struct skc_suballocator suballocator;
+ skc_uchar * extent;
+ } temp;
+};
+
+//
+//
+//
+
+void
+skc_allocator_host_create(struct skc_runtime * const runtime);
+
+void
+skc_allocator_host_dispose(struct skc_runtime * const runtime);
+
+//
+//
+//
diff --git a/src/compute/skc/assert_skc.c b/src/compute/skc/assert_skc.c
new file mode 100644
index 0000000..4902f98
--- /dev/null
+++ b/src/compute/skc/assert_skc.c
@@ -0,0 +1,86 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdlib.h>
+#include <stdio.h>
+
+//
+//
+//
+
+#include "assert_skc.h"
+
+//
+//
+//
+
+#define SKC_ERR_TO_STR(err) case err: return #err
+
+//
+//
+//
+
+char const *
+skc_get_error_string(skc_err const err)
+{
+ switch(err)
+ {
+ SKC_ERR_TO_STR(SKC_ERR_SUCCESS);
+ SKC_ERR_TO_STR(SKC_ERR_NOT_IMPLEMENTED);
+ SKC_ERR_TO_STR(SKC_ERR_POOL_EMPTY);
+ SKC_ERR_TO_STR(SKC_ERR_CONDVAR_WAIT);
+ SKC_ERR_TO_STR(SKC_ERR_LAYER_ID_INVALID);
+ SKC_ERR_TO_STR(SKC_ERR_LAYER_NOT_EMPTY);
+ SKC_ERR_TO_STR(SKC_ERR_TRANSFORM_WEAKREF_INVALID);
+ SKC_ERR_TO_STR(SKC_ERR_STROKE_STYLE_WEAKREF_INVALID);
+ SKC_ERR_TO_STR(SKC_ERR_COMMAND_NOT_READY);
+ SKC_ERR_TO_STR(SKC_ERR_COMMAND_NOT_COMPLETED);
+ SKC_ERR_TO_STR(SKC_ERR_COMMAND_NOT_STARTED);
+ SKC_ERR_TO_STR(SKC_ERR_COMMAND_NOT_READY_OR_COMPLETED);
+ SKC_ERR_TO_STR(SKC_ERR_COMPOSITION_SEALED);
+ SKC_ERR_TO_STR(SKC_ERR_STYLING_SEALED);
+ SKC_ERR_TO_STR(SKC_ERR_HANDLE_INVALID);
+ SKC_ERR_TO_STR(SKC_ERR_HANDLE_OVERFLOW);
+
+ default:
+ return "UNKNOWN SKC ERROR CODE";
+ }
+}
+
+//
+//
+//
+
+skc_err
+assert_skc(skc_err const err, char const * const file, int const line, bool const abort)
+{
+ if (err != SKC_ERR_SUCCESS)
+ {
+ char const * const skc_err_str = skc_get_error_string(err);
+
+ fprintf(stderr,
+ "\"%s\", line %d: skc_assert (%d) = \"%s\"",
+ file,line,err,skc_err_str);
+
+ if (abort)
+ {
+ // stop profiling and reset device here if necessary
+ exit(err);
+ }
+ }
+
+ return err;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/assert_skc.h b/src/compute/skc/assert_skc.h
new file mode 100644
index 0000000..15f5b3a
--- /dev/null
+++ b/src/compute/skc/assert_skc.h
@@ -0,0 +1,33 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+
+//
+//
+//
+
+skc_err
+skc_assert_skc(void const * const ptr, char const * const file, int const line, bool const abort);
+
+//
+//
+//
+
+#define skc(...) skc_assert_skc((skc_##__VA_ARGS__), __FILE__, __LINE__, true);
+#define skc_ok(err) skc_assert_skc((err ), __FILE__, __LINE__, true);
+
+//
+//
+//
diff --git a/src/compute/skc/assert_state.h b/src/compute/skc/assert_state.h
new file mode 100644
index 0000000..b4724f9
--- /dev/null
+++ b/src/compute/skc/assert_state.h
@@ -0,0 +1,46 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#pragma once
+
+//
+//
+//
+
+#include "macros.h"
+
+//
+//
+//
+
+#if 1
+
+#include <assert.h>
+
+#define SKC_ASSERT_STATE_DECLARE(st) st state
+#define SKC_ASSERT_STATE_MEMBER(sp) SKC_CONCAT(sp,->state)
+#define SKC_ASSERT_STATE_INIT(sp,to) SKC_ASSERT_STATE_MEMBER(sp) = (to)
+#define SKC_ASSERT_STATE_TRANSITION(from,to,sp) assert(SKC_ASSERT_STATE_MEMBER(sp) == (from)); SKC_ASSERT_STATE_INIT(sp,to)
+#define SKC_ASSERT_STATE_ASSERT(at,sp) assert(SKC_ASSERT_STATE_MEMBER(sp) == (at))
+
+#else
+
+#define SKC_ASSERT_STATE_DECLARE(st)
+#define SKC_ASSERT_STATE_INIT(sp,to)
+#define SKC_ASSERT_STATE_TRANSITION(from,to,sp)
+#define SKC_ASSERT_STATE_ASSERT(at,sp)
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/atomic_cl.h b/src/compute/skc/atomic_cl.h
new file mode 100644
index 0000000..c196c36
--- /dev/null
+++ b/src/compute/skc/atomic_cl.h
@@ -0,0 +1,72 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_ATOMIC_CL
+#define SKC_ONCE_ATOMIC_CL
+
+//
+// git cl upload is bleating about needing an #include before and #if
+// so we're unneccesarily reloading the types and OpenCL header
+//
+
+#include "types.h"
+
+#if (__OPENCL_C_VERSION__ <= 120 /*CL_VERSION_1_2*/)
+
+#define SKC_ATOMIC_UINT uint
+#define SKC_ATOMIC_INT int
+
+#define SKC_ATOMIC_ADD_LOCAL_RELAXED_DEVICE(p,v) atomic_add(p,v)
+#define SKC_ATOMIC_ADD_LOCAL_RELAXED_SUBGROUP(p,v) atomic_add(p,v)
+
+#define SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE(p,v) atomic_add(p,v)
+#define SKC_ATOMIC_ADD_GLOBAL_RELAXED_SUBGROUP(p,v) atomic_add(p,v)
+
+#else // __OPENCL_C_VERSION__ > __CL_VERSION_1_2
+
+//
+// REMOVE THESE DEFINES ASAP -- ONLY HERE BECAUSE THE INTEL CODE
+// BUILDER UTILITY DOESN'T SUPPORT CREATING AN ATOMIC TYPE BUFFER
+//
+
+#ifdef SKC_SUPPORT_BROKEN_INTEL_CODE_BUILDER
+
+#define SKC_ATOMIC_UINT uint
+#define SKC_ATOMIC_CAST_LOCAL(p) (__local atomic_uint volatile * restrict const)(p)
+#define SKC_ATOMIC_CAST_GLOBAL(p) (__global atomic_uint volatile * restrict const)(p)
+
+#else
+
+#define SKC_ATOMIC_UINT atomic_uint
+#define SKC_ATOMIC_CAST_LOCAL(p) (p)
+#define SKC_ATOMIC_CAST_GLOBAL(p) (p)
+
+#endif
+
+
+#define SKC_ATOMIC_ADD_LOCAL_RELAXED_DEVICE(p,v) atomic_fetch_add_explicit(SKC_ATOMIC_CAST_LOCAL(p), \
+ v,memory_order_relaxed,memory_scope_device)
+#define SKC_ATOMIC_ADD_LOCAL_RELAXED_SUBGROUP(p,v) atomic_fetch_add_explicit(SKC_ATOMIC_CAST_LOCAL(p), \
+ v,memory_order_relaxed,memory_scope_sub_group)
+
+#define SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE(p,v) atomic_fetch_add_explicit(SKC_ATOMIC_CAST_GLOBAL(p), \
+ v,memory_order_relaxed,memory_scope_device)
+#define SKC_ATOMIC_ADD_GLOBAL_RELAXED_SUBGROUP(p,v) atomic_fetch_add_explicit(SKC_ATOMIC_CAST_GLOBAL(p), \
+ v,memory_order_relaxed,memory_scope_sub_group)
+
+#endif
+
+//
+//
+//
+
+#endif // SKC_ONCE_ATOMIC_CL
+
+//
+//
+//
diff --git a/src/compute/skc/block.h b/src/compute/skc/block.h
new file mode 100644
index 0000000..753f2ac
--- /dev/null
+++ b/src/compute/skc/block.h
@@ -0,0 +1,228 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_BLOCK
+#define SKC_ONCE_BLOCK
+
+//
+//
+//
+
+#include "types.h"
+#include "macros.h"
+
+//
+// Hard requirements:
+//
+// - A TTXB "block pool" extent that is at least 1GB.
+//
+// - A virtual surface of at least 8K x 8K
+//
+// - A physical surface of __don't really care__ because it's
+// advantageous to tile the physical surface into sub-surface
+// rectangles so that multiple linear (smaller) TTCK sorts are
+// simultaneously performed.
+//
+//
+// EXTENT TTXB BITS
+// SIZE (MB) +-------------------------------------+
+// | 22 23 24 25 26 * 27 * |
+// +----+-------------------------------------+
+// | 8 | 128 256 512 1024 2048 4096 |
+// TTXB | 16 | 256 512 1024 2048 4096 8192 |
+// WORDS | 32 | 512 1024 2048 4096 8192 16384 |
+// | 64 | 1024 2048 4096 8192 16384 32768 |
+// +----+-------------------------------------+
+//
+//
+// SUB-SURFACE X/Y BITS
+// TILE SIZE +------------------------------------------------------+
+// | 5 6 7 8 9 10 11 12 13 |
+// +----+------------------------------------------------------+
+// | 3 | 256 512 1024 2048 4096 8192 16384 32768 65536 |
+// TILE | 4 | 512 1024 2048 4096 8192 16384 32768 65536 128K |
+// SIDE | 5 | 1024 2048 4096 8192 16384 32768 65536 128K 256K |
+// BITS | 6 | 2048 4096 8192 16384 32768 65536 128K 256K 512K |
+// | 7 | 4096 8192 16384 32768 65536 128K 256K 512K 1024K |
+// +----+------------------------------------------------------+
+// TILES^2 | 1024 4096 16384 65536 256K 1M 4M 16M 64M |
+// +------------------------------------------------------+
+//
+// The following values should be pretty future-proof across all GPUs:
+//
+// - 27 bits of block id space implies a max of 4GB-32GB of
+// rasterized paths depending on the size of the TTXB block.
+// This could enable interesting use cases.
+//
+// - A minimum block size is 16 words (64 bytes) and a maximum of 32
+// words (128 bytes) greatly simplifies portability. It's unlikely
+// that a large GPU can service a tile larger than 32x32 pixels.
+// Additionally, on smaller devices, rectangular tiles will have a
+// minimum height of 16 pixels. Note that a minimum subblock size
+// is probably 8 words (32 bytes).
+//
+// - A virtual rasterization surface that's from +/-32768K to
+// +/-128K depending on the target's rasterization tile size.
+//
+// - A physical sub-surface tile (or entire surface) from 4Kx4K to
+// 16Kx16K depending on the target's rasterization tile size.
+//
+// - Support for a minimum of 256K layers. If necessary, this can
+// convseratively raised to 1m or 2m layers by either implementing
+// surface tiling or when the target supports large raster tiles.
+//
+// - Keys that (optionally) only require a 32-bit high word
+// comparison.
+//
+//
+// TAGGED BLOCK ID
+//
+// 0 5 31
+// | | ID |
+// | TAG | SUBBLOCK | BLOCK |
+// +-----+----------+--------+
+// | 5 | N | 27 - N |
+//
+// There are 27 bits of subblocks and 5 bits of tag.
+//
+//
+// TTRK (64-bit COMPARE)
+//
+// 0 63
+// | TTSB ID | X | Y | RASTER COHORT ID |
+// +---------+------+------+------------------+
+// | 27 | 12 | 12 | 13 |
+//
+//
+// TTRK (32-BIT COMPARE)
+//
+// 0 63
+// | TTSB ID | N/A | X | Y | RASTER COHORT ID |
+// +---------+-----+------+------+------------------+
+// | 27 | 5 | 12 | 12 | 8 |
+//
+//
+// TTSK v2:
+//
+// 0 63
+// | TTSB ID | IS_PREFIX | N/A | X | Y |
+// +---------+-----------+------+----+----+
+// | 27 | 1 (=0) | 12 | 12 | 12 |
+//
+//
+// TTPK v2:
+//
+// 0 63
+// | TTPB ID | IS_PREFIX | SPAN | X | Y |
+// +---------+-----------+------+-----+-----+
+// | 27 | 1 (=1) | 12 | 12 | 12 |
+//
+//
+// TTCK (32-BIT COMPARE) v1:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 18 | 7 | 7 |
+//
+//
+// TTCK (32-BIT COMPARE) v2:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 15 | 9 | 8 |
+//
+//
+// TTCK (64-BIT COMPARE) -- achieves 4K x 4K with an 8x16 tile:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 27 | 1 | 1 | 18 | 9 | 8 |
+//
+//
+
+
+#define SKC_TAGGED_BLOCK_ID_BITS_ID 27 // this size is cast in stone
+#define SKC_TAGGED_BLOCK_ID_BITS_TAG 5 // which leaves 5 bits of tag
+
+//
+//
+//
+
+typedef enum skc_block_id_tag {
+
+ SKC_BLOCK_ID_TAG_PATH_LINE, // 0 -- 4 segments
+ SKC_BLOCK_ID_TAG_PATH_QUAD, // 1 -- 6 segments
+ SKC_BLOCK_ID_TAG_PATH_CUBIC, // 2 -- 8 segments
+ SKC_BLOCK_ID_TAG_PATH_RAT_QUAD, // 3 -- 8 segments : 6 + w0 + na
+ SKC_BLOCK_ID_TAG_PATH_RAT_CUBIC, // 4 -- 10 segments : 8 + w0 + w1
+ SKC_BLOCK_ID_TAG_PATH_NEXT, // 5 -- this represents the end of path tags
+
+ //
+ // TAGS [6-30] ARE AVAILABLE
+ //
+
+ SKC_BLOCK_ID_TAG_INVALID = (1u << SKC_TAGGED_BLOCK_ID_BITS_TAG) - 1, // all 1's
+ SKC_BLOCK_ID_TAG_COUNT,
+
+} skc_block_id_tag;
+
+//
+//
+//
+
+#define SKC_TAGGED_BLOCK_ID_INVALID SKC_UINT_MAX // all 1's
+
+//
+//
+//
+
+typedef skc_uint skc_block_id_t;
+
+//
+//
+//
+
+typedef skc_uint skc_tagged_block_id_t;
+
+union skc_tagged_block_id
+{
+ skc_uint u32;
+
+#if !defined(__OPENCL_C_VERSION__)
+ struct {
+ skc_uint tag : SKC_TAGGED_BLOCK_ID_BITS_TAG;
+ skc_uint id : SKC_TAGGED_BLOCK_ID_BITS_ID;
+ };
+#else
+ //
+ // OPENCL BIT-FIELD EXTRACT/INSERT
+ //
+#endif
+};
+
+//
+//
+//
+
+#define SKC_TAGGED_BLOCK_ID_MASK_TAG SKC_BITS_TO_MASK(SKC_TAGGED_BLOCK_ID_BITS_TAG)
+
+#define SKC_TAGGED_BLOCK_ID_GET_TAG(bst) ((bst) & SKC_TAGGED_BLOCK_ID_MASK_TAG)
+#define SKC_TAGGED_BLOCK_ID_GET_ID(bst) ((bst) >> SKC_TAGGED_BLOCK_ID_BITS_TAG)
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/block_pool_cl.h b/src/compute/skc/block_pool_cl.h
new file mode 100644
index 0000000..c883709
--- /dev/null
+++ b/src/compute/skc/block_pool_cl.h
@@ -0,0 +1,60 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_BLOCK_POOL
+#define SKC_ONCE_BLOCK_POOL
+
+//
+//
+//
+
+#include "types.h"
+
+//
+//
+//
+
+union skc_block_pool_size
+{
+ skc_uint3 u32v3;
+
+ struct {
+ skc_uint pool_size; // number of blocks
+ skc_uint ring_pow2; // rounded-up pow2 of pool_size
+ skc_uint ring_mask; // ring_pow2 - 1
+ };
+};
+
+//
+//
+//
+
+union skc_block_pool_atomic
+{
+ skc_uint2 u32v2;
+
+ skc_uint u32a2[2];
+
+ struct {
+ skc_uint reads;
+ skc_uint writes;
+ };
+};
+
+#define SKC_BP_ATOMIC_OFFSET_READS 0
+#define SKC_BP_ATOMIC_OFFSET_WRITES 1
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/block_pool_cl_12.h b/src/compute/skc/block_pool_cl_12.h
new file mode 100644
index 0000000..6fa8a39
--- /dev/null
+++ b/src/compute/skc/block_pool_cl_12.h
@@ -0,0 +1,33 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "block_pool_cl.h"
+#include "extent_cl_12.h"
+
+//
+// device side block pool
+//
+
+struct skc_block_pool
+{
+ union skc_block_pool_size const * size;
+
+ struct skc_extent_pdrw blocks;
+ struct skc_extent_pdrw ids;
+ struct skc_extent_phr_pdrw atomics;
+};
+
+//
+//
+//
diff --git a/src/compute/skc/block_pool_init.cl b/src/compute/skc/block_pool_init.cl
new file mode 100644
index 0000000..023dff4
--- /dev/null
+++ b/src/compute/skc/block_pool_init.cl
@@ -0,0 +1,64 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "device_cl_12_gen9.h"
+
+//
+// BEST TO RUN THESE ON AN OUT-OF-ORDER CQ
+//
+
+__kernel
+SKC_BP_INIT_IDS_KERNEL_ATTRIBS
+void
+skc_kernel_block_pool_init_ids(__global uint * const ids, uint const bp_size)
+{
+ uint const gid = get_global_id(0);
+
+ //
+ // FIXME -- TUNE FOR ARCH -- evaluate if it's much faster to
+ // accomplish this with fewer threads and using either IPC and/or
+ // vector stores -- it should be on certain architectures!
+ //
+
+ //
+ // initialize pool with sequence
+ //
+ if (gid < bp_size)
+ ids[gid] = gid * SKC_DEVICE_SUBBLOCKS_PER_BLOCK;
+}
+
+//
+//
+//
+
+__kernel
+SKC_BP_INIT_ATOMICS_KERNEL_ATTRIBS
+void
+skc_kernel_block_pool_init_atomics(__global uint * const bp_atomics, uint const bp_size)
+{
+ // the version test is to squelch a bug with the Intel OpenCL CPU
+ // compiler declaring it supports the cl_intel_subgroups extension
+#if defined(cl_intel_subgroups) || defined (cl_khr_subgroups)
+ uint const tid = get_sub_group_local_id();
+#else
+ uint const tid = get_local_id(0);
+#endif
+
+ //
+ // launch two threads and store [ 0, bp_size ]
+ //
+ bp_atomics[tid] = tid * bp_size;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/cl_20/extent.c b/src/compute/skc/cl_20/extent.c
new file mode 100644
index 0000000..4c073e8
--- /dev/null
+++ b/src/compute/skc/cl_20/extent.c
@@ -0,0 +1,787 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#include <string.h>
+
+// #include "extent.h"
+
+//
+// EXTENT TYPES
+//
+// Classification of operations on allocated GPU memory
+//
+// h = host
+// d = device
+//
+// c = append using non-atomic incremented count
+// x = append using atomically incremented index
+// p = allocated from pool of indices
+// g = gathered by pull kernel
+// s = size is available
+//
+// w1 = write once
+// wN = write many
+//
+// r1 = read once
+// rN = read many
+//
+// rw = read/write many
+//
+// host<>device memory model
+// +--------------------+--------------------+
+// extent type | split | shared | examples
+// ---------------------+--------------------+--------------------+--------------------
+// | | |
+// extent_atomic | device+mapped | device+mapped | atomically op'd device extent + read-only host snapshot
+// | | |
+// extent_dxrw | device | device | ttsk_array, ttpk_array, ttck_array, *_offsets
+// extent_hcw1_dr1 | mapped | mapped | command_queue, buffer
+// extent_hcrw | host | host | queue
+// | | |
+// ---------------------+--------------------+--------------------+--------------------
+// | | |
+// extent_hcw1_drN | memcpy'd | mapped | stack_transforms, stack_stroke_props
+// extent_hgw1_drN | scatter/gather | mapped | layer_props
+// | | |
+// block_pool_dprw | device | device | ttsb_pool, ttpb_pool
+// block_pool_hp_drw | device | device | raster_pool
+// | | |
+// ---------------------+--------------------+--------------------+--------------------
+// | | |
+// block_pool_hp_drw | block_pool_hp_drw | block_pool_hp_drw | path_block_pool
+// staging buffer | extent_hw_dr | -- |
+// | | |
+//
+
+//
+// HIGH-LEVEL EXTENTS ARE BUILT FROM SIMPLER STRUCTURES
+//
+
+//
+// COUNTERS FOR POOLS -- TYPICALLY ATOMIC WHEN ON DEVICE
+//
+
+union skc_ring
+{
+ skc_uint2 u32v2;
+
+ skc_uint u32a2[2];
+
+ struct {
+ skc_uint reads; // number of reads
+ skc_uint writes; // number of writes
+ };
+};
+
+//
+// POOL OF INDICES TO BLOCKS
+//
+
+struct skc_pool_h
+{
+ skc_uint * indices;
+};
+
+struct skc_pool_d
+{
+ cl_mem * indices; // FIXME -- READ POOL INDICES THROUGH CONSTANT CACHE?
+};
+
+//
+// LOW-LEVEL EXTENTS -- SIZES ARE STORED ELSEWHERE
+//
+
+struct skc_extent_hrw
+{
+ void * hrw; // host pointer to host extent -- read/write
+};
+
+struct skc_extent_drw
+{
+ cl_mem drw; // device pointer to device extent -- read/write
+};
+
+struct skc_extent_hw_dr
+{
+ void * hw; // host pointer to shared extent -- write-only + write-combined
+ cl_mem dr; // device pointer to shared extent -- read-only
+};
+
+//
+//
+//
+
+#if 0
+static
+void *
+skc_runtime_svm_alloc(struct skc_runtime_cl * const runtime_cl, size_t const size)
+{
+ return clSVMAlloc(runtime_cl->context,
+ CL_MEM_READ_WRITE | CL_MEM_SVM_FINE_GRAIN_BUFFER,
+ size,
+ 0);
+}
+
+static
+void *
+skc_runtime_svm_atomic_alloc(struct skc_runtime_cl * const runtime_cl, size_t const size) // WE DON'T NEED THIS HERE
+{
+ return clSVMAlloc(runtime_cl->context,
+ CL_MEM_READ_WRITE | CL_MEM_SVM_FINE_GRAIN_BUFFER | CL_MEM_SVM_ATOMICS,
+ size,
+ 0);
+}
+
+static
+void
+skc_runtime_svm_free(struct skc_runtime_cl * const runtime_cl, void * const buffer)
+{
+ clSVMFree(runtime_cl->context,buffer);
+}
+#endif
+
+//
+//
+//
+
+void
+skc_command_queue_fill_device(struct skc_command_queue * const cq,
+ cl_mem buffer,
+ void const * const pattern,
+ size_t const pattern_size,
+ size_t const size);
+
+void *
+skc_command_queue_map_wi(struct skc_command_queue * const cq,
+ cl_mem buffer);
+
+void
+skc_command_queue_unmap(struct skc_command_queue * const cq,
+ cl_mem buffer,
+ void * const mapped);
+
+void
+skc_command_queue_read(struct skc_command_queue * const cq,
+ cl_mem buffer,
+ void * const ptr);
+
+//
+//
+//
+
+struct skc_extent_hrw *
+skc_extent_hrw_alloc(struct skc_allocator * const allocator,
+ size_t const size)
+{
+ struct skc_extent_hrw * extent;
+
+ extent = skc_allocator_alloc_host(allocator,sizeof(*extent));
+ extent->hrw = skc_allocator_alloc_host(allocator,size);
+
+ return extent;
+}
+
+
+
+void
+skc_extent_hrw_free(struct skc_allocator * const allocator,
+ struct skc_extent_hrw * const extent)
+{
+ skc_allocator_free_host(allocator,extent->hrw);
+ skc_allocator_free_host(allocator,extent);
+}
+
+//
+//
+//
+
+struct skc_extent_drw *
+skc_extent_drw_alloc(struct skc_allocator * const allocator,
+ size_t const size)
+{
+ struct skc_extent_drw * extent;
+
+ extent = skc_allocator_alloc_host (allocator,sizeof(*extent));
+ extent->drw = skc_allocator_alloc_device(allocator,size);
+
+ return extent;
+}
+
+void
+skc_extent_drw_free(struct skc_allocator * const allocator,
+ struct skc_extent_drw * const extent)
+{
+ skc_allocator_free_device(allocator,extent->drw);
+ skc_allocator_free_host (allocator,extent);
+}
+
+void
+skc_extent_drw_fill(struct skc_command_queue * const cq,
+ struct skc_extent_drw * const extent,
+ void const * const pattern,
+ size_t const pattern_size,
+ size_t const size)
+{
+ skc_command_queue_fill_device(cq,extent->drw,pattern,pattern_size,size);
+}
+
+//
+// WRITE-COMBINED / WRITE-INVALIDATE
+//
+
+struct skc_extent_hw_dr *
+skc_extent_hw_dr_alloc(struct skc_allocator * const allocator,
+ size_t const size)
+{
+ struct skc_extent_hw_dr * extent;
+
+ extent = skc_allocator_alloc_host(allocator,sizeof(*extent));
+ extent->hw = NULL;
+ extent->dr = skc_allocator_alloc_device_wc(allocator,size); // write-combined mem
+
+ return extent;
+}
+
+void
+skc_extent_hw_dr_free(struct skc_allocator * const allocator,
+ struct skc_extent_hw_dr * const extent)
+{
+ skc_allocator_free_device(allocator,extent->dr);
+ skc_allocator_free_host (allocator,extent);
+}
+
+void
+skc_extent_hw_dr_map(struct skc_command_queue * const cq,
+ struct skc_extent_hw_dr * const extent)
+{
+ extent->hw = skc_command_queue_map_wi(cq,extent->dr);
+}
+
+void
+skc_extent_hw_dr_unmap(struct skc_command_queue * const cq,
+ struct skc_extent_hw_dr * const extent)
+{
+ skc_command_queue_unmap(cq,extent->dr,extent->hw);
+}
+
+void
+skc_extent_hw_dr_memcpy(struct skc_extent_hw_dr * const extent,
+ void const * SKC_RESTRICT const src,
+ size_t const offset,
+ size_t const size)
+{
+ void * SKC_RESTRICT const dst = (char *)extent->hw + offset;
+
+ memcpy(dst,src,size);
+}
+//
+// SNAPSHOT
+//
+
+struct skc_extent_hr_drw
+{
+ void * hr; // host pointer to shared extent -- readable snapshot
+ cl_mem drw; // device pointer to shared extent -- read/write
+};
+
+struct skc_extent_hr_drw *
+skc_extent_hr_drw_alloc(struct skc_allocator * const allocator,
+ size_t const size)
+{
+ struct skc_extent_hr_drw * extent;
+
+ extent = skc_allocator_alloc_host (allocator,sizeof(*extent));
+ extent->hr = skc_allocator_alloc_host (allocator,size);
+ extent->drw = skc_allocator_alloc_device(allocator,size);
+
+ return extent;
+}
+
+void
+skc_extent_hr_drw_free(struct skc_allocator * const allocator,
+ struct skc_extent_hr_drw * const extent)
+{
+ skc_allocator_free_host (allocator,extent->hr);
+ skc_allocator_free_device(allocator,extent->drw);
+ skc_allocator_free_host (allocator,extent);
+}
+
+void
+skc_extent_hr_drw_snap(struct skc_command_queue * const cq,
+ struct skc_extent_hr_drw * const extent,
+ size_t const size)
+{
+ skc_command_queue_read(cq,extent->drw,extent->hr);
+}
+
+void
+skc_extent_hr_drw_fill(struct skc_command_queue * const cq,
+ struct skc_extent_hr_drw * const extent,
+ void const * const pattern,
+ size_t const pattern_size,
+ size_t const size)
+{
+ skc_command_queue_fill_device(cq,extent->drw,pattern,pattern_size,size);
+}
+
+//
+//
+//
+
+struct skc_extent_atomic
+{
+ struct skc_extent_hr_drw * hr_drw;
+ size_t size; // typically a very small extent
+};
+
+//
+//
+//
+
+struct skc_extent_atomic *
+skc_extent_atomic_alloc(struct skc_allocator * const allocator,
+ size_t const size)
+{
+ struct skc_extent_atomic * extent;
+
+ extent = skc_allocator_alloc_host(allocator,sizeof(*extent));
+ extent->hr_drw = skc_extent_hr_drw_alloc(allocator,size);
+ extent->size = size;
+
+ return extent;
+}
+
+void
+skc_extent_atomic_free(struct skc_allocator * const allocator,
+ struct skc_extent_atomic * const extent)
+{
+ skc_extent_hr_drw_free (allocator,extent->hr_drw);
+ skc_allocator_free_host(allocator,extent);
+}
+
+void
+skc_extent_atomic_snap(struct skc_command_queue * const cq,
+ struct skc_extent_atomic const * const extent)
+{
+ skc_extent_hr_drw_snap(cq,extent->hr_drw,extent->size);
+}
+
+void
+skc_extent_atomic_zero(struct skc_command_queue * const cq,
+ struct skc_extent_atomic const * const extent)
+{
+ skc_uint const zero = 0;
+
+ skc_extent_hr_drw_fill(cq,extent->hr_drw,&zero,sizeof(zero),extent->size);
+}
+
+//
+//
+//
+
+struct skc_extent_dxrw
+{
+ struct skc_extent_drw * drw;
+
+ size_t elem_size;
+ skc_uint elem_count;
+
+#if 0 // SKC_EXTENT_ATOMIC_IS_IGNORED
+ struct skc_extent_atomic * atomic;
+ size_t atomic_offset;
+#endif
+};
+
+//
+//
+//
+
+struct skc_extent_dxrw *
+skc_extent_dxrw_alloc(struct skc_allocator * const allocator,
+ size_t const elem_size,
+ skc_uint const elem_count,
+ struct skc_extent_atomic * const atomic,
+ size_t const atomic_offset)
+{
+ struct skc_extent_dxrw * extent;
+
+ extent = skc_allocator_alloc_host(allocator,sizeof(*extent));
+ extent->drw = skc_extent_drw_alloc(allocator,elem_size * elem_count);
+
+ extent->elem_size = elem_size;
+ extent->elem_count = elem_count;
+
+ //
+ // note that passing in the atomic and its member has no real use at
+ // this point since the current programming style requires passing
+ // in the atomic extent -- which may have multiple members -- to the
+ // compute kernel
+ //
+#if 0 // SKC_EXTENT_ATOMIC_IS_IGNORED
+ extent->atomic = atomic;
+ extent->atomic_offset = atomic_offset;
+#endif
+
+ return extent;
+}
+
+void
+skc_extent_dxrw_free(struct skc_allocator * const allocator,
+ struct skc_extent_dxrw * const extent)
+{
+ skc_extent_drw_free (allocator,extent->drw);
+ skc_allocator_free_host(allocator,extent);
+}
+
+//
+//
+//
+
+struct skc_extent_hcrw
+{
+ struct skc_extent_hrw * hrw;
+ size_t elem_size;
+ skc_uint elem_count;
+ skc_uint counter;
+};
+
+//
+//
+//
+
+struct skc_extent_hcrw *
+skc_extent_hcrw_alloc(struct skc_allocator * const allocator,
+ size_t const elem_size,
+ skc_uint const elem_count)
+{
+ struct skc_extent_hcrw * extent;
+
+ extent = skc_allocator_alloc_host(allocator,sizeof(*extent));
+ extent->hrw = skc_extent_hrw_alloc(allocator,elem_size * elem_count);
+ extent->elem_size = elem_size;
+ extent->elem_count = elem_count;
+ extent->counter = 0;
+
+ return extent;
+}
+
+void
+skc_extent_hcrw_free(struct skc_allocator * const allocator,
+ struct skc_extent_hcrw * const extent)
+{
+ skc_extent_hrw_free (allocator,extent->hrw);
+ skc_allocator_free_host(allocator,extent);
+}
+
+void
+skc_extent_hcrw_reset(struct skc_extent_hcrw * const extent)
+{
+ extent->counter = 0;
+}
+
+skc_bool
+skc_extent_hcrw_is_full(struct skc_extent_hcrw const * const extent)
+{
+ return (extent->counter == extent->elem_count);
+}
+
+//
+//
+//
+
+struct skc_extent_hcw1_dr1
+{
+ struct skc_extent_hw_dr * hw_dr; // mapped memory
+ size_t elem_size;
+ skc_uint elem_count;
+ skc_uint counter;
+};
+
+//
+//
+//
+
+struct skc_extent_hcw1_dr1 *
+skc_extent_hcw1_dr1_alloc(struct skc_allocator * const allocator,
+ skc_uint const elem_size,
+ skc_uint const elem_count)
+{
+ struct skc_extent_hcw1_dr1 * extent;
+
+ extent = skc_allocator_alloc_host(allocator,sizeof(*extent));
+ extent->hw_dr = skc_extent_hw_dr_alloc(allocator,elem_size * elem_count);
+ extent->elem_size = elem_size;
+ extent->elem_count = elem_count;
+ extent->counter = 0;
+
+ return extent;
+}
+
+void
+skc_extent_hcw1_dr1_free(struct skc_allocator * const allocator,
+ struct skc_extent_hcw1_dr1 * const extent)
+{
+ skc_extent_hw_dr_free (allocator,extent->hw_dr);
+ skc_allocator_free_host(allocator,extent);
+}
+
+void
+skc_extent_hcw1_dr1_map(struct skc_command_queue * const cq,
+ struct skc_extent_hcw1_dr1 * const extent)
+{
+ skc_extent_hw_dr_map(cq,extent->hw_dr);
+}
+
+void
+skc_extent_hcw1_dr1_unmap(struct skc_command_queue * const cq,
+ struct skc_extent_hcw1_dr1 * const extent)
+{
+ skc_extent_hw_dr_unmap(cq,extent->hw_dr);
+}
+
+void
+skc_extent_hcw1_dr1_reset(struct skc_extent_hcw1_dr1 * const extent)
+{
+ extent->counter = 0;
+}
+
+skc_bool
+skc_extent_hcw1_dr1_is_full(struct skc_extent_hcw1_dr1 const * const extent)
+{
+ return (extent->counter == extent->elem_count);
+}
+
+skc_uint
+skc_extent_hcw1_dr1_rem(struct skc_extent_hcw1_dr1 * const extent)
+{
+ return extent->elem_count - extent->counter;
+}
+
+void
+skc_extent_hcw1_dr1_append(struct skc_extent_hcw1_dr1 * const extent,
+ void const * SKC_RESTRICT const elem_ptr,
+ skc_uint const elem_count_clamped)
+{
+ skc_extent_hw_dr_memcpy(extent->hw_dr,
+ elem_ptr,
+ extent->elem_size * extent->counter,
+ extent->elem_size * elem_count_clamped);
+}
+
+//
+//
+//
+
+struct skc_extent_hcw1_drN_unified
+{
+ struct skc_extent_hw_dr * hw_dr; // mapped memory
+ size_t elem_size;
+ skc_uint elem_count;
+ skc_uint counter;
+};
+
+//
+//
+//
+
+struct skc_extent_hcw1_drN_unified *
+skc_extent_hcw1_drN_unified_alloc(struct skc_allocator * const allocator,
+ skc_uint const elem_size,
+ skc_uint const elem_count)
+{
+ struct skc_extent_hcw1_drN_unified * extent;
+
+ extent = skc_allocator_alloc_host(allocator,sizeof(*extent));
+ extent->hw_dr = skc_extent_hw_dr_alloc(allocator,elem_size * elem_count);
+ extent->elem_size = elem_size;
+ extent->elem_count = elem_count;
+ extent->counter = 0;
+
+ return extent;
+}
+
+void
+skc_extent_hcw1_drN_unified_free(struct skc_allocator * const allocator,
+ struct skc_extent_hcw1_drN_unified * const extent)
+{
+ skc_extent_hw_dr_free (allocator,extent->hw_dr);
+ skc_allocator_free_host(allocator,extent);
+}
+
+void
+skc_extent_hcw1_drN_unified_map(struct skc_command_queue * const cq,
+ struct skc_extent_hcw1_drN_unified * const extent)
+{
+ skc_extent_hw_dr_map(cq,extent->hw_dr);
+}
+
+
+void
+skc_extent_hcw1_drN_unified_unmap(struct skc_command_queue * const cq,
+ struct skc_extent_hcw1_drN_unified * const extent)
+{
+ skc_extent_hw_dr_unmap(cq,extent->hw_dr);
+}
+
+void
+skc_extent_hcw1_drN_unified_reset(struct skc_extent_hcw1_drN_unified * const extent)
+{
+ extent->counter = 0;
+}
+
+skc_bool
+skc_extent_hcw1_drN_unified_is_full(struct skc_extent_hcw1_drN_unified const * const extent)
+{
+ return (extent->counter == extent->elem_count);
+}
+
+
+skc_uint
+skc_extent_hcw1_drN_unified_rem(struct skc_extent_hcw1_drN_unified * const extent)
+{
+ return extent->elem_count - extent->counter;
+}
+
+
+void
+skc_extent_hcw1_drN_unified_append(struct skc_extent_hcw1_drN_unified * const extent,
+ void const * SKC_RESTRICT const elem_ptr,
+ skc_uint const elem_count_clamped)
+{
+ skc_extent_hw_dr_memcpy(extent->hw_dr,
+ elem_ptr,
+ extent->elem_size * extent->counter,
+ extent->elem_size * elem_count_clamped);
+}
+
+//
+//
+//
+
+struct skc_id_pool_hp *
+skc_id_pool_hp_alloc(struct skc_allocator * const allocator,
+ skc_uint const count)
+{
+ return NULL;
+}
+
+void
+skc_id_pool_hp_free(struct skc_allocator * const allocator,
+ struct skc_id_pool_hp * const extent)
+{
+ ;
+}
+
+void
+skc_id_pool_hp_acquire(struct skc_id_pool_hp * const extent,
+ skc_uint * const id)
+{
+ ;
+}
+
+void
+skc_id_pool_hp_release_1(struct skc_id_pool_hp * const extent,
+ skc_uint const id)
+{
+ ;
+}
+
+void
+skc_id_pool_hp_release_n(struct skc_id_pool_hp * const extent,
+ skc_uint const * const id,
+ skc_uint const count)
+{
+ ;
+}
+
+//
+//
+//
+
+struct skc_block_pool_dprw *
+skc_block_pool_dprw_alloc(struct skc_allocator * const allocator,
+ union skc_ring * const ring_d,
+ skc_uint const block_size,
+ skc_uint const block_count)
+{
+ return NULL;
+}
+
+void
+skc_block_pool_dprw_free(struct skc_allocator * const allocator,
+ struct skc_block_pool_dprw * const extent)
+{
+ ;
+}
+
+//
+//
+//
+
+struct skc_extent_hgw1_drN *
+skc_extent_hgw1_drN_alloc(struct skc_allocator * const allocator,
+ skc_uint const elem_size,
+ skc_uint const elem_count)
+{
+ return NULL;
+}
+
+void
+skc_extent_hgw1_drN_free(struct skc_allocator * const allocator,
+ struct skc_extent_hgw1_drN * const extent)
+{
+ ;
+}
+
+void
+skc_extent_hgw1_drN_reset(struct skc_extent_hgw1_drN * const extent)
+{
+ ;
+}
+
+void
+skc_extent_hgw1_drN_snap(struct skc_command_queue * const cq,
+ struct skc_extent_hgw1_drN const * const extent)
+{
+ ;
+}
+
+//
+//
+//
+
+#if 0
+
+//
+//
+//
+
+struct skc_block_pool_hp_drw *
+skc_block_pool_hp_drw_alloc(struct skc_allocator * const allocator,
+ skc_uint const elem_size,
+ skc_uint const elem_count)
+{
+ return NULL;
+}
+
+void
+skc_block_pool_hp_drw_free(struct skc_allocator * const allocator,
+ struct skc_block_pool_hp_drw * const extent)
+{
+ ;
+}
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/cl_20/extent.h b/src/compute/skc/cl_20/extent.h
new file mode 100644
index 0000000..2993968
--- /dev/null
+++ b/src/compute/skc/cl_20/extent.h
@@ -0,0 +1,390 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+#include "allocator.h"
+
+//
+// EXTENT TYPES
+//
+// Classification of operations on allocated GPU memory
+//
+// h = host
+// d = device
+//
+// c = append using non-atomic incremented count
+// x = append using atomically incremented index
+// p = allocated from pool of indices
+// g = gathered by pull kernel
+//
+// w1 = write once
+// wN = write many
+//
+// r1 = read once
+// rN = read many
+//
+// rw = read/write many
+//
+// host<>device memory model
+// +--------------------+--------------------+
+// extent type | split | shared | examples
+// ---------------------+--------------------+--------------------+--------------------
+// | | |
+// extent_atomic | device+mapped | device+mapped | atomically op'd device extent + read-only host snapshot
+// | | |
+// extent_dxrw | device | device | ttsk_array, ttpk_array, ttck_array, *_offsets
+// extent_hcw1_dr1 | mapped | mapped | command_queue, buffer
+// extent_hcrw | host | host | queue
+// | | |
+// ---------------------+--------------------+--------------------+--------------------
+// | | |
+// extent_hcw1_drN | memcpy'd | mapped | stack_transforms, stack_stroke_props
+// extent_hgw1_drN | scatter/gather | mapped | layer_props
+// | | |
+// block_pool_dprw | device | device | ttsb_pool, ttpb_pool
+// block_pool_hp_drw | device | device | raster_pool
+// | | |
+// ---------------------+--------------------+--------------------+--------------------
+// | | |
+// block_pool_hp_drw | block_pool_hp_drw | block_pool_hp_drw | path_block_pool
+// staging buffer | extent_hw_dr | -- |
+// | | |
+//
+
+struct skc_extent_hrw;
+struct skc_extent_drw;
+
+struct skc_extent_hrw_drN;
+struct skc_extent_hw1_drN;
+struct skc_extent_hrN_drw;
+
+struct skc_extent_atomic;
+
+struct skc_extent_hcrw;
+struct skc_extent_dxrw;
+
+struct skc_block_pool_dprw;
+
+struct skc_id_pool_hp;
+
+struct skc_extent_hcw1_dr1;
+struct skc_extent_hcw1_drN;
+struct skc_extent_hgw1_drN;
+
+//
+//
+//
+
+void *
+skc_extent_hrw_drN_get_hrw(struct skc_extent_hrw_drN * extent);
+
+void *
+skc_extent_hw1_drN_get_hw1(struct skc_extent_hw1_drN * extent);
+
+//
+//
+//
+
+struct skc_extent_hrw *
+skc_extent_hrw_alloc(struct skc_allocator * const allocator,
+ size_t const size);
+
+void
+skc_extent_hrw_free(struct skc_allocator * const allocator,
+ struct skc_extent_hrw * const extent);
+
+void *
+skc_extent_hrw_get_hrw(struct skc_extent_hrw * extent);
+
+//
+//
+//
+
+struct skc_extent_drw *
+skc_extent_drw_alloc(struct skc_allocator * const allocator,
+ size_t const size);
+
+void
+skc_extent_drw_free(struct skc_allocator * const allocator,
+ struct skc_extent_drw * const extent);
+
+void
+skc_extent_drw_fill(struct skc_command_queue * const cq,
+ struct skc_extent_drw * const extent,
+ void const * const pattern,
+ size_t const pattern_size,
+ size_t const size);
+
+//
+//
+//
+
+struct skc_extent_hw_dr *
+skc_extent_hw_dr_alloc(struct skc_allocator * const allocator,
+ size_t const size);
+
+void
+skc_extent_hw_dr_free(struct skc_allocator * const allocator,
+ struct skc_extent_hw_dr * const extent);
+
+void
+skc_extent_hw_dr_map(struct skc_command_queue * const cq,
+ struct skc_extent_hw_dr * const extent);
+
+void
+skc_extent_hw_dr_unmap(struct skc_command_queue * const cq,
+ struct skc_extent_hw_dr * const extent);
+
+void
+skc_extent_hw_dr_memcpy(struct skc_extent_hw_dr * const extent,
+ void const * SKC_RESTRICT const src,
+ size_t const offset,
+ size_t const size);
+//
+//
+//
+
+struct skc_extent_hr_drw *
+skc_extent_hr_drw_alloc(struct skc_allocator * const allocator,
+ size_t const size);
+
+void
+skc_extent_hr_drw_free(struct skc_allocator * const allocator,
+ struct skc_extent_hr_drw * const extent);
+
+void
+skc_extent_hr_drw_snap(struct skc_command_queue * const cq,
+ struct skc_extent_hr_drw * const extent,
+ size_t const size);
+
+void
+skc_extent_hr_drw_fill(struct skc_command_queue * const cq,
+ struct skc_extent_hr_drw * const extent,
+ void const * const pattern,
+ size_t const pattern_size,
+ size_t const size);
+
+//
+//
+//
+
+struct skc_extent_atomic *
+skc_extent_atomic_alloc(struct skc_allocator * const allocator,
+ size_t const size);
+
+void
+skc_extent_atomic_free(struct skc_allocator * const allocator,
+ struct skc_extent_atomic * const extent);
+
+void
+skc_extent_atomic_snap(struct skc_command_queue * const cq,
+ struct skc_extent_atomic const * const extent);
+
+void
+skc_extent_atomic_zero(struct skc_command_queue * const cq,
+ struct skc_extent_atomic const * const extent);
+
+//
+//
+//
+
+
+struct skc_extent_dxrw *
+skc_extent_dxrw_alloc(struct skc_allocator * const allocator,
+ size_t const elem_size,
+ skc_uint const elem_count,
+ struct skc_extent_atomic * const atomic,
+ size_t const atomic_offset);
+
+void
+skc_extent_dxrw_free(struct skc_allocator * const allocator,
+ struct skc_extent_dxrw * const extent);
+
+//
+//
+//
+
+struct skc_extent_hcrw *
+skc_extent_hcrw_alloc(struct skc_allocator * const allocator,
+ size_t const elem_size,
+ skc_uint const elem_count);
+
+void
+skc_extent_hcrw_free(struct skc_allocator * const allocator,
+ struct skc_extent_hcrw * const extent);
+
+void
+skc_extent_hcrw_reset(struct skc_extent_hcrw * const extent);
+
+skc_bool
+skc_extent_hcrw_is_full(struct skc_extent_hcrw const * const extent);
+
+//
+//
+//
+
+struct skc_extent_hcw1_dr1 *
+skc_extent_hcw1_dr1_alloc(struct skc_allocator * const allocator,
+ skc_uint const elem_size,
+ skc_uint const elem_count);
+
+void
+skc_extent_hcw1_dr1_free(struct skc_allocator * const allocator,
+ struct skc_extent_hcw1_dr1 * const extent);
+
+void
+skc_extent_hcw1_dr1_map(struct skc_command_queue * const cq,
+ struct skc_extent_hcw1_dr1 * const extent);
+
+void
+skc_extent_hcw1_dr1_unmap(struct skc_command_queue * const cq,
+ struct skc_extent_hcw1_dr1 * const extent);
+
+void
+skc_extent_hcw1_dr1_reset(struct skc_extent_hcw1_dr1 * const extent);
+
+skc_bool
+skc_extent_hcw1_dr1_is_full(struct skc_extent_hcw1_dr1 const * const extent);
+
+skc_uint
+skc_extent_hcw1_dr1_rem(struct skc_extent_hcw1_dr1 * const extent);
+
+void
+skc_extent_hcw1_dr1_append(struct skc_extent_hcw1_dr1 * const extent,
+ void const * SKC_RESTRICT const elem_ptr,
+ skc_uint const elem_count_clamped);
+
+//
+// Note: on a shared memory device this reuses the hcw1_dr1
+// implementation and unmaps the extent instead of copying
+//
+
+struct skc_extent_hcw1_drN_unified *
+skc_extent_hcw1_drN_unified_alloc(struct skc_allocator * const allocator,
+ skc_uint const elem_size,
+ skc_uint const elem_count);
+
+void
+skc_extent_hcw1_drN_unified_free(struct skc_allocator * const allocator,
+ struct skc_extent_hcw1_drN_unified * const extent);
+
+void
+skc_extent_hcw1_drN_unified_map(struct skc_command_queue * const cq,
+ struct skc_extent_hcw1_drN_unified * const extent);
+
+void
+skc_extent_hcw1_drN_unified_unmap(struct skc_command_queue * const cq,
+ struct skc_extent_hcw1_drN_unified * const extent);
+
+void
+skc_extent_hcw1_drN_unified_reset(struct skc_extent_hcw1_drN_unified * const extent);
+
+skc_bool
+skc_extent_hcw1_drN_unified_is_full(struct skc_extent_hcw1_drN_unified const * const extent);
+
+skc_uint
+skc_extent_hcw1_drN_unified_rem(struct skc_extent_hcw1_drN_unified * const extent);
+
+void
+skc_extent_hcw1_drN_unified_append(struct skc_extent_hcw1_drN_unified * const extent,
+ void const * SKC_RESTRICT const elem_ptr,
+ skc_uint const elem_count_clamped);
+//
+//
+//
+
+struct skc_id_pool_hp *
+skc_id_pool_hp_alloc(struct skc_allocator * const allocator,
+ skc_uint const count);
+
+void
+skc_id_pool_hp_free(struct skc_allocator * const allocator,
+ struct skc_id_pool_hp * const extent);
+
+void
+skc_id_pool_hp_acquire(struct skc_id_pool_hp * const extent,
+ skc_uint * const id);
+
+void
+skc_id_pool_hp_release_1(struct skc_id_pool_hp * const extent,
+ skc_uint const id);
+
+void
+skc_id_pool_hp_release_n(struct skc_id_pool_hp * const extent,
+ skc_uint const * const id,
+ skc_uint const count);
+
+//
+//
+//
+
+struct skc_block_pool_dprw *
+skc_block_pool_dprw_alloc(struct skc_allocator * const allocator,
+ union skc_ring * const ring_d,
+ skc_uint const block_size,
+ skc_uint const block_count);
+
+void
+skc_block_pool_dprw_free(struct skc_allocator * const allocator,
+ struct skc_block_pool_dprw * const extent);
+
+//
+//
+//
+
+struct skc_extent_hgw1_drN_unified *
+skc_extent_hgw1_drN_unified_alloc(struct skc_allocator * const allocator,
+ skc_uint const elem_size,
+ skc_uint const elem_count);
+
+void
+skc_extent_hgw1_drN_unified_free(struct skc_allocator * const allocator,
+ struct skc_extent_hgw1_drN_unified * const extent);
+
+void
+skc_extent_hgw1_drN_unified_reset(struct skc_extent_hgw1_drN_unified * const extent);
+
+void
+skc_extent_hgw1_drN_unified_snap(struct skc_command_queue * const cq,
+ struct skc_extent_hgw1_drN_unified const * const extent);
+
+//
+//
+//
+
+#if 0
+
+//
+//
+//
+
+struct skc_block_pool_hp_drw *
+skc_block_pool_hp_drw_alloc(struct skc_allocator * const allocator,
+ skc_uint const elem_size,
+ skc_uint const elem_count);
+
+void
+skc_block_pool_hp_drw_free(struct skc_allocator * const allocator,
+ struct skc_block_pool_hp_drw * const extent);
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
+
diff --git a/src/compute/skc/cl_20/ring_cl_svm_fine.cpp b/src/compute/skc/cl_20/ring_cl_svm_fine.cpp
new file mode 100644
index 0000000..9552c81
--- /dev/null
+++ b/src/compute/skc/cl_20/ring_cl_svm_fine.cpp
@@ -0,0 +1,89 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// Fine-grained shared virtual memory ring
+//
+// There is limited support for C11 atomics in C compilers so
+// implement this module in C++11
+//
+
+extern "C" {
+
+#include "runtime.h"
+#include "ring_cl_svm_fine.h"
+
+}
+
+//
+//
+//
+
+#include <atomic>
+
+//
+//
+//
+
+union skc_ring
+{
+ std::atomic<skc_uint> rw[2];
+
+ struct {
+ std::atomic<skc_uint> reads; // number of reads
+ std::atomic<skc_uint> writes; // number of writes
+ };
+};
+
+//
+//
+//
+
+union skc_ring *
+skc_ring_cl_svm_fine_alloc(struct skc_runtime_impl * const runtime_impl)
+{
+ return (union skc_ring *)
+ clSVMAlloc(runtime_impl->context,
+ CL_MEM_READ_WRITE | CL_MEM_SVM_FINE_GRAIN_BUFFER | CL_MEM_SVM_ATOMICS,
+ sizeof(union skc_ring),
+ 0);
+}
+
+void
+skc_ring_cl_svm_fine_init(union skc_ring * const ring, skc_uint writes)
+{
+ ring->reads = ATOMIC_VAR_INIT(0);
+ ring->writes = ATOMIC_VAR_INIT(writes);
+}
+
+void
+skc_ring_cl_svm_fine_free(struct skc_runtime_impl * const runtime_impl, union skc_ring * const ring)
+{
+ clSVMFree(runtime_impl->context,ring);
+}
+
+//
+//
+//
+
+skc_uint
+skc_ring_cl_svm_fine_read(union skc_ring * const ring, skc_uint const n)
+{
+ return atomic_fetch_add_explicit(&ring->reads,n,std::memory_order_relaxed);
+}
+
+skc_uint
+skc_ring_cl_svm_fine_write(union skc_ring * const ring, skc_uint const n)
+{
+ return atomic_fetch_add_explicit(&ring->writes,n,std::memory_order_relaxed);
+}
+
+//
+//
+//
+
diff --git a/src/compute/skc/cl_20/ring_cl_svm_fine.h b/src/compute/skc/cl_20/ring_cl_svm_fine.h
new file mode 100644
index 0000000..65ff9f7
--- /dev/null
+++ b/src/compute/skc/cl_20/ring_cl_svm_fine.h
@@ -0,0 +1,46 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// Fine-grained shared virtual memory ring
+//
+
+#include "runtime.h"
+#include "types.h"
+
+//
+//
+//
+
+union skc_ring *
+skc_ring_cl_svm_fine_alloc(struct skc_runtime_impl * const runtime_impl);
+
+void
+skc_ring_cl_svm_fine_free(struct skc_runtime_impl * const runtime_impl, union skc_ring * const ring);
+
+//
+//
+//
+
+void
+skc_ring_cl_svm_fine_init(union skc_ring * const ring, skc_uint writes);
+
+//
+//
+//
+
+skc_uint
+skc_ring_cl_svm_fine_read(union skc_ring * const ring, skc_uint const n);
+
+skc_uint
+skc_ring_cl_svm_fine_write(union skc_ring * const ring, skc_uint const n);
+
+//
+//
+//
+
diff --git a/src/compute/skc/common.h b/src/compute/skc/common.h
new file mode 100644
index 0000000..618ba22
--- /dev/null
+++ b/src/compute/skc/common.h
@@ -0,0 +1,125 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_COMMON_ONCE
+#define SKC_COMMON_ONCE
+
+//
+// structures common to both host and device -- placeholder until
+// everything shakes out
+//
+
+union skc_transform
+{
+ //
+ // Transform is always scaled s.t. w2 is 1.0f
+ //
+ skc_float f32a8[8];
+
+ skc_float8 f32v8;
+
+ struct {
+ skc_float sx;
+ skc_float shx;
+ skc_float tx;
+
+ skc_float shy;
+ skc_float sy;
+ skc_float ty;
+
+ skc_float w0;
+ skc_float w1;
+ };
+};
+
+//
+//
+//
+
+union skc_path_clip
+{
+ skc_float f32a4[4]; // FIXME -- use the SIMD4 representation trick
+
+ skc_float4 f32v4;
+
+ struct {
+ skc_float x0;
+ skc_float y0;
+ skc_float x1;
+ skc_float y1;
+ };
+};
+
+//
+// host-side path fill cmd that is expanded into rasterization cmds
+//
+// FIXME -- these magic numbers will be replaced with tile.h constants
+//
+// FIXME -- make this command opaque by moving it into the platform impl
+//
+// FIXME -- NEED TO EVALUATE IF THIS DISTRIBUTION OF BITS IS GOING TO
+// BE TOO SMALL -- plenty of room to jiggle these bits
+//
+
+#define SKC_CMD_FILL_BITS_TRANSFORM 12 // distinct transforms -- perhaps too generous
+#define SKC_CMD_FILL_BITS_CLIP 12 // distinct clips -- perhaps too generous
+#define SKC_CMD_FILL_BITS_COHORT 8 // perhaps too small
+
+//
+//
+//
+
+typedef skc_uint skc_path_h; // host path handle
+
+union skc_cmd_fill
+{
+ skc_ulong u64;
+
+ skc_uint2 u32v2;
+
+ struct {
+ skc_path_h path; // host path id
+#if defined(__OPENCL_C_VERSION__)
+ skc_uint tcc;
+#else
+ skc_uint transform : SKC_CMD_FILL_BITS_TRANSFORM;
+ skc_uint clip : SKC_CMD_FILL_BITS_CLIP;
+ skc_uint cohort : SKC_CMD_FILL_BITS_COHORT;
+#endif
+ };
+};
+
+//
+//
+//
+
+typedef skc_uint skc_raster_h;
+
+union skc_cmd_place
+{
+ skc_uint4 u32v4;
+
+ struct {
+ skc_raster_h raster_h;
+ skc_uint layer_id;
+ skc_uint tx;
+ skc_uint ty;
+ };
+};
+
+SKC_STATIC_ASSERT(sizeof(union skc_cmd_place) == sizeof(skc_uint4));
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/composition.c b/src/compute/skc/composition.c
new file mode 100644
index 0000000..d9d51ba
--- /dev/null
+++ b/src/compute/skc/composition.c
@@ -0,0 +1,101 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "composition.h"
+// #include "common.h"
+// #include "context.h"
+
+//
+// high level composition object
+//
+
+skc_err
+skc_composition_retain(skc_composition_t composition)
+{
+ composition->ref_count += 1;
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_composition_release(skc_composition_t composition)
+{
+ composition->release(composition->impl);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+skc_err
+skc_composition_seal(skc_composition_t composition)
+{
+ //
+ // seal the composition
+ //
+ composition->seal(composition->impl);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+skc_err
+skc_composition_unseal(skc_composition_t composition, bool reset)
+{
+ //
+ // unseal the composition
+ //
+ composition->unseal(composition->impl,reset);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+skc_err
+skc_composition_place(skc_composition_t composition,
+ skc_raster_t const * rasters,
+ skc_layer_id const * layer_ids,
+ float const * txs,
+ float const * tys,
+ uint32_t count) // NOTE: A PER-PLACE CLIP IS POSSIBLE
+{
+ return composition->place(composition->impl,rasters,layer_ids,txs,tys,count);
+}
+
+//
+//
+//
+
+skc_err
+skc_composition_get_bounds(skc_composition_t composition, int32_t bounds[4])
+{
+ //
+ // not working yet -- need to think about the semantics
+ //
+ // Option 1: return tight bounds of entire composition
+ // Option 2: ?
+ //
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/composition.h b/src/compute/skc/composition.h
new file mode 100644
index 0000000..cb83cfd
--- /dev/null
+++ b/src/compute/skc/composition.h
@@ -0,0 +1,47 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+#include "types.h"
+
+//
+//
+//
+
+struct skc_composition
+{
+ struct skc_context * context;
+ struct skc_composition_impl * impl;
+
+ //
+ // FIXME -- this collection of pfn's isn't complete
+ //
+ skc_err (* place )(struct skc_composition_impl * const impl,
+ skc_raster_t const * rasters,
+ skc_layer_id const * layer_ids,
+ skc_float const * txs,
+ skc_float const * tys,
+ skc_uint count);
+
+ void (* unseal )(struct skc_composition_impl * const impl, skc_bool const reset);
+ void (* seal )(struct skc_composition_impl * const impl);
+ void (* bounds )(struct skc_composition_impl * const impl, skc_int bounds[4]);
+ void (* release)(struct skc_composition_impl * const impl);
+
+ skc_int ref_count;
+};
+
+//
+//
+//
diff --git a/src/compute/skc/composition_cl_12.c b/src/compute/skc/composition_cl_12.c
new file mode 100644
index 0000000..7853564
--- /dev/null
+++ b/src/compute/skc/composition_cl_12.c
@@ -0,0 +1,823 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdlib.h>
+#include <stdio.h>
+
+#include "hs/cl/hs_cl_launcher.h"
+
+#include "common/cl/assert_cl.h"
+
+#include "composition_cl_12.h"
+#include "config_cl.h"
+
+#include "context.h"
+#include "raster.h"
+#include "handle.h"
+
+#include "runtime_cl_12.h"
+
+#include "common.h"
+#include "tile.h"
+
+//
+// TTCK (32-BIT COMPARE) v1:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 18 | 7 | 7 |
+//
+//
+// TTCK (32-BIT COMPARE) v2:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 15 | 9 | 8 |
+//
+//
+// TTCK (64-BIT COMPARE) -- achieves 4K x 4K with an 8x16 tile:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 27 | 1 | 1 | 18 | 9 | 8 |
+//
+
+union skc_ttck
+{
+ skc_ulong u64;
+ skc_uint2 u32v2;
+
+ struct {
+ skc_uint id : SKC_TTCK_LO_BITS_ID;
+ skc_uint prefix : SKC_TTCK_LO_BITS_PREFIX;
+ skc_uint escape : SKC_TTCK_LO_BITS_ESCAPE;
+ skc_uint layer_lo : SKC_TTCK_LO_BITS_LAYER;
+ skc_uint layer_hi : SKC_TTCK_HI_BITS_LAYER;
+ skc_uint x : SKC_TTCK_HI_BITS_X;
+ skc_uint y : SKC_TTCK_HI_BITS_Y;
+ };
+
+ struct {
+ skc_ulong na0 : SKC_TTCK_LO_BITS_ID_PREFIX_ESCAPE;
+ skc_ulong layer : SKC_TTCK_BITS_LAYER;
+ skc_ulong na1 : SKC_TTCK_HI_BITS_YX;
+ };
+
+ struct {
+ skc_uint na2;
+ skc_uint na3 : SKC_TTCK_HI_BITS_LAYER;
+ skc_uint yx : SKC_TTCK_HI_BITS_YX;
+ };
+};
+
+//
+// FIXME -- accept floats on host but convert to subpixel offsets
+// before appending to command ring
+//
+
+#define SKC_PLACE_CMD_TX_CONVERT(f) 0
+#define SKC_PLACE_CMD_TY_CONVERT(f) 0
+
+//
+// COMPOSITION PLACE
+//
+// This is a snapshot of the host-side command queue.
+//
+// Note that the composition command extent could be implemented as
+// either a mapped buffer or simply copied to an ephemeral extent.
+//
+// This implementation may vary between compute platforms.
+//
+
+struct skc_composition_place
+{
+ struct skc_composition_impl * impl;
+
+ cl_command_queue cq;
+
+ struct skc_extent_phw1g_tdrNs_snap cmds;
+
+ skc_subbuf_id_t id;
+};
+
+//
+// Forward declarations
+//
+
+static
+void
+skc_composition_unseal_block(struct skc_composition_impl * const impl,
+ skc_bool const block);
+
+//
+//
+//
+
+static
+void
+skc_composition_pfn_release(struct skc_composition_impl * const impl)
+{
+ if (--impl->composition->ref_count != 0)
+ return;
+
+ //
+ // otherwise, dispose of all resources
+ //
+
+ // the unsealed state is a safe state to dispose of resources
+ skc_composition_unseal_block(impl,true); // block
+
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // free host composition
+ skc_runtime_host_perm_free(runtime,impl->composition);
+
+ // release the cq
+ skc_runtime_release_cq_in_order(runtime,impl->cq);
+
+ // release kernels
+ cl(ReleaseKernel(impl->kernels.place));
+ cl(ReleaseKernel(impl->kernels.segment));
+
+ // release extents
+ skc_extent_phw1g_tdrNs_free(runtime,&impl->cmds.extent);
+ skc_extent_phrw_free (runtime,&impl->saved.extent);
+ skc_extent_phr_pdrw_free (runtime,&impl->atomics);
+
+ skc_extent_pdrw_free (runtime,&impl->keys);
+ skc_extent_pdrw_free (runtime,&impl->offsets);
+
+ // free composition impl
+ skc_runtime_host_perm_free(runtime,impl);
+}
+
+//
+//
+//
+
+static
+void
+skc_composition_place_grid_pfn_dispose(skc_grid_t const grid)
+{
+ struct skc_composition_place * const place = skc_grid_get_data(grid);
+ struct skc_composition_impl * const impl = place->impl;
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // release cq
+ skc_runtime_release_cq_in_order(runtime,place->cq);
+
+ // unmap the snapshot (could be a copy)
+ skc_extent_phw1g_tdrNs_snap_free(runtime,&place->cmds);
+
+ // release place struct
+ skc_runtime_host_temp_free(runtime,place,place->id);
+
+ // release impl
+ skc_composition_pfn_release(impl);
+}
+
+//
+//
+//
+
+static
+void
+skc_composition_place_read_complete(skc_grid_t const grid)
+{
+ skc_grid_complete(grid);
+}
+
+static
+void
+skc_composition_place_read_cb(cl_event event, cl_int status, skc_grid_t const grid)
+{
+ SKC_CL_CB(status);
+
+ struct skc_composition_place * const place = skc_grid_get_data(grid);
+ struct skc_composition_impl * const impl = place->impl;
+ struct skc_runtime * const runtime = impl->runtime;
+ struct skc_scheduler * const scheduler = runtime->scheduler;
+
+ // as quickly as possible, enqueue next stage in pipeline to context command scheduler
+ SKC_SCHEDULER_SCHEDULE(scheduler,skc_composition_place_read_complete,grid);
+}
+
+static
+void
+skc_composition_place_grid_pfn_execute(skc_grid_t const grid)
+{
+ //
+ // FILLS EXPAND
+ //
+ // need result of cmd counts before launching RASTERIZE grids
+ //
+ // - OpenCL 1.2: copy atomic counters back to host and launch RASTERIZE grids from host
+ // - OpenCL 2.x: have a kernel size and launch RASTERIZE grids from device
+ // - or launch a device-wide grid that feeds itself but that's unsatisfying
+ //
+ struct skc_composition_place * const place = skc_grid_get_data(grid);
+ struct skc_composition_impl * const impl = place->impl;
+ struct skc_runtime * const runtime = impl->runtime;
+
+ skc_uint const work_size = skc_extent_ring_snap_count(place->cmds.snap);
+ skc_uint4 const clip = { 0, 0, SKC_UINT_MAX, SKC_UINT_MAX };
+
+ // initialize kernel args
+ cl(SetKernelArg(impl->kernels.place,0,SKC_CL_ARG(impl->runtime->block_pool.blocks.drw)));
+ cl(SetKernelArg(impl->kernels.place,1,SKC_CL_ARG(impl->atomics.drw)));
+ cl(SetKernelArg(impl->kernels.place,2,SKC_CL_ARG(impl->keys.drw)));
+ cl(SetKernelArg(impl->kernels.place,3,SKC_CL_ARG(place->cmds.drN)));
+ cl(SetKernelArg(impl->kernels.place,4,SKC_CL_ARG(runtime->handle_pool.map.drw)));
+ cl(SetKernelArg(impl->kernels.place,5,SKC_CL_ARG(clip))); // FIXME -- convert the clip to yx0/yx1 format
+ cl(SetKernelArg(impl->kernels.place,6,SKC_CL_ARG(work_size)));
+
+ // launch kernel
+ skc_device_enqueue_kernel(runtime->device,
+ SKC_DEVICE_KERNEL_ID_PLACE,
+ place->cq,
+ impl->kernels.place,
+ work_size,
+ 0,NULL,NULL);
+ //
+ // copy atomics back after every place launch
+ //
+ cl_event complete;
+
+ skc_extent_phr_pdrw_read(&impl->atomics,place->cq,&complete);
+
+ cl(SetEventCallback(complete,CL_COMPLETE,skc_composition_place_read_cb,grid));
+ cl(ReleaseEvent(complete));
+
+ // flush command queue
+ cl(Flush(place->cq));
+}
+
+//
+//
+//
+
+static
+void
+skc_composition_snap(struct skc_composition_impl * const impl)
+{
+ skc_composition_retain(impl->composition);
+
+ skc_subbuf_id_t id;
+
+ struct skc_composition_place * const place = skc_runtime_host_temp_alloc(impl->runtime,
+ SKC_MEM_FLAGS_READ_WRITE,
+ sizeof(*place),&id,NULL);
+
+ // save the subbuf id
+ place->id = id;
+
+ // save backpointer
+ place->impl = impl;
+
+ // set grid data
+ skc_grid_set_data(impl->grids.place,place);
+
+ // acquire command queue
+ place->cq = skc_runtime_acquire_cq_in_order(impl->runtime);
+
+ // checkpoint the ring
+ skc_extent_ring_checkpoint(&impl->cmds.ring);
+
+ // make a snapshot
+ skc_extent_phw1g_tdrNs_snap_init(impl->runtime,&impl->cmds.ring,&place->cmds);
+
+ // unmap the snapshot (could be a copy)
+ skc_extent_phw1g_tdrNs_snap_alloc(impl->runtime,
+ &impl->cmds.extent,
+ &place->cmds,
+ place->cq,
+ NULL);
+
+ skc_grid_force(impl->grids.place);
+}
+
+//
+//
+//
+
+static
+void
+skc_composition_pfn_seal(struct skc_composition_impl * const impl)
+{
+ // return if sealing or sealed
+ if (impl->state >= SKC_COMPOSITION_STATE_SEALING)
+ return;
+
+ struct skc_runtime * const runtime = impl->runtime;
+ struct skc_scheduler * const scheduler = runtime->scheduler;
+
+ //
+ // otherwise, wait for UNSEALING > UNSEALED transition
+ //
+ if (impl->state == SKC_COMPOSITION_STATE_UNSEALING)
+ {
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->state != SKC_COMPOSITION_STATE_UNSEALED);
+ }
+ else // or we were already unsealed
+ {
+ // flush is there is work in progress
+ skc_uint const count = skc_extent_ring_wip_count(&impl->cmds.ring);
+
+ if (count > 0) {
+ skc_composition_snap(impl);
+ }
+ }
+
+ //
+ // now unsealed so we need to start sealing...
+ //
+ impl->state = SKC_COMPOSITION_STATE_SEALING;
+
+ //
+ // the seal operation implies we should force start all dependencies
+ // that are still in a ready state
+ //
+ skc_grid_force(impl->grids.sort);
+}
+
+//
+//
+//
+
+void
+skc_composition_sort_execute_complete(struct skc_composition_impl * const impl)
+{
+ // we're sealed
+ impl->state = SKC_COMPOSITION_STATE_SEALED;
+
+ // this grid is done
+ skc_grid_complete(impl->grids.sort);
+}
+
+static
+void
+skc_composition_sort_execute_cb(cl_event event, cl_int status, struct skc_composition_impl * const impl)
+{
+ SKC_CL_CB(status);
+
+ // as quickly as possible, enqueue next stage in pipeline to context command scheduler
+ SKC_SCHEDULER_SCHEDULE(impl->runtime->scheduler,skc_composition_sort_execute_complete,impl);
+}
+
+static
+void
+skc_composition_sort_grid_pfn_execute(skc_grid_t const grid)
+{
+ struct skc_composition_impl * const impl = skc_grid_get_data(grid);
+
+ // we should be sealing
+ assert(impl->state == SKC_COMPOSITION_STATE_SEALING);
+
+ struct skc_place_atomics * const atomics = impl->atomics.hr;
+
+#ifndef NDEBUG
+ fprintf(stderr,"composition sort: %u\n",atomics->keys);
+#endif
+
+ if (atomics->keys > 0)
+ {
+ uint32_t keys_padded_in, keys_padded_out;
+
+ hs_pad(atomics->keys,&keys_padded_in,&keys_padded_out);
+
+ hs_sort(impl->cq,
+ impl->keys.drw,
+ impl->keys.drw,
+ atomics->keys,
+ keys_padded_in,
+ keys_padded_out,
+ false);
+
+ cl(SetKernelArg(impl->kernels.segment,0,SKC_CL_ARG(impl->keys.drw)));
+ cl(SetKernelArg(impl->kernels.segment,1,SKC_CL_ARG(impl->offsets.drw)));
+ cl(SetKernelArg(impl->kernels.segment,2,SKC_CL_ARG(impl->atomics.drw)));
+
+ // find start of each tile
+ skc_device_enqueue_kernel(impl->runtime->device,
+ SKC_DEVICE_KERNEL_ID_SEGMENT_TTCK,
+ impl->cq,
+ impl->kernels.segment,
+ atomics->keys,
+ 0,NULL,NULL);
+ }
+
+ cl_event complete;
+
+ // next stage needs to know number of key segments
+ skc_extent_phr_pdrw_read(&impl->atomics,impl->cq,&complete);
+
+ // register a callback
+ cl(SetEventCallback(complete,CL_COMPLETE,skc_composition_sort_execute_cb,impl));
+ cl(ReleaseEvent(complete));
+
+ // flush cq
+ cl(Flush(impl->cq));
+}
+
+//
+//
+//
+
+static
+void
+skc_composition_raster_release(struct skc_composition_impl * const impl)
+{
+ //
+ // reference counts to rasters can only be released when the
+ // composition is unsealed and the atomics are reset.
+ //
+ skc_runtime_raster_device_release(impl->runtime,
+ impl->saved.extent.hrw,
+ impl->saved.count);
+ // reset count
+ impl->saved.count = 0;
+}
+
+//
+//
+//
+
+static
+void
+skc_composition_unseal_block(struct skc_composition_impl * const impl,
+ skc_bool const block)
+{
+ // return if already unsealed
+ if (impl->state == SKC_COMPOSITION_STATE_UNSEALED)
+ return;
+
+ //
+ // otherwise, we're going to need to pump the scheduler
+ //
+ struct skc_scheduler * const scheduler = impl->runtime->scheduler;
+
+ //
+ // wait for UNSEALING > UNSEALED transition
+ //
+ if (impl->state == SKC_COMPOSITION_STATE_UNSEALING)
+ {
+ if (block) {
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->state != SKC_COMPOSITION_STATE_UNSEALED);
+ }
+ return;
+ }
+
+ //
+ // wait for SEALING > SEALED transition ...
+ //
+ if (impl->state == SKC_COMPOSITION_STATE_SEALING)
+ {
+ // wait if sealing
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->state != SKC_COMPOSITION_STATE_SEALED);
+ }
+
+ // wait for rendering locks to be released
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->lock_count > 0);
+
+ //
+ // no need to visit UNSEALING state with this implementation
+ //
+
+ // acquire a new grid
+ impl->grids.sort = SKC_GRID_DEPS_ATTACH(impl->runtime->deps,
+ NULL, // the composition state guards this
+ impl,
+ NULL, // no waiting
+ skc_composition_sort_grid_pfn_execute,
+ NULL); // no dispose
+
+ // mark composition as unsealed
+ impl->state = SKC_COMPOSITION_STATE_UNSEALED;
+}
+
+//
+// can only be called on a composition that was just unsealed
+//
+static
+void
+skc_composition_reset(struct skc_composition_impl * const impl)
+{
+ // zero the atomics
+ skc_extent_phr_pdrw_zero(&impl->atomics,impl->cq,NULL);
+
+ // flush it
+ cl(Flush(impl->cq));
+
+ // release all the rasters
+ skc_composition_raster_release(impl);
+}
+
+static
+void
+skc_composition_unseal_block_reset(struct skc_composition_impl * const impl,
+ skc_bool const block,
+ skc_bool const reset)
+{
+ skc_composition_unseal_block(impl,block);
+
+ if (reset) {
+ skc_composition_reset(impl);
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_composition_pfn_unseal(struct skc_composition_impl * const impl, skc_bool const reset)
+{
+ skc_composition_unseal_block_reset(impl,false,reset);
+}
+
+//
+// only needs to create a grid
+//
+
+static
+void
+skc_composition_place_create(struct skc_composition_impl * const impl)
+{
+ // acquire a grid
+ impl->grids.place = SKC_GRID_DEPS_ATTACH(impl->runtime->deps,
+ &impl->grids.place,
+ NULL,
+ NULL, // no waiting
+ skc_composition_place_grid_pfn_execute,
+ skc_composition_place_grid_pfn_dispose);
+
+ // assign happens-after relationship
+ skc_grid_happens_after_grid(impl->grids.sort,impl->grids.place);
+}
+
+
+static
+skc_err
+skc_composition_pfn_place(struct skc_composition_impl * const impl,
+ skc_raster_t const * rasters,
+ skc_layer_id const * layer_ids,
+ skc_float const * txs,
+ skc_float const * tys,
+ skc_uint count)
+{
+ // block and yield if not unsealed
+ skc_composition_unseal_block(impl,true);
+
+ //
+ // validate and retain all rasters
+ //
+ skc_err err;
+
+ err = skc_runtime_handle_device_validate_retain(impl->runtime,
+ SKC_TYPED_HANDLE_TYPE_IS_RASTER,
+ rasters,
+ count);
+ if (err)
+ return err;
+
+ skc_runtime_handle_device_retain(impl->runtime,rasters,count);
+
+ //
+ // save the stripped handles
+ //
+ skc_raster_t * saved = impl->saved.extent.hrw;
+
+ saved += impl->saved.count;
+ impl->saved.count += count;
+
+ for (skc_uint ii=0; ii<count; ii++) {
+ saved[ii] = SKC_TYPED_HANDLE_TO_HANDLE(*rasters++);
+ }
+
+ //
+ // - declare the place grid happens after the raster
+ // - copy place commands into ring
+ //
+ do {
+ skc_uint rem;
+
+ // find out how much room is left in then ring's snap
+ // if the place ring is full -- let it drain
+ SKC_SCHEDULER_WAIT_WHILE(impl->runtime->scheduler,(rem = skc_extent_ring_wip_rem(&impl->cmds.ring)) == 0);
+
+ // append commands
+ skc_uint avail = min(rem,count);
+
+ // decrement count
+ count -= avail;
+
+ // launch a place kernel after copying commands?
+ skc_bool const is_wip_full = (avail == rem);
+
+ // if there is no place grid then create one
+ if (impl->grids.place == NULL)
+ {
+ skc_composition_place_create(impl);
+ }
+
+ //
+ // FIXME -- OPTIMIZATION? -- the ring_wip_index_inc() test can
+ // be avoided by splitting into at most two intervals. It should
+ // be plenty fast as is though so leave for now.
+ //
+ union skc_cmd_place * const cmds = impl->cmds.extent.hw1;
+
+ if ((txs == NULL) && (tys == NULL))
+ {
+ while (avail-- > 0)
+ {
+ skc_raster_t const raster = *saved++;
+
+ skc_grid_happens_after_handle(impl->grids.place,raster);
+
+ cmds[skc_extent_ring_wip_index_inc(&impl->cmds.ring)] =
+ (union skc_cmd_place){ raster, *layer_ids++, 0, 0 };
+ }
+ }
+ else if (txs == NULL)
+ {
+ while (avail-- > 0)
+ {
+ skc_raster_t const raster = *saved++;
+
+ skc_grid_happens_after_handle(impl->grids.place,raster);
+
+ cmds[skc_extent_ring_wip_index_inc(&impl->cmds.ring)] =
+ (union skc_cmd_place){ raster,
+ *layer_ids++,
+ 0,
+ SKC_PLACE_CMD_TY_CONVERT(*tys++) };
+ }
+ }
+ else if (tys == NULL)
+ {
+ while (avail-- > 0)
+ {
+ skc_raster_t const raster = *saved++;
+
+ skc_grid_happens_after_handle(impl->grids.place,raster);
+
+ cmds[skc_extent_ring_wip_index_inc(&impl->cmds.ring)] =
+ (union skc_cmd_place){ raster,
+ *layer_ids++,
+ SKC_PLACE_CMD_TX_CONVERT(*txs++),
+ 0 };
+ }
+ }
+ else
+ {
+ while (avail-- > 0)
+ {
+ skc_raster_t const raster = *saved++;
+
+ skc_grid_happens_after_handle(impl->grids.place,raster);
+
+ cmds[skc_extent_ring_wip_index_inc(&impl->cmds.ring)] =
+ (union skc_cmd_place){ raster,
+ *layer_ids++,
+ SKC_PLACE_CMD_TX_CONVERT(*txs++),
+ SKC_PLACE_CMD_TY_CONVERT(*tys++) };
+ }
+ }
+
+ // launch place kernel?
+ if (is_wip_full) {
+ skc_composition_snap(impl);
+ }
+ } while (count > 0);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+static
+void
+skc_composition_pfn_bounds(struct skc_composition_impl * const impl, skc_int bounds[4])
+{
+ //
+ // FIXME -- not implemented yet
+ //
+ // impl bounds will be copied back after sealing
+ //
+ bounds[0] = SKC_INT_MIN;
+ bounds[1] = SKC_INT_MIN;
+ bounds[2] = SKC_INT_MAX;
+ bounds[3] = SKC_INT_MAX;
+}
+
+//
+//
+//
+
+void
+skc_composition_retain_and_lock(struct skc_composition * const composition)
+{
+ skc_composition_retain(composition);
+
+ composition->impl->lock_count += 1;
+}
+
+void
+skc_composition_unlock_and_release(struct skc_composition * const composition)
+{
+ composition->impl->lock_count -= 1;
+
+ skc_composition_pfn_release(composition->impl);
+}
+
+//
+//
+//
+
+skc_err
+skc_composition_cl_12_create(struct skc_context * const context,
+ struct skc_composition * * const composition)
+{
+ struct skc_runtime * const runtime = context->runtime;
+
+ // retain the context
+ // skc_context_retain(context);
+
+ // allocate impl
+ struct skc_composition_impl * const impl = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(*impl));
+
+ // allocate composition
+ (*composition) = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(**composition));
+
+ (*composition)->context = context;
+ (*composition)->impl = impl;
+ (*composition)->ref_count = 1;
+
+ (*composition)->place = skc_composition_pfn_place;
+ (*composition)->unseal = skc_composition_pfn_unseal;
+ (*composition)->seal = skc_composition_pfn_seal;
+ (*composition)->bounds = skc_composition_pfn_bounds;
+ (*composition)->release = skc_composition_pfn_release;
+
+ // intialize impl
+ impl->composition = (*composition);
+ impl->runtime = runtime;
+
+ SKC_ASSERT_STATE_INIT(impl,SKC_COMPOSITION_STATE_SEALED);
+
+ impl->lock_count = 0;
+
+ impl->grids.sort = NULL;
+ impl->grids.place = NULL;
+
+ // acquire command queue for sealing/unsealing
+ impl->cq = skc_runtime_acquire_cq_in_order(runtime);
+
+ // acquire kernels
+ impl->kernels.place = skc_device_acquire_kernel(runtime->device, SKC_DEVICE_KERNEL_ID_PLACE);
+ impl->kernels.segment = skc_device_acquire_kernel(runtime->device, SKC_DEVICE_KERNEL_ID_SEGMENT_TTCK);
+
+ // get config
+ struct skc_config const * const config = runtime->config;
+
+ // initialize ring size with config values
+ skc_extent_ring_init(&impl->cmds.ring,
+ config->composition.cmds.elem_count,
+ config->composition.cmds.snap_count,
+ sizeof(union skc_cmd_place));
+
+ skc_extent_phw1g_tdrNs_alloc(runtime,&impl->cmds.extent ,sizeof(union skc_cmd_place) * config->composition.cmds.elem_count);
+ skc_extent_phrw_alloc (runtime,&impl->saved.extent,sizeof(skc_raster_t) * config->composition.raster_ids.elem_count);
+ skc_extent_phr_pdrw_alloc (runtime,&impl->atomics ,sizeof(struct skc_place_atomics));
+
+ skc_extent_pdrw_alloc (runtime,&impl->keys ,sizeof(skc_ttxk_t) * config->composition.keys.elem_count);
+ skc_extent_pdrw_alloc (runtime,&impl->offsets ,sizeof(skc_uint) * (1u << SKC_TTCK_HI_BITS_YX)); // 1MB
+
+ // nothing saved
+ impl->saved.count = 0;
+
+ // unseal the composition, zero the atomics, etc.
+ skc_composition_unseal_block_reset(impl,false,true);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/composition_cl_12.h b/src/compute/skc/composition_cl_12.h
new file mode 100644
index 0000000..4f52090
--- /dev/null
+++ b/src/compute/skc/composition_cl_12.h
@@ -0,0 +1,105 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <CL/opencl.h>
+
+#include "composition.h"
+#include "assert_state.h"
+#include "grid.h"
+#include "extent_cl_12.h"
+#include "extent_ring.h"
+
+//
+// composition states
+//
+
+typedef enum skc_composition_state_e {
+
+ SKC_COMPOSITION_STATE_UNSEALING,
+ SKC_COMPOSITION_STATE_UNSEALED,
+ SKC_COMPOSITION_STATE_SEALING,
+ SKC_COMPOSITION_STATE_SEALED
+
+} skc_composition_state_e;
+
+//
+// IMPL
+//
+
+struct skc_composition_impl
+{
+ struct skc_composition * composition;
+ struct skc_runtime * runtime;
+
+ SKC_ASSERT_STATE_DECLARE(skc_composition_state_e);
+
+ skc_int lock_count; // wip renders
+
+ struct {
+ skc_grid_t sort;
+ skc_grid_t place;
+ } grids;
+
+ cl_command_queue cq;
+
+ struct {
+ cl_kernel place;
+ cl_kernel segment;
+ } kernels;
+
+ // raster ids must be held until the composition is reset or
+ // released and then their refcounts can be decremented
+ struct {
+ struct skc_extent_phrw extent;
+ skc_uint count;
+ } saved;
+
+ struct {
+ struct skc_extent_ring ring; // how many slots left?
+ struct skc_extent_phw1g_tdrNs extent; // wip command extent
+ } cmds;
+
+ // composition extent length
+ struct skc_extent_phr_pdrw atomics;
+
+ // composition ttck extent
+ struct skc_extent_pdrw keys;
+
+ // key offsets in sealed and sorted ttck extent
+ struct skc_extent_pdrw offsets;
+};
+
+//
+// ATOMICS
+//
+
+struct skc_place_atomics
+{
+ skc_uint keys;
+ skc_uint offsets;
+};
+
+//
+// ONLY VISIBLE WITHIN THIS RUNTIME
+//
+
+void
+skc_composition_retain_and_lock(struct skc_composition * const composition);
+
+void
+skc_composition_unlock_and_release(struct skc_composition * const composition);
+
+//
+//
+//
diff --git a/src/compute/skc/config_cl.h b/src/compute/skc/config_cl.h
new file mode 100644
index 0000000..0172857
--- /dev/null
+++ b/src/compute/skc/config_cl.h
@@ -0,0 +1,147 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "runtime_cl.h"
+#include "block_pool_cl.h"
+
+//
+// FIXME -- define individual structs before defining skc_config
+//
+
+struct skc_config
+{
+ struct {
+ struct {
+ skc_uint size;
+ skc_uint subbufs;
+ } host; // alignment determined by compiler
+ struct {
+ skc_uint size;
+ skc_uint subbufs;
+ } device; // alignment determined by device
+ } suballocator;
+
+ struct {
+ skc_uint size;
+ } scheduler;
+
+ struct {
+ skc_uint bytes; // bytes per subblock -- pow2
+ skc_uint words; // words per subblock -- pow2
+ // skc_uint words_log2;
+ } subblock;
+
+ struct {
+ skc_uint bytes; // bytes per block -- pow2
+ skc_uint words; // words per block -- pow2
+ skc_uint subblocks; // subblocks per block -- block.bytes >= subblock.bytes
+ // skc_uint subblocks_log2;
+ } block;
+
+ union skc_block_pool_size block_pool;
+
+ struct {
+ skc_cq_type_e type;
+ skc_uint size;
+ } cq_pool;
+
+ struct {
+ skc_uint size; // a large fraction of block pool size
+ skc_uint width; // determines number of launched reclamation subgroups
+ skc_uint recs; // how many in-flight width-subgroup reclamation grids
+ } handle_pool;
+
+ struct {
+ skc_uint width; // tile width in pixels
+ skc_uint height; // tile height in pixels
+ skc_uint ratio; // subblocks per TTPB
+ } tile;
+
+ struct {
+ struct {
+ skc_uint count; // # of subbufs in buffer
+ } buffer;
+
+ struct {
+ skc_uint count; // # of blocks/commands in subbuf
+ } subbuf;
+
+ struct {
+ size_t buffer; // block.bytes * subbuf.blocks * subbuf.count
+ size_t subbuf; // block.bytes * subbuf.blocks -- multiple of CL_DEVICE_MEM_BASE_ADDR_ALIGN
+ } block;
+
+ struct {
+ size_t buffer; // sizeof(skc_uint) * subbuf.blocks * subbuf.count
+ size_t subbuf; // sizeof(skc_uint) * subbuf.blocks -- multiple of CL_DEVICE_MEM_BASE_ADDR_ALIGN
+ } command;
+ //
+ // skc_uint paths_lowat;
+ //
+ } paths_copy;
+
+ struct {
+ struct {
+ skc_uint elem_count;
+ skc_uint snap_count;
+ } path_ids;
+
+ struct {
+ skc_uint elem_count;
+ skc_uint snap_count;
+ } transforms;
+
+ struct {
+ skc_uint elem_count;
+ skc_uint snap_count;
+ } clips;
+
+ struct {
+ skc_uint elem_count;
+ skc_uint snap_count;
+ } fill;
+
+ struct {
+ skc_uint elem_count;
+ skc_uint snap_count;
+ } raster_ids;
+
+ struct {
+ skc_uint cmds;
+ } expand;
+
+ struct {
+ skc_uint keys;
+ } rasterize;
+ } raster_cohort;
+
+ struct {
+ struct {
+ skc_uint elem_count;
+ skc_uint snap_count;
+ } cmds;
+
+ struct {
+ skc_uint elem_count;
+ } raster_ids;
+
+ struct {
+ skc_uint elem_count;
+ } keys;
+ } composition;
+};
+
+//
+//
+//
diff --git a/src/compute/skc/context.c b/src/compute/skc/context.c
new file mode 100644
index 0000000..8aac2ef
--- /dev/null
+++ b/src/compute/skc/context.c
@@ -0,0 +1,180 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdlib.h>
+#include <assert.h> // FIXME -- replace with an SKC assert for non-debug builds
+
+#include "skc.h"
+#include "context.h"
+
+//
+// FIXME -- THE RUNTIME AND DEVICE WILL DYNAMICALLY LOADED
+//
+
+// temporarily
+#include "runtime_cl_12.h"
+
+//
+// CONTEXT
+//
+
+skc_err
+skc_context_create(skc_context_t * context,
+ char const * target_platform_substring,
+ char const * target_device_substring,
+ intptr_t context_properties[])
+{
+ (*context) = malloc(sizeof(**context));
+
+ //
+ // FIXME -- don't directly grab a CL runtime but for now juts create
+ // the CL_12 runtime here
+ //
+ skc_err err;
+
+ err = skc_runtime_cl_12_create(*context,
+ target_platform_substring,
+ target_device_substring,
+ context_properties);
+ return err;
+}
+
+skc_err
+skc_context_retain(skc_context_t context)
+{
+ return SKC_ERR_SUCCESS;
+}
+
+
+skc_err
+skc_context_release(skc_context_t context)
+{
+ skc_err err = skc_runtime_cl_12_dispose(context);
+
+ free(context);
+
+ return err;
+}
+
+
+skc_err
+skc_context_reset(skc_context_t context)
+{
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+bool
+skc_context_yield(skc_context_t context)
+{
+ return context->yield(context->runtime);
+}
+
+void
+skc_context_wait(skc_context_t context)
+{
+ context->wait(context->runtime);
+}
+
+//
+//
+//
+
+skc_err
+skc_path_builder_create(skc_context_t context, skc_path_builder_t * path_builder)
+{
+ return context->path_builder(context,path_builder);
+}
+
+skc_err
+skc_path_retain(skc_context_t context, skc_path_t const * paths, uint32_t count)
+{
+ return context->path_retain(context->runtime,paths,count);
+}
+
+skc_err
+skc_path_release(skc_context_t context, skc_path_t const * paths, uint32_t count)
+{
+ return context->path_release(context->runtime,paths,count);
+}
+
+skc_err
+skc_path_flush(skc_context_t context, skc_path_t const * paths, uint32_t count)
+{
+ return context->path_flush(context->runtime,paths,count);
+}
+
+//
+//
+//
+
+skc_err
+skc_raster_builder_create(skc_context_t context, skc_raster_builder_t * raster_builder)
+{
+ return context->raster_builder(context,raster_builder);
+}
+
+skc_err
+skc_raster_retain(skc_context_t context, skc_raster_t const * rasters, uint32_t count)
+{
+ return context->raster_retain(context->runtime,rasters,count);
+}
+
+skc_err
+skc_raster_release(skc_context_t context, skc_raster_t const * rasters, uint32_t count)
+{
+ return context->raster_release(context->runtime,rasters,count);
+}
+
+skc_err
+skc_raster_flush(skc_context_t context, skc_raster_t const * rasters, uint32_t count)
+{
+ return context->raster_flush(context->runtime,rasters,count);
+}
+
+//
+//
+//
+
+skc_err
+skc_styling_create(skc_context_t context,
+ skc_styling_t * styling,
+ uint32_t layers_count,
+ uint32_t groups_count,
+ uint32_t extras_count)
+{
+ return context->styling(context,
+ styling,
+ layers_count,
+ groups_count,
+ extras_count);
+}
+
+skc_err
+skc_composition_create(skc_context_t context, skc_composition_t * composition)
+{
+ return context->composition(context,composition);
+}
+
+
+skc_err
+skc_surface_create(skc_context_t context, skc_surface_t * surface)
+{
+ return context->surface(context,surface);
+}
+
+//
+//
+//
diff --git a/src/compute/skc/context.h b/src/compute/skc/context.h
new file mode 100644
index 0000000..65da835
--- /dev/null
+++ b/src/compute/skc/context.h
@@ -0,0 +1,103 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+#include "types.h"
+
+//
+// FIXME -- relax the const correctness
+//
+
+struct skc_context
+{
+ struct skc_runtime * runtime;
+
+ //
+ //
+ //
+
+ bool (* yield )(struct skc_runtime * const runtime);
+
+ void (* wait )(struct skc_runtime * const runtime);
+
+ //
+ //
+ //
+
+ skc_err (* path_builder )(struct skc_context * const context,
+ skc_path_builder_t * const path_builder);
+
+ skc_err (* path_retain )(struct skc_runtime * const runtime,
+ skc_path_t const * paths,
+ uint32_t count);
+
+ skc_err (* path_release )(struct skc_runtime * const runtime,
+ skc_path_t const * paths,
+ uint32_t count);
+
+ skc_err (* path_flush )(struct skc_runtime * const runtime,
+ skc_path_t const * paths,
+ uint32_t count);
+
+ //
+ //
+ //
+
+ skc_err (* raster_builder )(struct skc_context * const context,
+ skc_raster_builder_t * const raster_builder);
+
+ skc_err (* raster_retain )(struct skc_runtime * const runtime,
+ skc_raster_t const * rasters,
+ uint32_t count);
+
+ skc_err (* raster_release )(struct skc_runtime * const runtime,
+ skc_raster_t const * rasters,
+ uint32_t count);
+
+ skc_err (* raster_flush )(struct skc_runtime * const runtime,
+ skc_raster_t const * rasters,
+ uint32_t count);
+ //
+ //
+ //
+
+ skc_err (* composition )(struct skc_context * const context,
+ skc_composition_t * const composition);
+
+ //
+ //
+ //
+
+ skc_err (* styling )(struct skc_context * const context,
+ skc_styling_t * const styling,
+ uint32_t const layers_count,
+ uint32_t const groups_count,
+ uint32_t const extras_count);
+
+ //
+ //
+ //
+
+ skc_err (* surface )(struct skc_context * const context,
+ skc_surface_t * const surface);
+ //
+ //
+ //
+
+ skc_int refcount;
+};
+
+//
+//
+//
diff --git a/src/compute/skc/cq_pool_cl.c b/src/compute/skc/cq_pool_cl.c
new file mode 100644
index 0000000..80cfe34
--- /dev/null
+++ b/src/compute/skc/cq_pool_cl.c
@@ -0,0 +1,152 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#ifndef NDEBUG
+#include <stdio.h>
+#endif
+
+//
+//
+//
+
+#include <string.h>
+
+//
+//
+//
+
+#include "runtime_cl_12.h"
+
+//
+// This implementation is probably excessive.
+//
+// The command queue pool could easily be replaced with simply an LRU
+// or even round-robin reuse pool. Even a small number of aliased
+// command queues can probably enough concurrency.
+//
+
+#define SKC_CQ_POOL_EXPAND 1
+
+//
+//
+//
+
+void
+skc_cq_pool_create(struct skc_runtime * const runtime,
+ struct skc_cq_pool * const pool,
+ skc_uint const type,
+ skc_uint const size)
+{
+ pool->type = type;
+ pool->size = size + 1; // an empty spot
+ pool->reads = 0;
+ pool->writes = size;
+ pool->cq = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,pool->size * sizeof(*pool->cq));
+
+ for (skc_uint ii=0; ii<size; ii++) {
+ pool->cq[ii] = skc_runtime_cl_create_cq(&runtime->cl,pool->type);
+ }
+ pool->cq[size] = NULL;
+}
+
+//
+//
+//
+
+void
+skc_cq_pool_dispose(struct skc_runtime * const runtime,
+ struct skc_cq_pool * pool)
+{
+ //
+ // FIXME -- release the command queues after waiting for the ring to
+ // be full with pool.size queues?
+ //
+ skc_runtime_host_perm_free(runtime,pool->cq);
+}
+
+//
+//
+//
+
+static
+void
+skc_cq_pool_write(struct skc_cq_pool * const pool,
+ cl_command_queue cq)
+{
+ pool->cq[pool->writes++ % pool->size] = cq;
+}
+
+//
+// only expand when completely empty
+//
+
+static
+void
+skc_cq_pool_expand(struct skc_runtime * const runtime,
+ struct skc_cq_pool * const pool,
+ skc_uint expand)
+{
+#ifndef NDEBUG
+ fprintf(stderr,"Expanding the cq_pool by: %u (%u)\n",expand,pool->size);
+#endif
+
+ // free old
+ skc_runtime_host_perm_free(runtime,pool->cq);
+
+ // the ring is empty
+ pool->size += expand;
+ pool->cq = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,pool->size * sizeof(*pool->cq));
+ pool->reads = 0;
+ pool->writes = expand;
+
+ for (skc_uint ii=0; ii<expand; ii++)
+ pool->cq[ii] = skc_runtime_cl_create_cq(&runtime->cl,pool->type);
+}
+
+//
+//
+//
+
+static
+cl_command_queue
+skc_cq_pool_read(struct skc_runtime * const runtime,
+ struct skc_cq_pool * const pool)
+{
+ // any command queues left?
+ if (pool->reads == pool->writes)
+ skc_cq_pool_expand(runtime,pool,SKC_CQ_POOL_EXPAND);
+
+ cl_command_queue cq = pool->cq[pool->reads++ % pool->size];
+
+ return cq;
+}
+
+//
+//
+//
+
+cl_command_queue
+skc_runtime_acquire_cq_in_order(struct skc_runtime * const runtime)
+{
+ return skc_cq_pool_read(runtime,&runtime->cq_pool);
+}
+
+void
+skc_runtime_release_cq_in_order(struct skc_runtime * const runtime,
+ cl_command_queue cq)
+{
+ skc_cq_pool_write(&runtime->cq_pool,cq);
+}
+
+//
+//
+//
diff --git a/src/compute/skc/cq_pool_cl.h b/src/compute/skc/cq_pool_cl.h
new file mode 100644
index 0000000..0cc73a2
--- /dev/null
+++ b/src/compute/skc/cq_pool_cl.h
@@ -0,0 +1,46 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+#include "types.h"
+
+//
+// Why we need to wrap command queue creation:
+//
+// - command queue creation is expensive
+//
+// - the CL 1.2 function is deprecated in 2.0
+//
+
+struct skc_cq_pool
+{
+ skc_cq_type_e type;
+ skc_uint size;
+ skc_uint reads;
+ skc_uint writes;
+ cl_command_queue * cq;
+};
+
+//l
+//
+//
+
+void
+skc_cq_pool_create(struct skc_runtime * const runtime,
+ struct skc_cq_pool * const pool,
+ skc_uint const type,
+ skc_uint const size);
+
+void
+skc_cq_pool_dispose(struct skc_runtime * const runtime,
+ struct skc_cq_pool * pool);
+
+//
+//
+//
diff --git a/src/compute/skc/device_cl_12.h b/src/compute/skc/device_cl_12.h
new file mode 100644
index 0000000..637b61a
--- /dev/null
+++ b/src/compute/skc/device_cl_12.h
@@ -0,0 +1,95 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <CL/opencl.h>
+
+//
+//
+//
+
+#define SKC_CL_ARG(arg) sizeof(arg),&arg
+
+//
+//
+//
+
+typedef enum skc_device_kernel_id {
+ SKC_DEVICE_KERNEL_ID_BLOCK_POOL_INIT_IDS,
+ SKC_DEVICE_KERNEL_ID_BLOCK_POOL_INIT_ATOMICS,
+
+ SKC_DEVICE_KERNEL_ID_PATHS_ALLOC,
+ SKC_DEVICE_KERNEL_ID_PATHS_COPY,
+
+ SKC_DEVICE_KERNEL_ID_FILLS_EXPAND,
+
+ SKC_DEVICE_KERNEL_ID_RASTERIZE_ALL,
+ SKC_DEVICE_KERNEL_ID_RASTERIZE_LINES,
+ SKC_DEVICE_KERNEL_ID_RASTERIZE_QUADS,
+ SKC_DEVICE_KERNEL_ID_RASTERIZE_CUBICS,
+ SKC_DEVICE_KERNEL_ID_RASTERIZE_RAT_QUADS,
+ SKC_DEVICE_KERNEL_ID_RASTERIZE_RAT_CUBICS,
+
+ SKC_DEVICE_KERNEL_ID_SEGMENT_TTRK,
+ SKC_DEVICE_KERNEL_ID_RASTERS_ALLOC,
+
+ SKC_DEVICE_KERNEL_ID_PREFIX,
+ SKC_DEVICE_KERNEL_ID_PLACE,
+ SKC_DEVICE_KERNEL_ID_SEGMENT_TTCK,
+
+ SKC_DEVICE_KERNEL_ID_RENDER,
+
+ SKC_DEVICE_KERNEL_ID_PATHS_RECLAIM,
+ SKC_DEVICE_KERNEL_ID_RASTERS_RECLAIM,
+
+ //
+ SKC_DEVICE_KERNEL_ID_COUNT
+
+} skc_device_kernel_id;
+
+//
+//
+//
+
+void
+skc_device_create(struct skc_runtime * const runtime);
+
+
+void
+skc_device_dispose(struct skc_runtime * const runtime);
+
+
+//
+// multi-threading/context/device requires multiple kernel instances
+//
+
+cl_kernel
+skc_device_acquire_kernel(struct skc_device * const device,
+ skc_device_kernel_id const type);
+
+//
+// grid shape can vary greatly by target platform
+//
+void
+skc_device_enqueue_kernel(struct skc_device * const device,
+ skc_device_kernel_id const type,
+ cl_command_queue cq,
+ cl_kernel kernel,
+ size_t const work_size,
+ cl_uint num_events_in_wait_list,
+ cl_event const * const event_wait_list,
+ cl_event * const event);
+
+//
+//
+//
diff --git a/src/compute/skc/device_cl_12_avx2.h b/src/compute/skc/device_cl_12_avx2.h
new file mode 100644
index 0000000..e68579c
--- /dev/null
+++ b/src/compute/skc/device_cl_12_avx2.h
@@ -0,0 +1,60 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_DEVICE_CL_12_AVX2_H
+#define SKC_ONCE_DEVICE_CL_12_AVX2_H
+
+//
+//
+//
+
+#define SKC_DEVICE_BLOCK_WORDS_LOG2 6
+#define SKC_DEVICE_SUBBLOCK_WORDS_LOG2 4
+
+//
+//
+//
+
+#define SKC_DEVICE_BLOCK_WORDS (1u << SKC_DEVICE_BLOCK_WORDS_LOG2)
+#define SKC_DEVICE_SUBBLOCK_WORDS (1u << SKC_DEVICE_SUBBLOCK_WORDS_LOG2)
+
+//
+//
+//
+
+#define SKC_DEVICE_SUBBLOCKS_PER_BLOCK (SKC_DEVICE_BLOCK_WORDS / SKC_DEVICE_SUBBLOCK_WORDS)
+
+//
+//
+//
+
+#define SKC_COPY_PATHS_THREADS_PER_BLOCK SKC_DEVICE_SUBBLOCK_WORDS
+#define SKC_COPY_PATHS_ELEM_WORDS 1
+
+//
+//
+//
+
+#define SKC_EXPAND_FILLS_THREADS_PER_BLOCK SKC_DEVICE_SUBBLOCK_WORDS
+#define SKC_EXPAND_FILLS_ELEM_WORDS 1
+
+//
+//
+//
+
+#define SKC_RASTERIZE_THREADS_PER_BLOCK SKC_DEVICE_SUBBLOCK_WORDS
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/device_cl_12_gen9.c b/src/compute/skc/device_cl_12_gen9.c
new file mode 100644
index 0000000..5b4d9d2
--- /dev/null
+++ b/src/compute/skc/device_cl_12_gen9.c
@@ -0,0 +1,942 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <assert.h>
+
+#include "common/cl/assert_cl.h"
+#include "macros.h"
+
+#include "config_cl.h"
+#include "runtime_cl_12.h"
+
+#include "raster.h"
+#include "tile.h"
+
+#include "hs/cl/hs_cl_launcher.h"
+#include "hs/cl/gen9/hs_cl.h"
+
+//
+//
+//
+
+#define SKC_KERNEL_SPIRV 0
+#define SKC_KERNEL_BINARY 1
+#define SKC_KERNEL_SRC 0
+
+//
+//
+//
+
+#if SKC_KERNEL_SPIRV
+
+#include "block_pool_init.pre.spv.inl"
+#include "paths_copy.pre.spv.inl"
+#include "fills_expand.pre.spv.inl"
+#include "rasterize.pre.spv.inl"
+#include "segment_ttrk.pre.spv.inl"
+#include "rasters_alloc.pre.spv.inl"
+#include "prefix.pre.spv.inl"
+#include "place.pre.spv.inl"
+#include "segment_ttck.pre.spv.inl"
+#include "render.pre.spv.inl"
+#include "paths_reclaim.pre.spv.inl"
+#include "rasters_reclaim.pre.spv.inl"
+
+#elif SKC_KERNEL_BINARY
+
+#include "block_pool_init.pre.bin.inl"
+#include "paths_copy.pre.bin.inl"
+#include "fills_expand.pre.bin.inl"
+#include "rasterize.pre.bin.inl"
+#include "segment_ttrk.pre.bin.inl"
+#include "rasters_alloc.pre.bin.inl"
+#include "prefix.pre.bin.inl"
+#include "place.pre.bin.inl"
+#include "segment_ttck.pre.bin.inl"
+#include "render.pre.bin.inl"
+#include "paths_reclaim.pre.bin.inl"
+#include "rasters_reclaim.pre.bin.inl"
+
+#elif SKC_KERNEL_SRC
+
+#include "block_pool_init.pre.src.inl"
+#include "paths_copy.pre.src.inl"
+#include "fills_expand.pre.src.inl"
+#include "rasterize.pre.src.inl"
+#include "segment_ttrk.pre.src.inl"
+#include "rasters_alloc.pre.src.inl"
+#include "prefix.pre.src.inl"
+#include "place.pre.src.inl"
+#include "segment_ttck.pre.src.inl"
+#include "render.pre.src.inl"
+#include "paths_reclaim.pre.src.inl"
+#include "rasters_reclaim.pre.src.inl"
+
+#endif
+
+//
+//
+//
+
+#include "device_cl_12_gen9.h"
+
+//
+// FIXME -- THE CONFIG INITIALIZATION IS ONLY HERE TEMPORARILY
+//
+
+static
+struct skc_config const config =
+ {
+ .suballocator = {
+ .host = {
+ .size = 1024 * 1024, // words
+ .subbufs = 1024 // must be <= (1 << (8 * sizeof(skc_subbuf_id_t)))
+ },
+ .device = {
+ .size = 128 * 1024 * 1024,
+ .subbufs = 1024 // must be <= (1 << (8 * sizeof(skc_subbuf_id_t)))
+ }
+ },
+
+ .scheduler = {
+ .size = 4096 // 128 // fixme -- this is just for testing -- too big
+ },
+
+ .subblock = {
+ .words = SKC_DEVICE_SUBBLOCK_WORDS, // words per subblock -- pow2
+ .bytes = SKC_DEVICE_SUBBLOCK_WORDS * sizeof(skc_uint) // bytes per subblock -- pow2
+ },
+
+ .block = {
+ .words = SKC_DEVICE_BLOCK_WORDS, // words per block -- pow2
+ .bytes = SKC_DEVICE_BLOCK_WORDS * sizeof(skc_uint), // bytes per block -- pow2
+ .subblocks = SKC_DEVICE_BLOCK_WORDS / SKC_DEVICE_SUBBLOCK_WORDS // subblocks per block -- block.bytes >= subblock.bytes
+ },
+
+ .block_pool = {
+ .pool_size = 524288, // blocks in pool -- 128 MB
+ .ring_pow2 = 524288, // blocks in pool rounded up pow2
+ .ring_mask = 524288 - 1
+ },
+
+ .cq_pool = {
+#ifndef NDEBUG
+ .type = SKC_CQ_TYPE_IN_ORDER_PROFILING,
+#else
+ .type = 0,
+#endif
+ .size = 8
+ },
+
+ .handle_pool = {
+ .size = 262144, // large fraction of block pool size (for now, 1:2)
+ .width = SKC_RECLAIM_ARRAY_SIZE,
+ .recs = 256 // too many? too few?
+ },
+
+ .tile = {
+ .width = SKC_TILE_WIDTH, // tile width in pixels
+ .height = SKC_TILE_HEIGHT, // tile height in pixels
+ .ratio = SKC_TILE_HEIGHT / SKC_TILE_WIDTH // subblocks per TTPB
+ },
+
+ .paths_copy = {
+
+ .buffer = {
+ .count = 16 // # of subbufs in buffer
+ },
+
+ .subbuf = {
+ .count = 1024 // # of blocks/commands in subbuf
+ },
+
+ .block = {
+ .subbuf = SKC_DEVICE_BLOCK_WORDS * sizeof(skc_uint) * 1024, // block.bytes * subbuf.blocks -- multiple of CL_DEVICE_MEM_BASE_ADDR_ALIGN
+ .buffer = SKC_DEVICE_BLOCK_WORDS * sizeof(skc_uint) * 1024 * 16 // block.bytes * subbuf.blocks * subbuf.count
+ },
+
+ .command = {
+ .subbuf = sizeof(skc_uint) * 1024, // sizeof(skc_uint) * subbuf.blocks -- multiple of CL_DEVICE_MEM_BASE_ADDR_ALIGN
+ .buffer = sizeof(skc_uint) * 1024 * 16 // sizeof(skc_uint) * subbuf.blocks * subbuf.count
+ },
+
+ // skc_uint paths_lowat;
+ },
+
+ .raster_cohort = {
+ .path_ids = {
+ .elem_count = 8192,
+ .snap_count = 1024 // FIXME -- THIS SHOULD BE WAYYYY BIGGER
+ },
+
+ .transforms = {
+ .elem_count = 8192,
+ .snap_count = 1024 // FIXME -- THIS SHOULD BE WAYYYY BIGGER
+ },
+
+ .clips = {
+ .elem_count = 8192,
+ .snap_count = 1024 // FIXME -- THIS SHOULD BE WAYYYY BIGGER
+ },
+
+ .fill = {
+ .elem_count = 8192,
+ .snap_count = 1024 // FIXME -- THIS SHOULD BE WAYYYY BIGGER
+ },
+
+ .raster_ids = {
+ .elem_count = 8192,
+ .snap_count = (1<<SKC_TTRK_HI_BITS_COHORT) // 256
+ },
+
+ .expand = {
+ .cmds = 1024*128,
+ },
+
+ .rasterize = {
+ .keys = 1024*1024
+ }
+ },
+
+ .composition = {
+ .cmds = {
+ .elem_count = 1024*16,
+ .snap_count = 1024
+ },
+ .raster_ids = {
+ .elem_count = 1024*1024
+ },
+ .keys = {
+ .elem_count = 1024*1024,
+ }
+ },
+ };
+
+//
+//
+//
+
+static char const cl_build_options_optimized[] =
+ "-cl-std=CL1.2 "
+ "-cl-single-precision-constant "
+ "-cl-denorms-are-zero "
+ "-cl-mad-enable "
+ "-cl-no-signed-zeros "
+ "-cl-fast-relaxed-math "
+ "-cl-kernel-arg-info ";
+
+static char const cl_build_options_debug[] =
+ "-cl-std=CL1.2 -cl-kernel-arg-info -g"; // -s c:/users/allanmac/home/google/skia_internal/src/compute/skc";
+
+// #define SKC_BUILD_OPTIONS cl_build_options_debug
+#define SKC_BUILD_OPTIONS cl_build_options_optimized
+
+//
+//
+//
+
+struct skc_program_source
+{
+ char const * name;
+ char const * options;
+ char const * src;
+ size_t const srclen;
+};
+
+//
+// THIS IS A RELATIVELY COMPACT WAY OF DECLARING EACH PROGRAM SOURCE
+// AND ITS BUILD OPTIONS
+//
+
+union skc_program_sources
+{
+ struct {
+ struct skc_program_source block_pool_init;
+ struct skc_program_source paths_copy;
+ struct skc_program_source fills_expand;
+ struct skc_program_source rasterize;
+ struct skc_program_source segment_ttrk;
+ struct skc_program_source rasters_alloc;
+ struct skc_program_source prefix;
+ struct skc_program_source place;
+ struct skc_program_source segment_ttck;
+ struct skc_program_source render;
+ struct skc_program_source paths_reclaim;
+ struct skc_program_source rasters_reclaim;
+ };
+ struct skc_program_source sources[];
+};
+
+typedef size_t * (*skc_grid_shaper)(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const global_work_size,
+ size_t * const local_work_size);
+struct skc_program_kernel
+{
+ char const * name;
+ skc_grid_shaper shaper;
+ skc_device_kernel_id id;
+};
+
+union skc_program_kernels
+{
+ struct {
+ struct skc_program_kernel block_pool_init[2];
+ struct skc_program_kernel paths_copy [2];
+ struct skc_program_kernel fills_expand [1];
+ struct skc_program_kernel rasterize [6];
+ struct skc_program_kernel segment_ttrk [1];
+ struct skc_program_kernel rasters_alloc [1];
+ struct skc_program_kernel prefix [1];
+ struct skc_program_kernel place [1];
+ struct skc_program_kernel segment_ttck [1];
+ struct skc_program_kernel render [1];
+ struct skc_program_kernel paths_reclaim [1];
+ struct skc_program_kernel rasters_reclaim[1];
+ };
+ struct skc_program_kernel kernels[];
+};
+
+//
+//
+//
+
+#if SKC_KERNEL_SPIRV // PROGRAM IS SPIR-V
+#define SKC_KERNEL_SUFFIX(n) n ## _pre_spv
+#elif SKC_KERNEL_BINARY // PROGRAM IS BINARY
+#define SKC_KERNEL_SUFFIX(n) n ## _pre_ir
+#elif SKC_KERNEL_SRC // PROGRAM IS SOURCE CODE
+#define SKC_KERNEL_SUFFIX(n) n ## _pre_cl
+#else
+#error "SKC_KERNEL_???"
+#endif
+
+//
+//
+//
+
+#define SKC_PROGRAM_SOURCE_EXPAND(k,s,o) .k = { SKC_STRINGIFY(k), o, s, sizeof(s) }
+#define SKC_PROGRAM_SOURCE(k,o) SKC_PROGRAM_SOURCE_EXPAND(k,SKC_KERNEL_SUFFIX(k),o)
+#define SKC_PROGRAM_KERNEL(k) "skc_kernel_" SKC_STRINGIFY(k), SKC_CONCAT(skc_device_shaper_,k)
+
+//
+//
+//
+
+static
+size_t *
+skc_device_shaper_block_pool_init_ids(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ work_dim [0] = 1;
+ work_global[0] = work_size;
+
+ return NULL; // let runtime figure out local work size
+}
+
+static
+size_t *
+skc_device_shaper_block_pool_init_atomics(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ work_dim [0] = 1;
+ work_global[0] = 2;
+
+ return NULL; // let runtime figure out local work size
+}
+
+static
+size_t *
+skc_device_shaper_paths_alloc(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ work_dim [0] = 1;
+ work_global[0] = 1;
+
+ return NULL; // let runtime figure out local work size
+}
+
+
+static
+size_t *
+skc_device_shaper_paths_copy(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ work_dim [0] = 1;
+ work_global[0] = SKC_PATHS_COPY_SUBGROUP_SIZE * work_size;
+#if 0
+ work_local [0] = SKC_PATHS_COPY_SUBGROUP_SIZE;
+
+ return work_local;
+#else
+ return NULL; // let runtime figure out local work size
+#endif
+}
+
+static
+size_t *
+skc_device_shaper_fills_expand(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ work_dim [0] = 1;
+ work_global[0] = SKC_FILLS_EXPAND_SUBGROUP_SIZE * work_size;
+ work_local [0] = SKC_FILLS_EXPAND_SUBGROUP_SIZE;
+
+ return work_local;
+}
+
+static
+size_t *
+skc_device_shaper_rasterize(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ work_dim [0] = 1;
+ work_global[0] = SKC_RASTERIZE_SUBGROUP_SIZE * work_size;
+ work_local [0] = SKC_RASTERIZE_SUBGROUP_SIZE;
+
+ return work_local;
+}
+
+static
+size_t *
+skc_device_shaper_rasterize_all(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ return skc_device_shaper_rasterize(work_size,work_dim,work_global,work_local);
+}
+
+static
+size_t *
+skc_device_shaper_rasterize_lines(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ return skc_device_shaper_rasterize(work_size,work_dim,work_global,work_local);
+}
+
+static
+size_t *
+skc_device_shaper_rasterize_quads(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ return skc_device_shaper_rasterize(work_size,work_dim,work_global,work_local);
+}
+
+static
+size_t *
+skc_device_shaper_rasterize_cubics(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ return skc_device_shaper_rasterize(work_size,work_dim,work_global,work_local);
+}
+
+static
+size_t *
+skc_device_shaper_rasterize_rat_quads(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ return skc_device_shaper_rasterize(work_size,work_dim,work_global,work_local);
+}
+
+static
+size_t *
+skc_device_shaper_rasterize_rat_cubics(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ return skc_device_shaper_rasterize(work_size,work_dim,work_global,work_local);
+}
+
+static
+size_t *
+skc_device_shaper_rasters_alloc(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ // round up to whole groups
+ size_t gs = SKC_ROUND_UP(work_size,SKC_RASTERS_ALLOC_GROUP_SIZE);
+
+ work_dim [0] = 1;
+ work_global[0] = gs;
+ work_local [0] = SKC_RASTERS_ALLOC_GROUP_SIZE;
+
+ return work_local;
+}
+
+static
+size_t *
+skc_device_shaper_segment_ttrk(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ // work_size is number of keys -- round up to a whole slab
+ size_t keys_ru = SKC_ROUND_UP(work_size,HS_LANES_PER_WARP*HS_KEYS_PER_LANE);
+
+ work_dim [0] = 1;
+ work_global[0] = keys_ru / HS_KEYS_PER_LANE;
+ work_local [0] = HS_LANES_PER_WARP; // or just return NULL
+
+ return work_local;
+}
+
+static
+size_t *
+skc_device_shaper_segment_ttck(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ // work_size is number of keys -- round up to a whole slab
+ size_t keys_ru = SKC_ROUND_UP(work_size,HS_LANES_PER_WARP*HS_KEYS_PER_LANE);
+
+ work_dim [0] = 1;
+ work_global[0] = keys_ru / HS_KEYS_PER_LANE;
+ work_local [0] = HS_LANES_PER_WARP; // or just return NULL
+
+ return work_local;
+}
+
+static
+size_t *
+skc_device_shaper_prefix(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ work_dim [0] = 1;
+ work_global[0] = SKC_PREFIX_SUBGROUP_SIZE * work_size;
+ work_local [0] = SKC_PREFIX_SUBGROUP_SIZE;
+
+ return work_local;
+}
+
+static
+size_t *
+skc_device_shaper_place(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ work_dim [0] = 1;
+ work_global[0] = SKC_PLACE_SUBGROUP_SIZE * work_size;
+ work_local [0] = SKC_PLACE_SUBGROUP_SIZE;
+
+ return work_local;
+}
+
+static
+size_t *
+skc_device_shaper_render(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ work_dim [0] = 1;
+ work_global[0] = SKC_RENDER_SUBGROUP_SIZE * work_size;
+ work_local [0] = SKC_RENDER_SUBGROUP_SIZE;
+
+ return work_local;
+}
+
+static
+size_t *
+skc_device_shaper_paths_reclaim(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ assert(work_size == SKC_RECLAIM_ARRAY_SIZE);
+
+ work_dim [0] = 1;
+ work_global[0] = SKC_RECLAIM_ARRAY_SIZE * SKC_PATHS_RECLAIM_SUBGROUP_SIZE;
+
+ return NULL; // let runtime figure out local work size
+}
+
+static
+size_t *
+skc_device_shaper_rasters_reclaim(size_t const work_size,
+ cl_uint * const work_dim,
+ size_t * const work_global,
+ size_t * const work_local)
+{
+ assert(work_size == SKC_RECLAIM_ARRAY_SIZE);
+
+ work_dim [0] = 1;
+ work_global[0] = SKC_RECLAIM_ARRAY_SIZE * SKC_PATHS_RECLAIM_SUBGROUP_SIZE;
+
+ return NULL; // let runtime figure out local work size
+}
+
+//
+//
+//
+
+static union skc_program_sources const program_sources = {
+ SKC_PROGRAM_SOURCE(block_pool_init,SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(paths_copy, SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(fills_expand, SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(rasterize, SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(segment_ttrk, SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(rasters_alloc, SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(prefix, SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(place, SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(segment_ttck, SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(render, SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(paths_reclaim, SKC_BUILD_OPTIONS),
+ SKC_PROGRAM_SOURCE(rasters_reclaim,SKC_BUILD_OPTIONS)
+};
+
+static union skc_program_kernels const program_kernels = {
+
+ .block_pool_init = { { SKC_PROGRAM_KERNEL(block_pool_init_ids), SKC_DEVICE_KERNEL_ID_BLOCK_POOL_INIT_IDS },
+ { SKC_PROGRAM_KERNEL(block_pool_init_atomics), SKC_DEVICE_KERNEL_ID_BLOCK_POOL_INIT_ATOMICS } },
+
+ .paths_copy = { { SKC_PROGRAM_KERNEL(paths_alloc), SKC_DEVICE_KERNEL_ID_PATHS_ALLOC },
+ { SKC_PROGRAM_KERNEL(paths_copy) , SKC_DEVICE_KERNEL_ID_PATHS_COPY } },
+
+ .fills_expand = { { SKC_PROGRAM_KERNEL(fills_expand), SKC_DEVICE_KERNEL_ID_FILLS_EXPAND } },
+
+ .rasterize = { { SKC_PROGRAM_KERNEL(rasterize_all), SKC_DEVICE_KERNEL_ID_RASTERIZE_ALL },
+ { SKC_PROGRAM_KERNEL(rasterize_lines), SKC_DEVICE_KERNEL_ID_RASTERIZE_LINES },
+ { SKC_PROGRAM_KERNEL(rasterize_quads), SKC_DEVICE_KERNEL_ID_RASTERIZE_QUADS },
+ { SKC_PROGRAM_KERNEL(rasterize_cubics), SKC_DEVICE_KERNEL_ID_RASTERIZE_CUBICS },
+ { SKC_PROGRAM_KERNEL(rasterize_rat_quads), SKC_DEVICE_KERNEL_ID_RASTERIZE_RAT_QUADS },
+ { SKC_PROGRAM_KERNEL(rasterize_rat_cubics), SKC_DEVICE_KERNEL_ID_RASTERIZE_RAT_CUBICS } },
+
+ .segment_ttrk = { { SKC_PROGRAM_KERNEL(segment_ttrk), SKC_DEVICE_KERNEL_ID_SEGMENT_TTRK } },
+
+ .rasters_alloc = { { SKC_PROGRAM_KERNEL(rasters_alloc), SKC_DEVICE_KERNEL_ID_RASTERS_ALLOC } },
+
+ .prefix = { { SKC_PROGRAM_KERNEL(prefix), SKC_DEVICE_KERNEL_ID_PREFIX } },
+
+ .place = { { SKC_PROGRAM_KERNEL(place), SKC_DEVICE_KERNEL_ID_PLACE } },
+
+ .segment_ttck = { { SKC_PROGRAM_KERNEL(segment_ttck) , SKC_DEVICE_KERNEL_ID_SEGMENT_TTCK } },
+
+ .render = { { SKC_PROGRAM_KERNEL(render), SKC_DEVICE_KERNEL_ID_RENDER } },
+
+ .paths_reclaim = { { SKC_PROGRAM_KERNEL(paths_reclaim), SKC_DEVICE_KERNEL_ID_PATHS_RECLAIM } },
+
+ .rasters_reclaim = { { SKC_PROGRAM_KERNEL(rasters_reclaim), SKC_DEVICE_KERNEL_ID_RASTERS_RECLAIM } }
+};
+
+//
+//
+//
+
+struct skc_device
+{
+ //
+ // FIXME -- an OpenCL 2.1+ device would clone these kernels in a
+ // multithreaded system.
+ //
+ // Not having the ability to clone kernels (yet set their sticky
+ // args) was an oversight in previous versions of OpenCL.
+ //
+ // For now, we can probably get away with just a single kernel
+ // instance as long as args are set and the kernel is launched
+ // before having its arguments stomped on.
+ //
+ cl_kernel kernels [SKC_DEVICE_KERNEL_ID_COUNT];
+ size_t reqd_szs[SKC_DEVICE_KERNEL_ID_COUNT][3];
+};
+
+//
+// CREATE KERNELS
+//
+
+static
+void
+skc_device_create_kernels(struct skc_runtime * const runtime,
+ struct skc_program_kernel const * const kernels,
+ skc_uint const kernel_count,
+ cl_program program)
+{
+ for (skc_uint ii=0; ii<kernel_count; ii++)
+ {
+ cl_int cl_err;
+
+ char const * name = kernels[ii].name;
+ skc_uint const id = kernels[ii].id;
+
+ fprintf(stderr,"\t\"%s\"\n",name);
+
+ // create the kernel
+ runtime->device->kernels[id] = clCreateKernel(program,name,&cl_err); cl_ok(cl_err);
+
+ //
+ // release program now
+ //
+ // FIXME -- if/when we multithread then we need to clone kernels
+ // (>=2.1) or keep programs around (<=2.0)
+ //
+
+ // get workgroup size
+ cl(GetKernelWorkGroupInfo(runtime->device->kernels[id],
+ runtime->cl.device_id,
+ CL_KERNEL_COMPILE_WORK_GROUP_SIZE,
+ sizeof(runtime->device->reqd_szs[0]),
+ runtime->device->reqd_szs[id],
+ NULL));
+
+ //
+ // GEN9+ PROBING
+ //
+#define SKC_TARGET_GEN9
+#ifdef SKC_TARGET_GEN9
+
+#define CL_DEVICE_SUB_GROUP_SIZES_INTEL 0x4108
+#define CL_KERNEL_SPILL_MEM_SIZE_INTEL 0x4109
+#define CL_KERNEL_COMPILE_SUB_GROUP_SIZE_INTEL 0x410A
+
+ cl_ulong spill_mem_size;
+
+ cl(GetKernelWorkGroupInfo(runtime->device->kernels[id],
+ runtime->cl.device_id,
+ CL_KERNEL_SPILL_MEM_SIZE_INTEL,
+ sizeof(spill_mem_size),
+ &spill_mem_size,
+ NULL));
+
+ fprintf(stderr,"\t\tspill mem size: %lu bytes\n",
+ (unsigned long)spill_mem_size);
+
+ cl_ulong local_mem_size;
+
+ cl(GetKernelWorkGroupInfo(runtime->device->kernels[id],
+ runtime->cl.device_id,
+ CL_KERNEL_LOCAL_MEM_SIZE,
+ sizeof(local_mem_size),
+ &local_mem_size,
+ NULL));
+
+ fprintf(stderr,"\t\tlocal mem size: %lu bytes\n",
+ (unsigned long)local_mem_size);
+#endif
+ }
+}
+
+static
+void
+skc_device_build_program(struct skc_runtime * const runtime,
+ struct skc_program_source const * const source,
+ struct skc_program_kernel const * const kernels,
+ skc_uint const kernel_count)
+{
+ cl_program program;
+
+ fprintf(stderr,"%-20s: ",source->name);
+
+ cl_int cl_err;
+
+#if SKC_KERNEL_SPIRV // PROGRAM IS SPIR-V
+
+ fprintf(stderr,"Creating (SPIR-V) ... ");
+
+ program = clCreateProgramWithIL(runtime->cl.context,
+ source->src,
+ source->srclen,
+ &cl_err);
+
+#elif SKC_KERNEL_BINARY // PROGRAM IS BINARY
+
+ fprintf(stderr,"Creating (Binary) ... ");
+
+ cl_int status;
+ program = clCreateProgramWithBinary(runtime->cl.context,
+ 1,
+ &runtime->cl.device_id,
+ &source->srclen,
+ (unsigned char const *[]){ source->src },
+ &status,
+ &cl_err);
+
+#elif SKC_KERNEL_SRC // PROGRAM IS SOURCE CODE
+
+ fprintf(stderr,"Creating (Source) ... ");
+
+ program = clCreateProgramWithSource(runtime->cl.context,
+ 1,
+ (char const *[]){ source->src },
+ &source->srclen,
+ &cl_err);
+#else
+
+#error "SKC_KERNEL_???"
+
+#endif
+
+ cl_ok(cl_err);
+
+ fprintf(stderr,"Building ... ");
+
+ // build the program
+ cl(BuildProgram(program,
+ 1,
+ &runtime->cl.device_id,
+ source->options, // build options are ignored by binary
+ NULL,
+ NULL));
+
+ fprintf(stderr,"Done\n");
+
+ // build the kernels
+ skc_device_create_kernels(runtime,kernels,kernel_count,program);
+
+ // we're done with program for now
+ // can always recover it from a kernel instance
+ cl(ReleaseProgram(program));
+}
+
+//
+// RELEASE KERNELS
+//
+
+static
+void
+skc_device_release_kernels(struct skc_device * const device)
+{
+ for (skc_int ii=0; ii<SKC_COUNT_OF(device->kernels); ii++)
+ cl(ReleaseKernel(device->kernels[ii]));
+}
+
+
+
+cl_kernel
+skc_device_acquire_kernel(struct skc_device * const device,
+ skc_device_kernel_id const type)
+{
+ cl_kernel kernel = device->kernels[type];
+
+ cl(RetainKernel(kernel));
+
+ return kernel;
+}
+
+//
+// INITIALIZE KERNEL ARGS
+//
+// FIXME
+//
+// pre-assign any kernel arguments that are never going to change --
+// for example, the block pool
+//
+
+//
+//
+//
+
+#define SKC_DEVICE_BUILD_PROGRAM(p) \
+ skc_device_build_program(runtime,&program_sources.p,program_kernels.p,SKC_COUNT_OF(program_kernels.p))
+
+
+void
+skc_device_create(struct skc_runtime * const runtime)
+{
+ struct skc_device * const device = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(*device));
+
+ // hang device off of runtime
+ runtime->device = device;
+
+ // hang config off of runtime
+ runtime->config = &config;
+
+ // create kernels
+ SKC_DEVICE_BUILD_PROGRAM(block_pool_init);
+ SKC_DEVICE_BUILD_PROGRAM(paths_copy);
+ SKC_DEVICE_BUILD_PROGRAM(fills_expand);
+ SKC_DEVICE_BUILD_PROGRAM(rasterize);
+ SKC_DEVICE_BUILD_PROGRAM(segment_ttrk);
+ SKC_DEVICE_BUILD_PROGRAM(rasters_alloc);
+ SKC_DEVICE_BUILD_PROGRAM(prefix);
+ SKC_DEVICE_BUILD_PROGRAM(place);
+ SKC_DEVICE_BUILD_PROGRAM(segment_ttck);
+ SKC_DEVICE_BUILD_PROGRAM(render);
+ SKC_DEVICE_BUILD_PROGRAM(paths_reclaim);
+ SKC_DEVICE_BUILD_PROGRAM(rasters_reclaim);
+
+ // create HotSort instance -- FIXME -- how this occurs needs to be cleaned up
+ hs_create(runtime->cl.context,runtime->cl.device_id,NULL);
+}
+
+void
+skc_device_dispose(struct skc_runtime * const runtime)
+{
+ //
+ // FIXME -- dispose of programs, kernels, etc.
+ //
+
+ skc_runtime_host_perm_free(runtime,runtime->device);
+}
+
+//
+// FIXME -- just pass the device type
+//
+
+void
+skc_device_enqueue_kernel(struct skc_device * const device,
+ skc_device_kernel_id const type,
+ cl_command_queue cq,
+ cl_kernel kernel,
+ size_t const work_size,
+ cl_uint num_events_in_wait_list,
+ cl_event const * const event_wait_list,
+ cl_event * const event)
+{
+ if (work_size == 0)
+ return;
+
+ cl_uint work_dim [1];
+ size_t work_global[3];
+ size_t work_local [3];
+
+ size_t * work_local_ptr = program_kernels.kernels[type].shaper(work_size,
+ work_dim,
+ work_global,
+ work_local);
+ cl(EnqueueNDRangeKernel(cq,
+ kernel,// device->kernels[type],
+ work_dim[0],
+ NULL,
+ work_global,
+ work_local_ptr,
+ num_events_in_wait_list,
+ event_wait_list,
+ event));
+}
+
+//
+//
+//
diff --git a/src/compute/skc/device_cl_12_gen9.h b/src/compute/skc/device_cl_12_gen9.h
new file mode 100644
index 0000000..dd69a84
--- /dev/null
+++ b/src/compute/skc/device_cl_12_gen9.h
@@ -0,0 +1,335 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_DEVICE_CL_12_GEN9_H
+#define SKC_ONCE_DEVICE_CL_12_GEN9_H
+
+//
+// FIXME -- THERE ARE SOME DUPLICATED TYPEDEFS IN THIS FILE
+//
+// THESE WILL GO AWAY AS THE TYPING GET POLISHED AND SIMPLIFIED
+//
+
+#include "block.h"
+
+//
+// HOW TO SELECT A SUBBLOCK AND BLOCK SIZES:
+//
+// 1) The subblock size should match the natural SIMT/SIMD width of
+// the target device.
+//
+// 2) Either a square or rectangular (1:2) tile size is chosen. The
+// tile size is usually determined by the amount of SMEM available
+// to a render kernel subgroup and desired multiprocessor
+// occupancy.
+//
+// 3) If the tile is rectangular then the block size must be at least
+// twice the size of the subblock size.
+//
+// 4) A large block size can decrease allocation overhead but there
+// will be diminishing returns as the block size increases.
+//
+
+#define SKC_DEVICE_BLOCK_WORDS_LOG2 6 // CHANGE "WORDS" TO "SIZE" ?
+#define SKC_DEVICE_SUBBLOCK_WORDS_LOG2 3
+
+#define SKC_TILE_WIDTH_LOG2 SKC_DEVICE_SUBBLOCK_WORDS_LOG2
+#define SKC_TILE_HEIGHT_LOG2 (SKC_DEVICE_SUBBLOCK_WORDS_LOG2 + 1)
+
+/////////////////////////////////////////////////////////////////
+//
+// BLOCK POOL INIT
+//
+
+#define SKC_BP_INIT_IDS_KERNEL_ATTRIBS
+#define SKC_BP_INIT_ATOMICS_KERNEL_ATTRIBS __attribute__((reqd_work_group_size(2,1,1)))
+
+/////////////////////////////////////////////////////////////////
+//
+// PATHS ALLOC
+//
+
+#define SKC_PATHS_ALLOC_KERNEL_ATTRIBS __attribute__((reqd_work_group_size(1,1,1)))
+
+/////////////////////////////////////////////////////////////////
+//
+// PATHS COPY
+//
+
+#define SKC_PATHS_COPY_SUBGROUP_SIZE_LOG2 SKC_DEVICE_SUBBLOCK_WORDS_LOG2 // FIXME -- SUBGROUP OR THREADS PER BLOCK?
+#define SKC_PATHS_COPY_ELEM_WORDS 1
+#define SKC_PATHS_COPY_ELEM_EXPAND() SKC_EXPAND_1()
+
+#define SKC_PATHS_COPY_KERNEL_ATTRIBS __attribute__((intel_reqd_sub_group_size(SKC_PATHS_COPY_SUBGROUP_SIZE)))
+
+#define SKC_IS_NOT_PATH_HEAD(sg,I) ((sg) + get_sub_group_local_id() >= SKC_PATH_HEAD_WORDS)
+
+typedef skc_uint skc_paths_copy_elem;
+typedef skc_uint skc_pb_idx_v;
+
+/////////////////////////////////////////////////////////////////
+//
+// FILLS EXPAND
+//
+
+#define SKC_FILLS_EXPAND_SUBGROUP_SIZE_LOG2 SKC_DEVICE_SUBBLOCK_WORDS_LOG2
+#define SKC_FILLS_EXPAND_ELEM_WORDS 1
+
+#define SKC_FILLS_EXPAND_KERNEL_ATTRIBS __attribute__((intel_reqd_sub_group_size(SKC_FILLS_EXPAND_SUBGROUP_SIZE)))
+
+/////////////////////////////////////////////////////////////////
+//
+// RASTER ALLOC
+//
+// NOTE -- Intel subgroup shuffles aren't supported in SIMD32 which is
+// why use of the subgroup broadcast produces a compiler error. So a
+// subgroup of size 16 is this widest we can require.
+//
+
+#define SKC_RASTERS_ALLOC_GROUP_SIZE 16
+
+#if (SKC_RASTERS_ALLOC_GROUP_SIZE <= 16)
+
+#define SKC_RASTERS_ALLOC_KERNEL_ATTRIBS __attribute__((intel_reqd_sub_group_size(SKC_RASTERS_ALLOC_GROUP_SIZE)))
+#define SKC_RASTERS_ALLOC_LOCAL_ID() get_sub_group_local_id()
+#define SKC_RASTERS_ALLOC_INCLUSIVE_ADD(v) sub_group_scan_inclusive_add(v)
+#define SKC_RASTERS_ALLOC_BROADCAST(v,i) sub_group_broadcast(v,i)
+
+#else
+
+#define SKC_RASTERS_ALLOC_KERNEL_ATTRIBS __attribute__((reqd_work_group_size(SKC_RASTERS_ALLOC_GROUP_SIZE,1,1)))
+#define SKC_RASTERS_ALLOC_LOCAL_ID() get_local_id(0)
+#define SKC_RASTERS_ALLOC_INCLUSIVE_ADD(v) work_group_scan_inclusive_add(v)
+#define SKC_RASTERS_ALLOC_BROADCAST(v,i) work_group_broadcast(v,i)
+
+#endif
+
+/////////////////////////////////////////////////////////////////
+//
+// RASTERIZE
+//
+
+#define SKC_RASTERIZE_SUBGROUP_SIZE SKC_DEVICE_SUBBLOCK_WORDS
+#define SKC_RASTERIZE_VECTOR_SIZE_LOG2 0
+#define SKC_RASTERIZE_WORKGROUP_SUBGROUPS 1
+
+#define SKC_RASTERIZE_KERNEL_ATTRIBS \
+ __attribute__((intel_reqd_sub_group_size(SKC_RASTERIZE_SUBGROUP_SIZE))) \
+ __attribute__((reqd_work_group_size(SKC_RASTERIZE_SUBGROUP_SIZE * SKC_RASTERIZE_WORKGROUP_SUBGROUPS, 1, 1)))
+
+#define SKC_RASTERIZE_FLOAT float
+#define SKC_RASTERIZE_UINT uint
+#define SKC_RASTERIZE_INT int
+#define SKC_RASTERIZE_PREDICATE bool
+#define SKC_RASTERIZE_POOL uint
+
+#define SKC_RASTERIZE_TILE_HASH_X_BITS 1
+#define SKC_RASTERIZE_TILE_HASH_Y_BITS 2
+
+typedef skc_block_id_t skc_block_id_v_t;
+typedef skc_uint2 skc_ttsk_v_t;
+typedef skc_uint2 skc_ttsk_s_t;
+
+// SKC_STATIC_ASSERT(SKC_RASTERIZE_POOL_SIZE > SKC_RASTERIZE_SUBGROUP_SIZE);
+
+/////////////////////////////////////////////////////////////////
+//
+// PREFIX
+//
+
+#define SKC_PREFIX_SUBGROUP_SIZE 8 // for now this had better be SKC_DEVICE_SUBBLOCK_WORDS
+#define SKC_PREFIX_WORKGROUP_SUBGROUPS 1
+
+#define SKC_PREFIX_KERNEL_ATTRIBS \
+ __attribute__((intel_reqd_sub_group_size(SKC_PREFIX_SUBGROUP_SIZE))) \
+ __attribute__((reqd_work_group_size(SKC_PREFIX_SUBGROUP_SIZE * SKC_PREFIX_WORKGROUP_SUBGROUPS, 1, 1)))
+
+#define SKC_PREFIX_TTP_V skc_uint2
+#define SKC_PREFIX_TTS_V_BITFIELD skc_int
+
+#define SKC_PREFIX_TTS_VECTOR_INT_EXPAND SKC_EXPAND_1
+
+#define SKC_PREFIX_SMEM_ZERO ulong
+#define SKC_PREFIX_SMEM_ZERO_WIDTH (sizeof(SKC_PREFIX_SMEM_ZERO) / sizeof(skc_ttp_t))
+#define SKC_PREFIX_SMEM_COUNT_BLOCK_ID 8
+
+#define SKC_PREFIX_BLOCK_ID_V_SIZE SKC_PREFIX_SUBGROUP_SIZE
+
+#define SKC_PREFIX_TTXK_V_SIZE SKC_PREFIX_SUBGROUP_SIZE
+#define SKC_PREFIX_TTXK_V_MASK (SKC_PREFIX_TTXK_V_SIZE - 1)
+
+typedef skc_uint skc_bp_elem_t;
+
+typedef skc_uint2 skc_ttrk_e_t;
+typedef skc_uint2 skc_ttsk_v_t;
+typedef skc_uint2 skc_ttsk_s_t;
+typedef skc_uint2 skc_ttpk_s_t;
+typedef skc_uint2 skc_ttxk_v_t;
+
+typedef skc_int skc_tts_v_t;
+
+typedef skc_int skc_ttp_t;
+
+typedef skc_uint skc_raster_yx_s;
+
+typedef skc_block_id_t skc_block_id_v_t;
+typedef skc_block_id_t skc_block_id_s_t;
+
+/////////////////////////////////////////////////////////////////
+//
+// PLACE
+//
+
+#define SKC_PLACE_SUBGROUP_SIZE 16
+#define SKC_PLACE_WORKGROUP_SUBGROUPS 1
+
+#define SKC_PLACE_KERNEL_ATTRIBS \
+ __attribute__((intel_reqd_sub_group_size(SKC_PLACE_SUBGROUP_SIZE))) \
+ __attribute__((reqd_work_group_size(SKC_PLACE_SUBGROUP_SIZE * SKC_PLACE_WORKGROUP_SUBGROUPS, 1, 1)))
+
+typedef skc_uint skc_bp_elem_t;
+
+typedef skc_uint skc_ttsk_lo_t;
+typedef skc_uint skc_ttsk_hi_t;
+
+typedef skc_uint skc_ttpk_lo_t;
+typedef skc_uint skc_ttpk_hi_t;
+
+typedef skc_uint skc_ttxk_lo_t;
+typedef skc_uint skc_ttxk_hi_t;
+
+typedef skc_uint2 skc_ttck_t;
+
+typedef skc_bool skc_pred_v_t;
+typedef skc_int skc_int_v_t;
+
+/////////////////////////////////////////////////////////////////
+//
+// RENDER
+//
+
+#define SKC_ARCH_GEN9
+
+#if defined(__OPENCL_C_VERSION__)
+#pragma OPENCL EXTENSION cl_khr_fp16 : enable
+#endif
+
+#define SKC_RENDER_SUBGROUP_SIZE 8
+#define SKC_RENDER_WORKGROUP_SUBGROUPS 1
+
+#define SKC_RENDER_KERNEL_ATTRIBS \
+ __attribute__((intel_reqd_sub_group_size(SKC_RENDER_SUBGROUP_SIZE))) \
+ __attribute__((reqd_work_group_size(SKC_RENDER_SUBGROUP_SIZE * SKC_RENDER_WORKGROUP_SUBGROUPS, 1, 1)))
+
+#define SKC_RENDER_SCANLINE_VECTOR_SIZE 2
+
+#define SKC_RENDER_REGS_COLOR_R 2
+#define SKC_RENDER_REGS_COVER_R 3
+
+#define SKC_RENDER_TTSB_EXPAND() SKC_EXPAND_1()
+
+#define SKC_RENDER_TTS_V skc_int
+#define SKC_RENDER_TTS_V_BITFIELD skc_int
+
+#define SKC_RENDER_TTP_V skc_int2
+#define SKC_RENDER_AREA_V skc_int2
+
+#define SKC_RENDER_TILE_COLOR_PAIR half2
+#define SKC_RENDER_TILE_COLOR_PAIR_LOAD(x,v) vload2(x,v)
+
+#define SKC_RENDER_SURFACE_COLOR half4
+#define SKC_RENDER_SURFACE_WRITE write_imageh
+
+// #define SKC_RENDER_TTXB_VECTOR_INT int2
+// #define SKC_RENDER_TTXB_VECTOR_UINT uint2
+
+#define SKC_RENDER_WIDE_AA ulong // SLM = 64 bytes/clock
+
+#define SKC_RENDER_TILE_COLOR half2
+#define SKC_RENDER_TILE_COVER half2
+
+#define SKC_RENDER_ACC_COVER_INT int2
+#define SKC_RENDER_ACC_COVER_UINT uint2
+
+#define SKC_RENDER_GRADIENT_FLOAT float2
+#define SKC_RENDER_GRADIENT_INT int2
+#define SKC_RENDER_GRADIENT_STOP int2
+#define SKC_RENDER_GRADIENT_FRAC half2
+#define SKC_RENDER_GRADIENT_COLOR_STOP half
+
+#define SKC_RENDER_SURFACE_U8_RGBA uint2
+
+#define SKC_RENDER_TILE_COLOR_VECTOR uint16
+#define SKC_RENDER_TILE_COLOR_VECTOR_COMPONENT uint
+#define SKC_RENDER_TILE_COLOR_VECTOR_COUNT ((sizeof(SKC_RENDER_TILE_COLOR) * 4 * SKC_TILE_WIDTH) / sizeof(SKC_RENDER_TILE_COLOR_VECTOR))
+
+/////////////////////////////////////////////////////////////////
+//
+// PATHS & RASTERS RECLAIM
+//
+// FIXME -- investigate enabling the stride option for a smaller grid
+// that iterates over a fixed number of threads. Since reclamation is
+// a low-priority task, it's probably reasonable to trade longer
+// reclamation times for lower occupancy of the device because it
+// might delay the fastpath of the pipeline.
+//
+
+#define SKC_RECLAIM_ARRAY_SIZE (7 * 8 / 2) // 8 EUs with 7 hardware threads divided by 2 is half a sub-slice
+
+/////////////////////////////////////////////////////////////////
+//
+// PATHS RECLAIM
+//
+
+#define SKC_PATHS_RECLAIM_SUBGROUP_SIZE_LOG2 SKC_DEVICE_SUBBLOCK_WORDS_LOG2 // FIXME -- SUBGROUP OR THREADS PER BLOCK?
+#define SKC_PATHS_RECLAIM_LOCAL_ELEMS 1
+#define SKC_PATHS_RECLAIM_KERNEL_ATTRIBS __attribute__((intel_reqd_sub_group_size(SKC_PATHS_RECLAIM_SUBGROUP_SIZE)))
+
+/////////////////////////////////////////////////////////////////
+//
+// RASTERS RECLAIM
+//
+
+#define SKC_RASTERS_RECLAIM_SUBGROUP_SIZE_LOG2 SKC_DEVICE_SUBBLOCK_WORDS_LOG2 // FIXME -- SUBGROUP OR THREADS PER BLOCK?
+#define SKC_RASTERS_RECLAIM_LOCAL_ELEMS 1
+#define SKC_RASTERS_RECLAIM_KERNEL_ATTRIBS __attribute__((intel_reqd_sub_group_size(SKC_RASTERS_RECLAIM_SUBGROUP_SIZE)))
+
+//
+// COMMON -- FIXME -- HOIST THESE ELSEWHERE
+//
+
+#define SKC_DEVICE_BLOCK_WORDS (1u << SKC_DEVICE_BLOCK_WORDS_LOG2)
+#define SKC_DEVICE_SUBBLOCK_WORDS (1u << SKC_DEVICE_SUBBLOCK_WORDS_LOG2)
+
+#define SKC_DEVICE_BLOCK_DWORDS (SKC_DEVICE_BLOCK_WORDS / 2)
+
+#define SKC_DEVICE_BLOCK_WORDS_MASK SKC_BITS_TO_MASK(SKC_DEVICE_BLOCK_WORDS_LOG2)
+#define SKC_DEVICE_SUBBLOCKS_PER_BLOCK_MASK SKC_BITS_TO_MASK(SKC_DEVICE_BLOCK_WORDS_LOG2 - SKC_DEVICE_SUBBLOCK_WORDS_LOG2)
+
+#define SKC_DEVICE_SUBBLOCKS_PER_BLOCK (SKC_DEVICE_BLOCK_WORDS / SKC_DEVICE_SUBBLOCK_WORDS)
+
+#define SKC_TILE_RATIO (SKC_TILE_HEIGHT / SKC_TILE_WIDTH)
+
+//
+//
+//
+
+#define SKC_PATHS_COPY_SUBGROUP_SIZE (1 << SKC_PATHS_COPY_SUBGROUP_SIZE_LOG2)
+#define SKC_PATHS_RECLAIM_SUBGROUP_SIZE (1 << SKC_PATHS_RECLAIM_SUBGROUP_SIZE_LOG2)
+#define SKC_RASTERS_RECLAIM_SUBGROUP_SIZE (1 << SKC_RASTERS_RECLAIM_SUBGROUP_SIZE_LOG2)
+#define SKC_FILLS_EXPAND_SUBGROUP_SIZE (1 << SKC_FILLS_EXPAND_SUBGROUP_SIZE_LOG2)
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/export_cl_12.h b/src/compute/skc/export_cl_12.h
new file mode 100644
index 0000000..e577282
--- /dev/null
+++ b/src/compute/skc/export_cl_12.h
@@ -0,0 +1,63 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+
+//
+//
+//
+
+skc_err
+skc_path_builder_cl_12_create(struct skc_context * const context,
+ struct skc_path_builder * * const path_builder);
+
+//
+//
+//
+
+skc_err
+skc_raster_builder_cl_12_create(struct skc_context * const context,
+ struct skc_raster_builder * * const raster_builder);
+
+//
+//
+//
+
+skc_err
+skc_composition_cl_12_create(struct skc_context * const context,
+ struct skc_composition * * const composition);
+
+//
+//
+//
+
+skc_err
+skc_styling_cl_12_create(struct skc_context * const context,
+ struct skc_styling * * const styling,
+ uint32_t const layers_count,
+ uint32_t const groups_count,
+ uint32_t const extras_count);
+
+//
+//
+//
+
+skc_err
+skc_surface_cl_12_create(struct skc_context * const context,
+ struct skc_surface * * const surface);
+
+//
+//
+//
+
diff --git a/src/compute/skc/extent_cl_12.c b/src/compute/skc/extent_cl_12.c
new file mode 100644
index 0000000..73676d8
--- /dev/null
+++ b/src/compute/skc/extent_cl_12.c
@@ -0,0 +1,459 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdlib.h>
+
+#include "common/cl/assert_cl.h"
+#include "extent_cl_12.h"
+#include "runtime_cl_12.h"
+
+//
+// DURABLE R/W HOST EXTENT -- STANDARD CACHED MEMORY
+//
+
+void
+skc_extent_phrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrw * const extent,
+ size_t const size)
+{
+ extent->hrw = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,size);
+}
+
+void
+skc_extent_phrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrw * const extent)
+{
+ skc_runtime_host_perm_free(runtime,extent->hrw);
+}
+
+//
+// DURABLE R/W DEVICE EXTENT -- ALLOCATED FROM DEVICE HEAP
+//
+
+void
+skc_extent_pdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_pdrw * const extent,
+ size_t const size)
+{
+ extent->drw = skc_runtime_device_perm_alloc(runtime,
+ CL_MEM_READ_WRITE | CL_MEM_HOST_NO_ACCESS,
+ size);
+}
+
+void
+skc_extent_pdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_pdrw * const extent)
+{
+ skc_runtime_device_perm_free(runtime,extent->drw);
+}
+
+//
+// EPHEMERAL DEVICE R/W EXTENT -- ALLOCATED QUICKLY FROM A MANAGED RING
+//
+
+void
+skc_extent_tdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_tdrw * const extent,
+ size_t const size)
+{
+ extent->size = size;
+ extent->drw = skc_runtime_device_temp_alloc(runtime,
+ CL_MEM_READ_WRITE | CL_MEM_HOST_NO_ACCESS,
+ size,&extent->id,NULL);
+}
+
+void
+skc_extent_tdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_tdrw * const extent)
+{
+ skc_runtime_device_temp_free(runtime,extent->drw,extent->id);
+}
+
+void
+skc_extent_tdrw_zero(struct skc_extent_tdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ if (extent->size == 0)
+ return;
+
+ skc_uint const zero = 0;
+
+ cl(EnqueueFillBuffer(cq,
+ extent->drw,
+ &zero,
+ sizeof(zero),
+ 0,
+ extent->size,
+ 0,NULL,event));
+}
+
+//
+// DURABLE SMALL EXTENTS BACKING ATOMICS
+//
+
+void
+skc_extent_phr_pdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phr_pdrw * const extent,
+ size_t const size)
+{
+ extent->size = size;
+ extent->hr = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_ONLY,size);
+ extent->drw = skc_runtime_device_perm_alloc(runtime,CL_MEM_READ_WRITE,size);
+}
+
+void
+skc_extent_phr_pdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_phr_pdrw * const extent)
+{
+ skc_runtime_host_perm_free(runtime,extent->hr);
+ skc_runtime_device_perm_free(runtime,extent->drw);
+}
+
+void
+skc_extent_phr_pdrw_read(struct skc_extent_phr_pdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ if (extent->size == 0)
+ return;
+
+ cl(EnqueueReadBuffer(cq,
+ extent->drw,
+ CL_FALSE,
+ 0,
+ extent->size,
+ extent->hr,
+ 0,NULL,event));
+}
+
+void
+skc_extent_phr_pdrw_zero(struct skc_extent_phr_pdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ if (extent->size == 0)
+ return;
+
+ skc_uint const zero = 0;
+
+ cl(EnqueueFillBuffer(cq,
+ extent->drw,
+ &zero,
+ sizeof(zero),
+ 0,
+ extent->size,
+ 0,NULL,event));
+}
+
+//
+// EPHEMERAL SMALL EXTENTS BACKING ATOMICS
+//
+
+void
+skc_extent_thr_tdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_thr_tdrw * const extent,
+ size_t const size)
+{
+ extent->size = size;
+ extent->hr = skc_runtime_host_temp_alloc(runtime,
+ SKC_MEM_FLAGS_READ_WRITE,
+ size,&extent->id.hr,NULL);
+ extent->drw = skc_runtime_device_temp_alloc(runtime,
+ CL_MEM_READ_WRITE,
+ size,
+ &extent->id.drw,
+ NULL);
+}
+
+void
+skc_extent_thr_tdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_thr_tdrw * const extent)
+{
+ skc_runtime_host_temp_free(runtime,extent->hr,extent->id.hr);
+ skc_runtime_device_temp_free(runtime,extent->drw,extent->id.drw);
+}
+
+void
+skc_extent_thr_tdrw_read(struct skc_extent_thr_tdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ if (extent->size == 0)
+ return;
+
+ cl(EnqueueReadBuffer(cq,
+ extent->drw,
+ CL_FALSE,
+ 0,
+ extent->size,
+ extent->hr,
+ 0,NULL,event));
+}
+
+void
+skc_extent_thr_tdrw_zero(struct skc_extent_thr_tdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ if (extent->size == 0)
+ return;
+
+ skc_uint const zero = 0;
+
+ cl(EnqueueFillBuffer(cq,
+ extent->drw,
+ &zero,
+ sizeof(zero),
+ 0,
+ extent->size,
+ 0,NULL,event));
+}
+
+//
+// DURABLE W/1 HOST RING WITH AN EPHEMERAL R/N DEVICE SNAPSHOT
+//
+
+void
+skc_extent_phw1g_tdrNs_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phw1g_tdrNs * const extent,
+ size_t const size)
+{
+ extent->hw1 = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_WRITE_ONLY,size);
+}
+
+void
+skc_extent_phw1g_tdrNs_free(struct skc_runtime * const runtime,
+ struct skc_extent_phw1g_tdrNs * const extent)
+{
+ skc_runtime_host_perm_free(runtime,extent->hw1);
+}
+
+void
+skc_extent_phw1g_tdrNs_snap_init(struct skc_runtime * const runtime,
+ struct skc_extent_ring * const ring,
+ struct skc_extent_phw1g_tdrNs_snap * const snap)
+{
+ snap->snap = skc_extent_ring_snap_alloc(runtime,ring);
+}
+
+void
+skc_extent_phw1g_tdrNs_snap_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phw1g_tdrNs * const extent,
+ struct skc_extent_phw1g_tdrNs_snap * const snap,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ struct skc_extent_ring const * const ring = snap->snap->ring;
+
+ skc_uint const count = skc_extent_ring_snap_count(snap->snap);
+ size_t const size = count * ring->size.elem;
+
+ snap->drN = skc_runtime_device_temp_alloc(runtime,
+ CL_MEM_READ_ONLY | CL_MEM_HOST_WRITE_ONLY,
+ size,&snap->id,NULL);
+
+ if (count == 0)
+ return;
+
+ // possibly two copies
+ skc_uint const index_lo = snap->snap->reads & ring->size.mask;
+ skc_uint const count_max = ring->size.pow2 - index_lo;
+ skc_uint const count_lo = min(count_max,count);
+ size_t const bytes_lo = count_lo * ring->size.elem;
+
+ if (count > count_max)
+ {
+ skc_uint const bytes_hi = (count - count_max) * ring->size.elem;
+
+ cl(EnqueueWriteBuffer(cq,
+ snap->drN,
+ CL_FALSE,
+ bytes_lo,
+ bytes_hi,
+ extent->hw1, // offset_hi = 0
+ 0,NULL,NULL));
+ }
+
+ size_t const offset_lo = index_lo * ring->size.elem;
+
+ cl(EnqueueWriteBuffer(cq,
+ snap->drN,
+ CL_FALSE,
+ 0,
+ bytes_lo,
+ (skc_uchar*)extent->hw1 + offset_lo,
+ 0,NULL,event));
+
+}
+
+void
+skc_extent_phw1g_tdrNs_snap_free(struct skc_runtime * const runtime,
+ struct skc_extent_phw1g_tdrNs_snap * const snap)
+{
+ skc_runtime_device_temp_free(runtime,snap->drN,snap->id);
+ skc_extent_ring_snap_free(runtime,snap->snap);
+}
+
+//
+// DURABLE R/W HOST RING WITH AN EPHEMERAL R/N DEVICE SNAPSHOT
+//
+
+void
+skc_extent_phrwg_tdrNs_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_tdrNs * const extent,
+ size_t const size)
+{
+ extent->hrw = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,size); // WRITE-ONCE
+}
+
+void
+skc_extent_phrwg_tdrNs_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_tdrNs * const extent)
+{
+ skc_runtime_host_perm_free(runtime,extent->hrw);
+}
+
+void
+skc_extent_phrwg_tdrNs_snap_init(struct skc_runtime * const runtime,
+ struct skc_extent_ring * const ring,
+ struct skc_extent_phrwg_tdrNs_snap * const snap)
+{
+ snap->snap = skc_extent_ring_snap_alloc(runtime,ring);
+}
+
+void
+skc_extent_phrwg_tdrNs_snap_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_tdrNs * const extent,
+ struct skc_extent_phrwg_tdrNs_snap * const snap,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ struct skc_extent_ring const * const ring = snap->snap->ring;
+
+ skc_uint const count = skc_extent_ring_snap_count(snap->snap);
+ size_t const size = count * ring->size.elem;
+
+ snap->drN = skc_runtime_device_temp_alloc(runtime,
+ CL_MEM_READ_ONLY | CL_MEM_HOST_WRITE_ONLY,
+ size,&snap->id,NULL);
+
+ if (count == 0)
+ return;
+
+ // possibly two copies
+ skc_uint const index_lo = snap->snap->reads & ring->size.mask;
+ skc_uint const count_max = ring->size.pow2 - index_lo;
+ skc_uint const count_lo = min(count_max,count);
+ size_t const bytes_lo = count_lo * ring->size.elem;
+
+ if (count > count_max)
+ {
+ skc_uint const count_hi = count - count_max;
+ skc_uint const bytes_hi = count_hi * ring->size.elem;
+
+ cl(EnqueueWriteBuffer(cq,
+ snap->drN,
+ CL_FALSE,
+ bytes_lo,
+ bytes_hi,
+ extent->hrw, // offset_hi = 0
+ 0,NULL,NULL));
+ }
+
+ size_t offset_lo = index_lo * ring->size.elem;
+
+ cl(EnqueueWriteBuffer(cq,
+ snap->drN,
+ CL_FALSE,
+ 0,
+ bytes_lo,
+ (skc_uchar*)extent->hrw + offset_lo,
+ 0,NULL,event));
+
+}
+
+void
+skc_extent_phrwg_tdrNs_snap_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_tdrNs_snap * const snap)
+{
+ skc_runtime_device_temp_free(runtime,snap->drN,snap->id);
+ skc_extent_ring_snap_free(runtime,snap->snap);
+}
+
+//
+// DURABLE HOST R/W RING WITH AN EPHEMERAL HOST R/1 SNAPSHOT
+//
+// Note that because the ring and snapshot are both in host memory and
+// the snapshot blocks progress until freed we can simply point the
+// fake ephemeral snapshot at the ring's durable extent.
+//
+
+void
+skc_extent_phrwg_thr1s_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_thr1s * const extent,
+ size_t const size)
+{
+ extent->hrw = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,size); // WRITE-ONCE
+}
+
+void
+skc_extent_phrwg_thr1s_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_thr1s * const extent)
+{
+ skc_runtime_host_perm_free(runtime,extent->hrw);
+}
+
+void
+skc_extent_phrwg_thr1s_snap_init(struct skc_runtime * const runtime,
+ struct skc_extent_ring * const ring,
+ struct skc_extent_phrwg_thr1s_snap * const snap)
+{
+ snap->snap = skc_extent_ring_snap_alloc(runtime,ring);
+}
+
+void
+skc_extent_phrwg_thr1s_snap_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_thr1s * const extent,
+ struct skc_extent_phrwg_thr1s_snap * const snap)
+{
+ struct skc_extent_ring const * const ring = snap->snap->ring;
+
+ skc_uint const count = skc_extent_ring_snap_count(snap->snap);
+ skc_uint const index_lo = snap->snap->reads & ring->size.mask;
+ skc_uint const count_max = ring->size.pow2 - index_lo;
+
+ snap->count.lo = min(count_max,count);
+ snap->hr1.lo = (skc_uchar*)extent->hrw + (index_lo * ring->size.elem);
+
+ if (count > count_max)
+ {
+ snap->count.hi = count - count_max;
+ snap->hr1.hi = extent->hrw;
+ }
+ else
+ {
+ snap->count.hi = 0;
+ snap->hr1.hi = NULL;
+ }
+}
+
+void
+skc_extent_phrwg_thr1s_snap_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_thr1s_snap * const snap)
+{
+ skc_extent_ring_snap_free(runtime,snap->snap);
+}
+
+//
+//
+//
diff --git a/src/compute/skc/extent_cl_12.h b/src/compute/skc/extent_cl_12.h
new file mode 100644
index 0000000..47ba951
--- /dev/null
+++ b/src/compute/skc/extent_cl_12.h
@@ -0,0 +1,476 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <CL/opencl.h>
+
+#include "suballocator.h"
+#include "extent_ring.h"
+
+//
+// Legend:
+//
+// p : durable
+// t : ephemeral
+// h : host
+// d : device
+// r : read
+// w : write
+// 1 : once -- e.g. w1 is 'write-once'
+// N : many -- e.g. rN is 'read-many'
+// g : ring
+// s : ring snapshot
+//
+// Notes:
+//
+// rw : for now, read-write implies read-write many
+//
+
+//
+// DURABLE R/W HOST EXTENT -- STANDARD CACHED MEMORY
+//
+
+struct skc_extent_phrw
+{
+ void * hrw;
+};
+
+void
+skc_extent_phrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrw * const extent,
+ size_t const size);
+
+void
+skc_extent_phrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrw * const extent);
+
+//
+// DURABLE R/W DEVICE EXTENT -- ALLOCATED FROM DEVICE HEAP
+//
+
+struct skc_extent_pdrw
+{
+ cl_mem drw;
+};
+
+void
+skc_extent_pdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_pdrw * const extent,
+ size_t const size);
+
+void
+skc_extent_pdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_pdrw * const extent);
+
+//
+// EPHEMERAL DEVICE R/W EXTENT -- ALLOCATED QUICKLY FROM A MANAGED RING
+//
+
+struct skc_extent_tdrw
+{
+ size_t size;
+ cl_mem drw;
+ skc_subbuf_id_t id;
+};
+
+void
+skc_extent_tdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_tdrw * const extent,
+ size_t const size);
+
+void
+skc_extent_tdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_tdrw * const extent);
+
+void
+skc_extent_tdrw_zero(struct skc_extent_tdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+//
+// DURABLE SMALL EXTENTS BACKING ATOMICS
+//
+
+struct skc_extent_phr_pdrw
+{
+ size_t size; // must be multiple of words
+ void * hr;
+ cl_mem drw;
+};
+
+void
+skc_extent_phr_pdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phr_pdrw * const extent,
+ size_t const size);
+
+void
+skc_extent_phr_pdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_phr_pdrw * const extent);
+
+void
+skc_extent_phr_pdrw_read(struct skc_extent_phr_pdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void
+skc_extent_phr_pdrw_zero(struct skc_extent_phr_pdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+//
+// EPHEMERAL SMALL EXTENTS BACKING ATOMICS
+//
+
+struct skc_extent_thr_tdrw
+{
+ size_t size; // must be multiple of words
+
+ void * hr;
+ cl_mem drw;
+
+ struct {
+ skc_subbuf_id_t hr;
+ skc_subbuf_id_t drw;
+ } id;
+};
+
+void
+skc_extent_thr_tdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_thr_tdrw * const extent,
+ size_t const size);
+
+void
+skc_extent_thr_tdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_thr_tdrw * const extent);
+
+void
+skc_extent_thr_tdrw_read(struct skc_extent_thr_tdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void
+skc_extent_thr_tdrw_zero(struct skc_extent_thr_tdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+//
+// DURABLE W/1 HOST RING WITH AN EPHEMERAL R/N DEVICE SNAPSHOT
+//
+
+struct skc_extent_phw1g_tdrNs
+{
+ void * hw1;
+};
+
+struct skc_extent_phw1g_tdrNs_snap
+{
+ struct skc_extent_ring_snap * snap;
+ cl_mem drN;
+ skc_subbuf_id_t id;
+};
+
+void
+skc_extent_phw1g_tdrNs_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phw1g_tdrNs * const extent,
+ size_t const size);
+
+void
+skc_extent_phw1g_tdrNs_free(struct skc_runtime * const runtime,
+ struct skc_extent_phw1g_tdrNs * const extent);
+
+void
+skc_extent_phw1g_tdrNs_snap_init(struct skc_runtime * const runtime,
+ struct skc_extent_ring * const ring,
+ struct skc_extent_phw1g_tdrNs_snap * const snap);
+
+void
+skc_extent_phw1g_tdrNs_snap_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phw1g_tdrNs * const extent,
+ struct skc_extent_phw1g_tdrNs_snap * const snap,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void
+skc_extent_phw1g_tdrNs_snap_free(struct skc_runtime * const runtime,
+ struct skc_extent_phw1g_tdrNs_snap * const snap);
+
+//
+// DURABLE R/W HOST RING WITH AN EPHEMERAL R/N DEVICE SNAPSHOT
+//
+
+struct skc_extent_phrwg_tdrNs
+{
+ void * hrw;
+};
+
+struct skc_extent_phrwg_tdrNs_snap
+{
+ struct skc_extent_ring_snap * snap;
+ cl_mem drN;
+ skc_subbuf_id_t id;
+};
+
+void
+skc_extent_phrwg_tdrNs_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_tdrNs * const extent,
+ size_t const size);
+
+void
+skc_extent_phrwg_tdrNs_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_tdrNs * const extent);
+
+void
+skc_extent_phrwg_tdrNs_snap_init(struct skc_runtime * const runtime,
+ struct skc_extent_ring * const ring,
+ struct skc_extent_phrwg_tdrNs_snap * const snap);
+
+void
+skc_extent_phrwg_tdrNs_snap_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_tdrNs * const extent,
+ struct skc_extent_phrwg_tdrNs_snap * const snap,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void
+skc_extent_phrwg_tdrNs_snap_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_tdrNs_snap * const snap);
+
+//
+// DURABLE HOST R/W RING WITH AN EPHEMERAL HOST R/1 SNAPSHOT
+//
+// Note that because the ring and snapshot are both in host memory and
+// the snapshot blocks progress until freed we can simply point the
+// fake ephemeral snapshot at the ring's durable extent.
+//
+
+struct skc_extent_phrwg_thr1s
+{
+ void * hrw;
+};
+
+struct skc_extent_phrwg_thr1s_snap
+{
+ struct skc_extent_ring_snap * snap;
+
+ struct {
+ skc_uint lo;
+ skc_uint hi;
+ } count;
+
+ struct {
+ void * lo;
+ void * hi;
+ } hr1;
+};
+
+void
+skc_extent_phrwg_thr1s_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_thr1s * const extent,
+ size_t const size);
+
+void
+skc_extent_phrwg_thr1s_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_thr1s * const extent);
+
+void
+skc_extent_phrwg_thr1s_snap_init(struct skc_runtime * const runtime,
+ struct skc_extent_ring * const ring,
+ struct skc_extent_phrwg_thr1s_snap * const snap);
+
+void
+skc_extent_phrwg_thr1s_snap_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_thr1s * const extent,
+ struct skc_extent_phrwg_thr1s_snap * const snap);
+
+void
+skc_extent_phrwg_thr1s_snap_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_thr1s_snap * const snap);
+
+//
+// EPHEMERAL MAPPING
+//
+// ENTIRE EXTENT MAPPED TO R/W HOST MEMORY
+// ENTIRE EXTENT UNMAPPED TO R/W DEVICE MEMORY
+//
+// Note: integrated vs. discrete GPUs will have different
+// implementations because we don't want a GPU kernel repeatedly
+// accessing pinned memory.
+//
+
+#if 0
+struct skc_extent_thrw_tdrw
+{
+ size_t size;
+ cl_mem drw;
+ skc_subbuf_id_t id;
+};
+
+void
+skc_extent_thrw_tdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_thrw_tdrw * const extent,
+ size_t const size);
+
+void
+skc_extent_thrw_tdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_thrw_tdrw * const extent);
+
+void *
+skc_extent_thrw_tdrw_map_size(struct skc_extent_thrw_tdrw * const extent,
+ size_t const size,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void *
+skc_extent_thrw_tdrw_map(struct skc_extent_thrw_tdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void
+skc_extent_thrw_tdrw_unmap(struct skc_extent_thrw_tdrw * const extent,
+ void * const hrN,
+ cl_command_queue const cq,
+ cl_event * const event);
+#endif
+
+//
+// DURABLE MAPPING
+//
+// ENTIRE EXTENT MAPPED TO R/W HOST MEMORY
+// ENTIRE EXTENT UNMAPPED TO R/W DEVICE MEMORY
+//
+// Note: integrated vs. discrete GPUs will have different
+// implementations because we don't want a GPU kernel repeatedly
+// accessing pinned memory.
+//
+
+struct skc_extent_phrw_pdrw
+{
+ size_t size;
+ cl_mem drw;
+};
+
+void
+skc_extent_phrw_pdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrw_pdrw * const extent,
+ size_t const size);
+
+void
+skc_extent_phrw_pdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrw_pdrw * const extent);
+
+void *
+skc_extent_phrw_pdrw_map_size(struct skc_extent_phrw_pdrw * const extent,
+ size_t const size,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void *
+skc_extent_phrw_pdrw_map(struct skc_extent_phrw_pdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void
+skc_extent_phrw_pdrw_unmap(struct skc_extent_phrw_pdrw * const extent,
+ void * const hrN,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+//
+// DURABLE MAPPING
+//
+// ENTIRE EXTENT MAPPED TO R/O HOST MEMORY
+// ENTIRE EXTENT UNMAPPED TO W/O DEVICE MEMORY
+//
+// Note: integrated vs. discrete GPUs will have different
+// implementations because we don't want a GPU kernel repeatedly
+// accessing pinned memory.
+//
+
+struct skc_extent_phrN_pdwN
+{
+ size_t size;
+ cl_mem dwN;
+};
+
+void
+skc_extent_phrN_pdwN_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrN_pdwN * const extent,
+ size_t const size);
+
+void
+skc_extent_phrN_pdwN_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrN_pdwN * const extent);
+
+void *
+skc_extent_phrN_pdwN_map_size(struct skc_extent_phrN_pdwN * const extent,
+ size_t const size,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void *
+skc_extent_phrN_pdwN_map(struct skc_extent_phrN_pdwN * const extent,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void
+skc_extent_phrN_pdwN_unmap(struct skc_extent_phrN_pdwN * const extent,
+ void * const hrN,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+//
+// DURABLE MAPPING
+//
+// ENTIRE EXTENT MAPPED TO W/O HOST MEMORY
+// ENTIRE EXTENT UNMAPPED TO R/O DEVICE MEMORY
+//
+// Note: integrated vs. discrete GPUs will have different
+// implementations because we don't want a GPU kernel repeatedly
+// accessing pinned memory.
+//
+
+struct skc_extent_phwN_pdrN
+{
+ size_t size;
+ cl_mem drN;
+};
+
+void
+skc_extent_phwN_pdrN_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phwN_pdrN * const extent,
+ size_t const size);
+
+void
+skc_extent_phwN_pdrN_free(struct skc_runtime * const runtime,
+ struct skc_extent_phwN_pdrN * const extent);
+
+void *
+skc_extent_phwN_pdrN_map_size(struct skc_extent_phwN_pdrN * const extent,
+ size_t const size,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void *
+skc_extent_phwN_pdrN_map(struct skc_extent_phwN_pdrN * const extent,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+void
+skc_extent_phwN_pdrN_unmap(struct skc_extent_phwN_pdrN * const extent,
+ void * const hwm,
+ cl_command_queue const cq,
+ cl_event * const event);
+
+//
+//
+//
diff --git a/src/compute/skc/extent_cl_12_unified.c b/src/compute/skc/extent_cl_12_unified.c
new file mode 100644
index 0000000..69c669a
--- /dev/null
+++ b/src/compute/skc/extent_cl_12_unified.c
@@ -0,0 +1,281 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// NOTE THAT NONE OF THESE EXTENTS CHECK FOR ZERO-SIZED ALLOCATIONS.
+// THAT'S OK FOR NOW.
+//
+
+#include <stdlib.h>
+
+#include "runtime_cl_12.h"
+#include "extent_cl_12.h"
+#include "common/cl/assert_cl.h"
+
+//
+// EPHEMERAL MAPPING
+//
+// ENTIRE EXTENT MAPPED TO R/W HOST MEMORY
+// ENTIRE EXTENT UNMAPPED TO R/W DEVICE MEMORY
+//
+// Note: integrated vs. discrete GPUs will have different
+// implementations because we don't want a GPU kernel repeatedly
+// accessing pinned memory.
+//
+
+#if 0
+
+#pragma message("struct skc_extent_thrw_tdrw will be removed once the sorter is installed.")
+
+void
+skc_extent_thrw_tdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_thrw_tdrw * const extent,
+ size_t const size)
+{
+ extent->drw = skc_runtime_device_temp_alloc(runtime,
+ CL_MEM_READ_WRITE /* | CL_MEM_ALLOC_HOST_PTR */,
+ size,&extent->id,&extent->size);
+}
+
+void
+skc_extent_thrw_tdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_thrw_tdrw * const extent)
+{
+ skc_runtime_device_temp_free(runtime,extent->drw,extent->id);
+}
+
+void *
+skc_extent_thrw_tdrw_map_size(struct skc_extent_thrw_tdrw * const extent,
+ size_t const size,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ cl_int cl_err;
+
+ void * hrw = clEnqueueMapBuffer(cq,extent->drw,
+ CL_FALSE,
+ CL_MAP_READ | CL_MAP_WRITE,0,size,
+ 0,NULL,event,&cl_err); cl_ok(cl_err);
+
+ return hrw;
+}
+
+void *
+skc_extent_thrw_tdrw_map(struct skc_extent_thrw_tdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ return skc_extent_thrw_tdrw_map_size(extent,extent->size,cq,event);
+}
+
+void
+skc_extent_thrw_tdrw_unmap(struct skc_extent_thrw_tdrw * const extent,
+ void * const hrw,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ cl(EnqueueUnmapMemObject(cq,extent->drw,hrw,0,NULL,event));
+}
+
+#endif
+
+//
+// DURABLE MAPPING
+//
+// ENTIRE EXTENT MAPPED TO R/W HOST MEMORY
+// ENTIRE EXTENT UNMAPPED TO R/W DEVICE MEMORY
+//
+// Note: integrated vs. discrete GPUs will have different
+// implementations because we don't want a GPU kernel repeatedly
+// accessing pinned memory.
+//
+
+void
+skc_extent_phrw_pdrw_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrw_pdrw * const extent,
+ size_t const size)
+{
+ cl_int cl_err;
+
+ extent->size = size;
+ extent->drw = clCreateBuffer(runtime->cl.context,
+ CL_MEM_READ_WRITE | CL_MEM_ALLOC_HOST_PTR,
+ size,NULL,&cl_err); cl_ok(cl_err);
+}
+
+void
+skc_extent_phrw_pdrw_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrw_pdrw * const extent)
+{
+ cl(ReleaseMemObject(extent->drw));
+}
+
+void *
+skc_extent_phrw_pdrw_map_size(struct skc_extent_phrw_pdrw * const extent,
+ size_t const size,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ cl_int cl_err;
+
+ void * hrw = clEnqueueMapBuffer(cq,extent->drw,
+ CL_FALSE,
+ CL_MAP_READ | CL_MAP_WRITE,0,size,
+ 0,NULL,event,&cl_err); cl_ok(cl_err);
+
+ return hrw;
+}
+
+void *
+skc_extent_phrw_pdrw_map(struct skc_extent_phrw_pdrw * const extent,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ return skc_extent_phrw_pdrw_map_size(extent,extent->size,cq,event);
+}
+
+void
+skc_extent_phrw_pdrw_unmap(struct skc_extent_phrw_pdrw * const extent,
+ void * const hrw,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ cl(EnqueueUnmapMemObject(cq,extent->drw,hrw,0,NULL,event));
+}
+
+//
+// DURABLE MAPPING
+//
+// ENTIRE EXTENT MAPPED TO R/O HOST MEMORY
+// ENTIRE EXTENT UNMAPPED TO W/O DEVICE MEMORY
+//
+// Note: integrated vs. discrete GPUs will have different
+// implementations because we don't want a GPU kernel repeatedly
+// accessing pinned memory.
+//
+
+void
+skc_extent_phrN_pdwN_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phrN_pdwN * const extent,
+ size_t const size)
+{
+ cl_int cl_err;
+
+ extent->size = size;
+ extent->dwN = clCreateBuffer(runtime->cl.context,
+ CL_MEM_WRITE_ONLY | CL_MEM_ALLOC_HOST_PTR,
+ size,NULL,&cl_err); cl_ok(cl_err);
+}
+
+void
+skc_extent_phrN_pdwN_free(struct skc_runtime * const runtime,
+ struct skc_extent_phrN_pdwN * const extent)
+{
+ cl(ReleaseMemObject(extent->dwN));
+}
+
+void *
+skc_extent_phrN_pdwN_map_size(struct skc_extent_phrN_pdwN * const extent,
+ size_t const size,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ cl_int cl_err;
+
+ void * hrN = clEnqueueMapBuffer(cq,extent->dwN,
+ CL_FALSE,
+ CL_MAP_READ,0,size,
+ 0,NULL,event,&cl_err); cl_ok(cl_err);
+
+ return hrN;
+}
+
+void *
+skc_extent_phrN_pdwN_map(struct skc_extent_phrN_pdwN * const extent,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ return skc_extent_phrN_pdwN_map_size(extent,extent->size,cq,event);
+}
+
+void
+skc_extent_phrN_pdwN_unmap(struct skc_extent_phrN_pdwN * const extent,
+ void * const hrN,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ cl(EnqueueUnmapMemObject(cq,extent->dwN,hrN,0,NULL,event));
+}
+
+//
+// DURABLE MAPPING
+//
+// ENTIRE EXTENT MAPPED TO W/O HOST MEMORY
+// ENTIRE EXTENT UNMAPPED TO R/O DEVICE MEMORY
+//
+// Note: integrated vs. discrete GPUs will have different
+// implementations because we don't want a GPU kernel repeatedly
+// accessing pinned memory.
+//
+
+void
+skc_extent_phwN_pdrN_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_phwN_pdrN * const extent,
+ size_t const size)
+{
+ cl_int cl_err;
+
+ extent->size = size;
+ extent->drN = clCreateBuffer(runtime->cl.context,
+ CL_MEM_READ_ONLY | CL_MEM_ALLOC_HOST_PTR,
+ size,NULL,&cl_err); cl_ok(cl_err);
+}
+
+void
+skc_extent_phwN_pdrN_free(struct skc_runtime * const runtime,
+ struct skc_extent_phwN_pdrN * const extent)
+{
+ cl(ReleaseMemObject(extent->drN));
+}
+
+void *
+skc_extent_phwN_pdrN_map_size(struct skc_extent_phwN_pdrN * const extent,
+ size_t const size,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ cl_int cl_err;
+
+ void * hwN = clEnqueueMapBuffer(cq,extent->drN,
+ CL_FALSE,
+ CL_MAP_WRITE,0,size,
+ 0,NULL,event,&cl_err); cl_ok(cl_err);
+
+ return hwN;
+}
+
+void *
+skc_extent_phwN_pdrN_map(struct skc_extent_phwN_pdrN * const extent,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ return skc_extent_phwN_pdrN_map_size(extent,extent->size,cq,event);
+}
+
+void
+skc_extent_phwN_pdrN_unmap(struct skc_extent_phwN_pdrN * const extent,
+ void * const hwN,
+ cl_command_queue const cq,
+ cl_event * const event)
+{
+ cl(EnqueueUnmapMemObject(cq,extent->drN,hwN,0,NULL,event));
+}
+
+//
+//
+//
diff --git a/src/compute/skc/extent_ring.c b/src/compute/skc/extent_ring.c
new file mode 100644
index 0000000..ca48944
--- /dev/null
+++ b/src/compute/skc/extent_ring.c
@@ -0,0 +1,205 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdbool.h>
+
+#include "extent_ring.h"
+#include "macros.h"
+
+//
+//
+//
+
+void
+skc_extent_ring_init(struct skc_extent_ring * const ring,
+ skc_uint const size_pow2,
+ skc_uint const size_snap,
+ skc_uint const size_elem)
+{
+ ring->head = NULL;
+ ring->last = NULL;
+
+ ring->outer.rw = (skc_uint2){ 0 };
+ ring->inner.rw = (skc_uint2){ 0 };
+
+ // FIXME -- assert size is pow2 -- either here or statically in the config
+
+ ring->size.pow2 = size_pow2;
+ ring->size.mask = size_pow2 - 1;
+ ring->size.snap = size_snap;
+ ring->size.elem = size_elem;
+}
+
+//
+//
+//
+
+skc_uint
+skc_extent_ring_rem(struct skc_extent_ring const * const ring)
+{
+ return ring->size.pow2 - (ring->outer.writes - ring->outer.reads);
+}
+
+skc_bool
+skc_extent_ring_is_full(struct skc_extent_ring const * const ring)
+{
+ return (ring->outer.writes - ring->outer.reads) == ring->size.pow2;
+}
+
+skc_uint
+skc_extent_ring_wip_count(struct skc_extent_ring const * const ring)
+{
+ return ring->outer.writes - ring->inner.reads;
+}
+
+skc_uint
+skc_extent_ring_wip_rem(struct skc_extent_ring const * const ring)
+{
+ return SKC_MIN_MACRO(skc_extent_ring_rem(ring),ring->size.snap) - skc_extent_ring_wip_count(ring);
+}
+
+skc_bool
+skc_extent_ring_wip_is_full(struct skc_extent_ring const * const ring)
+{
+ return skc_extent_ring_wip_count(ring) == SKC_MIN_MACRO(skc_extent_ring_rem(ring),ring->size.snap);
+}
+
+skc_uint
+skc_extent_ring_wip_index_inc(struct skc_extent_ring * const ring)
+{
+ return ring->outer.writes++ & ring->size.mask;
+}
+
+//
+//
+//
+
+void
+skc_extent_ring_checkpoint(struct skc_extent_ring * const ring)
+{
+ ring->inner.writes = ring->outer.writes;
+}
+
+//
+//
+//
+
+struct skc_extent_ring_snap *
+skc_extent_ring_snap_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_ring * const ring)
+{
+ skc_subbuf_id_t id;
+
+ struct skc_extent_ring_snap * snap =
+ skc_runtime_host_temp_alloc(runtime,
+ SKC_MEM_FLAGS_READ_WRITE,
+ sizeof(*snap),&id,NULL);
+ // save the id
+ snap->id = id;
+
+ // back point to parent
+ snap->ring = ring;
+ snap->next = NULL;
+
+ // save the inner boundaries of the ring to the snapshot
+ snap->reads = ring->inner.reads;
+ snap->writes = ring->inner.reads = ring->inner.writes;
+
+ // mark not free
+ snap->is_free = false;
+
+ // attach snap to ring
+ if (ring->head == NULL)
+ {
+ ring->head = snap;
+ ring->last = snap;
+ }
+ else
+ {
+ ring->last->next = snap;
+ ring->last = snap;
+ }
+
+ return snap;
+}
+
+//
+//
+//
+
+void
+skc_extent_ring_snap_free(struct skc_runtime * const runtime,
+ struct skc_extent_ring_snap * const snap)
+{
+ // snap will be lazily freed
+ snap->is_free = true;
+
+ //
+ // if this snapshot is no longer referenced then try to dispose of
+ // the ring buffer's leading unreferenced snapshots
+ //
+ struct skc_extent_ring * const ring = snap->ring;
+ struct skc_extent_ring_snap * curr = ring->head;
+
+ if (!curr->is_free)
+ return;
+
+ do {
+ // increment read counter
+ ring->outer.reads = curr->writes;
+
+ struct skc_extent_ring_snap * const next = curr->next;
+
+ skc_runtime_host_temp_free(runtime,curr,curr->id);
+
+ curr = next;
+
+ // this was the last snap...
+ if (curr == NULL)
+ {
+ ring->last = NULL;
+ break;
+ }
+
+ // is the next free?
+ } while (curr->is_free);
+
+ // update head
+ ring->head = curr;
+}
+
+//
+//
+//
+
+skc_uint
+skc_extent_ring_snap_count(struct skc_extent_ring_snap const * const snap)
+{
+ return snap->writes - snap->reads;
+}
+
+skc_uint
+skc_extent_ring_snap_from(struct skc_extent_ring_snap const * const snap)
+{
+ return snap->reads & snap->ring->size.mask;
+}
+
+skc_uint
+skc_extent_ring_snap_to(struct skc_extent_ring_snap const * const snap)
+{
+ return snap->writes & snap->ring->size.mask;
+}
+
+//
+//
+//
+
diff --git a/src/compute/skc/extent_ring.h b/src/compute/skc/extent_ring.h
new file mode 100644
index 0000000..8bb4683
--- /dev/null
+++ b/src/compute/skc/extent_ring.h
@@ -0,0 +1,148 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "types.h"
+#include "runtime.h"
+
+//
+// The "ring" is a specialized extent designed to accumulate complete
+// sequences of commands that are constructed by the host and executed
+// on the device.
+//
+// Note that a sequence of commands is considered to be "complete"
+// once a checkpoint has been invoked.
+//
+// Construction of paths and rasters depends on the checkpointing
+// feature.
+//
+// Note that the ring no longer attempts to account for outstanding
+// refcounts on the ring and its snaps. Waiting for snaps to complete
+// is a responsibility best handled elsewhere and up the stack.
+//
+
+struct skc_extent_ring
+{
+ struct skc_extent_ring_snap * head;
+ struct skc_extent_ring_snap * last;
+
+ union {
+ skc_uint2 rw;
+ struct {
+ skc_uint reads; // number of reads
+ skc_uint writes; // number of writes
+ };
+ } outer;
+
+ union {
+ skc_uint2 rw;
+ struct {
+ skc_uint reads; // number of reads
+ skc_uint writes; // number of writes
+ };
+ } inner;
+
+ struct {
+ skc_uint pow2; // ring size must be pow2
+ skc_uint mask; // modulo is a mask because size is pow2
+ skc_uint snap; // max elements in a snapshot (not req'd to be pow2)
+ skc_uint elem; // size of element in bytes
+ } size;
+};
+
+//
+//
+//
+
+void
+skc_extent_ring_init(struct skc_extent_ring * const ring,
+ skc_uint const size_pow2,
+ skc_uint const size_snap,
+ skc_uint const size_elem);
+
+//
+//
+//
+
+skc_bool
+skc_extent_ring_rem(struct skc_extent_ring const * const ring);
+
+skc_bool
+skc_extent_ring_is_full(struct skc_extent_ring const * const ring);
+
+skc_uint
+skc_extent_ring_wip_count(struct skc_extent_ring const * const ring);
+
+skc_uint
+skc_extent_ring_wip_rem(struct skc_extent_ring const * const ring);
+
+skc_bool
+skc_extent_ring_wip_is_full(struct skc_extent_ring const * const ring);
+
+skc_uint
+skc_extent_ring_wip_index_inc(struct skc_extent_ring * const ring);
+
+//
+//
+//
+
+void
+skc_extent_ring_checkpoint(struct skc_extent_ring * const ring);
+
+//
+//
+//
+
+struct skc_extent_ring_snap
+{
+ struct skc_extent_ring * ring; // parent ring
+ struct skc_extent_ring_snap * next; // next snap
+
+ skc_uint reads; // number of reads
+ skc_uint writes; // number of writes
+
+ skc_bool is_free;
+
+ skc_subbuf_id_t id; // id of host temp suballocation
+};
+
+//
+// For now, all ring snaps allocations occur in "host temporary"
+// memory.
+//
+
+struct skc_extent_ring_snap *
+skc_extent_ring_snap_alloc(struct skc_runtime * const runtime,
+ struct skc_extent_ring * const ring);
+
+void
+skc_extent_ring_snap_free(struct skc_runtime * const runtime,
+ struct skc_extent_ring_snap * const snap);
+
+//
+//
+//
+
+skc_uint
+skc_extent_ring_snap_count(struct skc_extent_ring_snap const * const snap);
+
+skc_uint
+skc_extent_ring_snap_from(struct skc_extent_ring_snap const * const snap);
+
+skc_uint
+skc_extent_ring_snap_to(struct skc_extent_ring_snap const * const snap);
+
+//
+//
+//
+
diff --git a/src/compute/skc/fills_expand.cl b/src/compute/skc/fills_expand.cl
new file mode 100644
index 0000000..b6f5679
--- /dev/null
+++ b/src/compute/skc/fills_expand.cl
@@ -0,0 +1,309 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "device_cl_12_gen9.h"
+#include "raster_builder_cl_12.h"
+#include "atomic_cl.h"
+#include "block.h"
+#include "path.h"
+#include "common.h"
+
+//
+//
+//
+
+#define SKC_FILLS_EXPAND_SUBGROUP_SIZE_MASK (SKC_FILLS_EXPAND_SUBGROUP_SIZE - 1)
+
+#define SKC_FILLS_EXPAND_ELEMS_PER_BLOCK (SKC_DEVICE_BLOCK_WORDS / SKC_FILLS_EXPAND_ELEM_WORDS)
+#define SKC_FILLS_EXPAND_ELEMS_PER_SUBBLOCK (SKC_DEVICE_SUBBLOCK_WORDS / SKC_FILLS_EXPAND_ELEM_WORDS)
+
+#define SKC_FILLS_EXPAND_ELEMS_PER_THREAD (SKC_FILLS_EXPAND_ELEMS_PER_BLOCK / SKC_FILLS_EXPAND_SUBGROUP_SIZE)
+
+//
+//
+//
+
+#define SKC_FILLS_EXPAND_X (SKC_DEVICE_BLOCK_WORDS / SKC_FILLS_EXPAND_SUBGROUP_SIZE)
+
+//
+//
+//
+
+#if ( SKC_FILLS_EXPAND_X == 1 )
+#define SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND() SKC_EXPAND_1()
+#define SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND_I_LAST 0
+
+#elif ( SKC_FILLS_EXPAND_X == 2 )
+#define SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND() SKC_EXPAND_2()
+#define SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND_I_LAST 1
+
+#elif ( SKC_FILLS_EXPAND_X == 4 )
+#define SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND() SKC_EXPAND_4()
+#define SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND_I_LAST 3
+
+#elif ( SKC_FILLS_EXPAND_X == 8 )
+#define SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND() SKC_EXPAND_8()
+#define SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND_I_LAST 7
+
+#elif ( SKC_FILLS_EXPAND_X == 16)
+#define SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND() SKC_EXPAND_16()
+#define SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND_I_LAST 15
+
+#else
+#error "MISSING SKC_FILLS_EXPAND_X"
+#endif
+
+//
+// Fill and rasterize cmds only differ in their first word semantics
+//
+
+union skc_cmd_expand
+{
+ union skc_cmd_fill fill;
+ union skc_cmd_rasterize rasterize;
+};
+
+//
+//
+//
+
+union skc_path_elem
+{
+ skc_uint u32;
+ skc_float f32;
+};
+
+//
+// COMPILE-TIME AND RUN-TIME MACROS
+//
+
+#define SKC_ELEM_IN_RANGE(X,I) \
+ (skc_bool)SKC_GTE_MACRO(X,(I ) * SKC_FILLS_EXPAND_SUBGROUP_SIZE) && \
+ (skc_bool)SKC_LT_MACRO(X,(I+1) * SKC_FILLS_EXPAND_SUBGROUP_SIZE)
+
+#define SKC_ELEM_GTE(X,I) \
+ SKC_GTE_MACRO(X,(I+1) * SKC_FILLS_EXPAND_SUBGROUP_SIZE)
+
+//
+// FIXME -- slate these for replacement
+//
+
+#define SKC_BROADCAST(E,S,I) \
+ sub_group_broadcast(E##I.u32,S - I * SKC_FILLS_EXPAND_SUBGROUP_SIZE)
+
+#define SKC_BROADCAST_LAST_HELPER(E,I) \
+ sub_group_broadcast(E##I.u32,SKC_FILLS_EXPAND_SUBGROUP_SIZE - 1)
+
+#define SKC_BROADCAST_LAST(E,I) \
+ SKC_BROADCAST_LAST_HELPER(E,I)
+
+//
+//
+//
+
+void
+skc_cmds_out_append(__global union skc_cmd_rasterize * const cmds_out,
+ skc_uint * const out_idx,
+ union skc_cmd_expand * const cmd,
+ union skc_path_elem const e,
+ skc_uint const e_idx)
+{
+ //
+ // FIXME -- we can append a large number of nodeword indices to a
+ // local SMEM queue and flush when full. It may or may not be a
+ // performance win on some architectures.
+ //
+ skc_bool const is_elem = SKC_TAGGED_BLOCK_ID_GET_TAG(e.u32) < SKC_BLOCK_ID_TAG_PATH_NEXT;
+ skc_uint const offset = sub_group_scan_inclusive_add(is_elem ? 1 : 0);
+
+ cmd->rasterize.nodeword = e_idx;
+
+ if (is_elem) {
+ cmds_out[*out_idx + offset] = cmd->rasterize;
+ }
+
+ *out_idx += sub_group_broadcast(offset,SKC_FILLS_EXPAND_SUBGROUP_SIZE-1);
+}
+
+//
+//
+//
+
+__kernel
+SKC_FILLS_EXPAND_KERNEL_ATTRIBS
+void
+skc_kernel_fills_expand(__global union skc_path_elem const * const blocks,
+ __global skc_uint volatile * const atomics,
+ __global skc_block_id_t const * const map,
+ __global union skc_cmd_fill const * const cmds_in,
+ __global union skc_cmd_rasterize * const cmds_out)
+{
+ //
+ // Need to harmonize the way we determine a subgroup's id. In this
+ // kernel it's not as important because no local memory is being
+ // used. Although the device/mask calc to determine subgroup and
+ // lanes is still proper, we might want to make it clearer that
+ // we're working with subgroups by using the subgroup API.
+ //
+ // every subgroup/simd that will work on the block loads the same command
+ //
+#if (__OPENCL_VERSION__ < 200)
+ skc_uint const cmd_stride = get_num_sub_groups();
+#else
+ skc_uint const cmd_stride = get_enqueued_num_sub_groups(); // 2.0 supports non-uniform workgroups
+#endif
+ skc_uint cmd_idx = get_group_id(0) * cmd_stride + get_sub_group_id();
+
+ // load fill command -- we reuse y component
+ union skc_cmd_expand cmd = { .fill = cmds_in[cmd_idx] };
+
+ // get the path header block from the map
+ skc_block_id_t id = map[cmd.fill.path];
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("expand[%u] = %u\n",cmd_idx,id);
+#endif
+
+ //
+ // blindly load all of the head elements into registers
+ //
+ skc_uint head_idx = id * SKC_FILLS_EXPAND_ELEMS_PER_SUBBLOCK + get_sub_group_local_id();
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ union skc_path_elem h##I = blocks[head_idx + I * SKC_FILLS_EXPAND_SUBGROUP_SIZE];
+
+ SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND();
+
+ //
+ // pick out count.nodes and count.prims from the header
+ //
+ skc_uint count_nodes, count_prims;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (SKC_ELEM_IN_RANGE(SKC_PATH_HEAD_OFFSET_NODES,I)) { \
+ count_nodes = SKC_BROADCAST(h,SKC_PATH_HEAD_OFFSET_NODES,I); \
+ } \
+ if (SKC_ELEM_IN_RANGE(SKC_PATH_HEAD_OFFSET_PRIMS,I)) { \
+ count_prims = SKC_BROADCAST(h,SKC_PATH_HEAD_OFFSET_PRIMS,I); \
+ }
+
+ SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND();
+
+ //
+ // debug of path head
+ //
+#if 0
+ skc_uint count_blocks;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (SKC_ELEM_IN_RANGE(SKC_PATH_HEAD_OFFSET_BLOCKS,I)) { \
+ count_blocks = SKC_BROADCAST(h,SKC_PATH_HEAD_OFFSET_BLOCKS,I); \
+ }
+
+ SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND();
+
+ if (get_sub_group_local_id() == 0)
+ printf("path header = { %5u, %5u, %5u }\n",
+ count_blocks,count_nodes,count_prims);
+#endif
+
+ //
+ // acquire slots in the expanded cmd extent
+ //
+ // decrement prim_idx by 1 so we can use inclusive warp scan later
+ //
+ skc_uint out_idx = 0;
+
+ if (get_sub_group_local_id() == 0) {
+ out_idx = SKC_ATOMIC_ADD_GLOBAL_RELAXED_SUBGROUP
+ (atomics+SKC_RASTER_COHORT_ATOMIC_OFFSET_CMDS,count_prims) - 1;
+ }
+
+ out_idx = sub_group_broadcast(out_idx,0);
+
+ //
+ // process ids trailing the path header
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_ELEM_GTE(SKC_PATH_HEAD_OFFSET_IDS,I)) { \
+ if (SKC_ELEM_IN_RANGE(SKC_PATH_HEAD_OFFSET_IDS,I)) { \
+ if (get_sub_group_local_id() + I * SKC_FILLS_EXPAND_SUBGROUP_SIZE < SKC_PATH_HEAD_OFFSET_IDS) { \
+ h##I.u32 = SKC_TAGGED_BLOCK_ID_INVALID; \
+ } \
+ } \
+ skc_cmds_out_append(cmds_out,&out_idx,&cmd,h##I, \
+ head_idx + I * SKC_FILLS_EXPAND_SUBGROUP_SIZE); \
+ }
+
+ SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND();
+
+ //
+ // we're done if it was just the header
+ //
+ if (count_nodes == 0)
+ return;
+
+ //
+ // otherwise, process the nodes
+ //
+
+ //
+ // get id of next node
+ //
+ id = SKC_TAGGED_BLOCK_ID_GET_ID(SKC_BROADCAST_LAST(h,SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND_I_LAST));
+
+ //
+ // the following blocks are nodes
+ //
+ while (true)
+ {
+ // get index of each element
+ skc_uint node_idx = id * SKC_FILLS_EXPAND_ELEMS_PER_SUBBLOCK + get_sub_group_local_id();
+
+ //
+ // blindly load all of the node elements into registers
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ union skc_path_elem const n##I = blocks[node_idx + I * SKC_FILLS_EXPAND_SUBGROUP_SIZE];
+
+ SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND();
+
+ //
+ // append all valid ids
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ skc_cmds_out_append(cmds_out,&out_idx,&cmd,n##I, \
+ node_idx + I * SKC_FILLS_EXPAND_SUBGROUP_SIZE);
+
+ SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND();
+
+ // any more nodes?
+ if (--count_nodes == 0)
+ return;
+
+ //
+ // get id of next node
+ //
+ id = SKC_TAGGED_BLOCK_ID_GET_ID(SKC_BROADCAST_LAST(n,SKC_FILLS_EXPAND_PATH_BLOCK_EXPAND_I_LAST));
+ }
+}
+
+//
+//
+//
diff --git a/src/compute/skc/grid.c b/src/compute/skc/grid.c
new file mode 100644
index 0000000..934fa9f
--- /dev/null
+++ b/src/compute/skc/grid.c
@@ -0,0 +1,763 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <string.h>
+#include <assert.h>
+#include <stdbool.h>
+
+#include "grid.h"
+#include "macros.h"
+#include "runtime_cl_12.h"
+
+//
+// SKC grid dependencies can be represented with a DAG.
+//
+// This dependency graph may be modified to include some sort of block
+// pool barrier to make block recovery explicit (and guaranteed safe).
+//
+//
+// PATH BUILDER
+// |
+// |
+// |
+// v
+// RASTER BUILDER
+// |
+// +----+ | +----+
+// Set Ops | | | | | Set Ops
+// | v v v |
+// +--COMPOSITION STYLING--+
+// | |
+// | +--------+
+// | |
+// v v
+// SURFACE
+//
+//
+// STAGE DEPENDENCIES
+// ============== ============================
+// PATH BUILDER -
+// RASTER BUILDER PATH BUILDER
+// COMPOSITION RASTER BUILDER, *COMPOSITION
+// STYLING -, *STYLING
+// SURFACE COMPOSITION, STYLING
+//
+
+//
+// How many active grids can/should we have?
+//
+// FIXME -- we'll need to provide a small level of indirection if we
+// want to support a much larger number of work-in-progress grids
+//
+// For now and for simplicity, unify all grid ids in one set.
+//
+
+typedef skc_uchar skc_grid_id_t; // 256 values
+#define SKC_GRID_ID_INVALID SKC_UCHAR_MAX // 255
+
+#define SKC_GRID_SIZE_WORDS 8 // 256 bits
+#define SKC_GRID_SIZE_IDS ((32 * SKC_GRID_SIZE_WORDS) - 1) // 255 ids
+
+//
+//
+//
+
+typedef enum skc_grid_state_e {
+
+ SKC_GRID_STATE_READY,
+ SKC_GRID_STATE_WAITING,
+ SKC_GRID_STATE_FORCED,
+ SKC_GRID_STATE_EXECUTING,
+ SKC_GRID_STATE_COMPLETE,
+ SKC_GRID_STATE_DETACHED,
+
+ SKC_GRID_STATE_COUNT
+
+} skc_grid_state_e;
+
+//
+//
+//
+
+struct skc_grid_pfn_name
+{
+ skc_grid_pfn pfn;
+ char const * name;
+};
+
+//
+//
+//
+
+struct skc_grid
+{
+ skc_grid_state_e state;
+ skc_uint id;
+
+ struct skc_grid_deps * deps; // backpointer to deps
+ void * * addr; // pointer to invalidate
+
+ void * data;
+
+ struct skc_grid_pfn_name waiting; // optional - if defined, typically used to yank the grid away from host
+ struct skc_grid_pfn_name execute; // optional - starts execution of waiting grid
+ struct skc_grid_pfn_name dispose; // optional - invoked when grid is complete
+
+ struct {
+ skc_uint words[SKC_GRID_SIZE_WORDS]; // 0:inactive, 1:active
+ skc_uint count;
+ } before;
+
+ struct {
+ skc_uint words[SKC_GRID_SIZE_WORDS]; // 0:inactive, 1:active
+ skc_uint count;
+ } after;
+};
+
+//
+//
+//
+
+struct skc_grid_deps
+{
+ struct skc_runtime * runtime;
+ struct skc_scheduler * scheduler;
+
+ skc_grid_id_t * handle_map;
+
+ struct skc_grid grids [SKC_GRID_SIZE_IDS]; // deps + pfns + data
+ skc_uint active[SKC_GRID_SIZE_WORDS]; // 1:inactive, 0:active
+
+ skc_uint count; // number of active ids
+};
+
+//
+//
+//
+
+static
+void
+skc_grid_call(skc_grid_t const grid, struct skc_grid_pfn_name const * const pn)
+{
+ if (pn->pfn != NULL) {
+ pn->pfn(grid);
+ }
+}
+
+static
+void
+skc_grid_schedule(skc_grid_t const grid, struct skc_grid_pfn_name const * const pn)
+{
+ if (pn->pfn != NULL) {
+ skc_scheduler_schedule(grid->deps->scheduler,pn->pfn,grid,pn->name);
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_grid_invalidate(skc_grid_t const grid)
+{
+ if (grid->addr != NULL) {
+ *grid->addr = NULL;
+ }
+}
+
+//
+//
+//
+
+#if 0
+skc_grid_t
+skc_grid_move(skc_grid_t const grid,
+ skc_grid_state_e * const state,
+ skc_grid_t * const addr,
+ void * const data)
+{
+ skc_grid_invalidate(grid);
+
+ grid->state = state;
+ grid->addr = addr;
+ grid->data = data;
+
+ return grid;
+}
+#endif
+
+void *
+skc_grid_get_data(skc_grid_t const grid)
+{
+ return grid->data;
+}
+
+void
+skc_grid_set_data(skc_grid_t const grid, void * const data)
+{
+ grid->data = data;
+}
+
+//
+//
+//
+
+skc_grid_deps_t
+skc_grid_deps_create(struct skc_runtime * const runtime,
+ struct skc_scheduler * const scheduler,
+ skc_uint const handle_pool_size)
+{
+ struct skc_grid_deps * const deps = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(*deps));
+
+ // save runtime
+ deps->runtime = runtime;
+ deps->scheduler = scheduler;
+
+ size_t const handle_map_size = sizeof(*deps->handle_map) * handle_pool_size;
+
+ // allocate handle map
+ deps->handle_map = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,handle_map_size);
+
+ // initialize handle map
+ memset(deps->handle_map,0xFF,handle_map_size);
+
+ // grids
+ struct skc_grid * const grids = deps->grids;
+
+#if 0 // DELETE ME LATER
+ // initalize ids once -- could always infer id using offsetof()
+ for (skc_uint id=0; id < SKC_GRID_SIZE_IDS; id++)
+ grids[id].id = id;
+#endif
+
+ // mark all grids inactive except for last bit -- 1:inactive / 0:active
+ for (skc_uint ii=0; ii < SKC_GRID_SIZE_WORDS-1; ii++)
+ deps->active[ii] = 0xFFFFFFFF;
+
+ // last bit is marked active so that it is never allocated
+ deps->active[SKC_GRID_SIZE_WORDS-1] = 0x7FFFFFFF;
+
+ // nothing active
+ deps->count = 1;
+
+ return deps;
+}
+
+void
+skc_grid_deps_dispose(skc_grid_deps_t const deps)
+{
+ //
+ // FIXME -- debug checks for active grids
+ //
+ skc_runtime_host_perm_free(deps->runtime,deps->handle_map);
+ skc_runtime_host_perm_free(deps->runtime,deps);
+}
+
+//
+//
+//
+
+#ifndef NDEBUG
+
+void
+skc_grid_deps_debug(struct skc_grid_deps const * const deps)
+{
+ fprintf(stderr,
+ "00000000000000001111111111111111\n"
+ "0123456789ABCDEF0123456789ABCDEF\n"
+ "--------------------------------\n");
+
+ for (skc_uint ii=0; ii<SKC_GRID_SIZE_WORDS; ii++)
+ {
+ skc_uint const a = deps->active[ii];
+ fprintf(stderr,
+ "%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u"
+ "%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u%1u\n",
+ (a>>0x00)&1,(a>>0x01)&1,(a>>0x02)&1,(a>>0x03)&1,
+ (a>>0x04)&1,(a>>0x05)&1,(a>>0x06)&1,(a>>0x07)&1,
+ (a>>0x08)&1,(a>>0x09)&1,(a>>0x0A)&1,(a>>0x0B)&1,
+ (a>>0x0C)&1,(a>>0x0D)&1,(a>>0x0E)&1,(a>>0x0F)&1,
+ (a>>0x10)&1,(a>>0x11)&1,(a>>0x12)&1,(a>>0x13)&1,
+ (a>>0x14)&1,(a>>0x15)&1,(a>>0x16)&1,(a>>0x17)&1,
+ (a>>0x18)&1,(a>>0x19)&1,(a>>0x1A)&1,(a>>0x1B)&1,
+ (a>>0x1C)&1,(a>>0x1D)&1,(a>>0x1E)&1,(a>>0x1F)&1);
+ }
+
+ fprintf(stderr,"\n");
+}
+
+#endif
+
+//
+//
+//
+
+skc_grid_t
+skc_grid_deps_attach(skc_grid_deps_t const deps,
+ skc_grid_t * const addr,
+ void * const data,
+ skc_grid_pfn waiting_pfn, // upon READY > WAITING
+ skc_grid_pfn execute_pfn, // upon READY/WAITING > EXECUTING
+ skc_grid_pfn dispose_pfn, // upon EXECUTING > COMPLETE
+ char const * const waiting_name,
+ char const * const execute_name,
+ char const * const dispose_name)
+{
+ // FIXME -- no more ids -- either fatal or flush & wait for grids to be released
+ assert(deps->count < SKC_GRID_SIZE_IDS);
+
+ // otherwise, an id exists so decrement count
+ deps->count += 1;
+
+ // find first set bit (1:inactive)
+ skc_uint * active = deps->active;
+ skc_uint first = 0;
+
+ while (1)
+ {
+ skc_uint const idx = SKC_LZCNT_32(*active);
+
+ first += idx;
+
+ if (idx < 32)
+ {
+ // make inactive bit active: 1 -> 0
+ *active &= ~(0x80000000 >> idx); // 0:active
+ break;
+ }
+
+ // otherwise, inspect next word for inactive bit
+ active += 1;
+ }
+
+ struct skc_grid * const grid = deps->grids + first;
+
+ // save grid pointer
+ if (addr != NULL)
+ *addr = grid;
+
+ // initialize elem
+ *grid = (struct skc_grid){
+ .state = SKC_GRID_STATE_READY,
+ .id = first,
+ .deps = deps,
+ .addr = addr,
+ .data = data,
+ .waiting = { .pfn = waiting_pfn, .name = waiting_name },
+ .execute = { .pfn = execute_pfn, .name = execute_name },
+ .dispose = { .pfn = dispose_pfn, .name = dispose_name },
+ .before = { { 0 }, 0 },
+ .after = { { 0 }, 0 }
+ };
+
+ return grid;
+}
+
+//
+//
+//
+
+static
+skc_bool
+skc_grid_words_set(skc_uint ids[SKC_GRID_SIZE_WORDS], skc_uint const id)
+{
+ skc_uint * const ptr = ids + (id/32);
+ skc_uint const pre = *ptr;
+ skc_uint const post = pre | (0x80000000 >> (id & 0x1F)); // set
+
+ *ptr = post;
+
+ return pre != post;
+}
+
+static
+skc_bool
+skc_grid_words_clear(skc_uint ids[SKC_GRID_SIZE_WORDS], skc_uint const id)
+{
+ skc_uint * const ptr = ids + (id/32);
+ skc_uint const pre = *ptr;
+ skc_uint const post = pre & ~(0x80000000 >> (id & 0x1F)); // clear
+
+ *ptr = post;
+
+ return pre != post;
+}
+
+//
+// we may want to allow the host to detach a grid
+//
+
+static
+void
+skc_grid_detach(skc_grid_t const grid)
+{
+ // for now make sure grid is complete
+ // assert(*grid->state >= SKC_GRID_STATE_COMPLETE);
+
+ // transition state
+ grid->state = SKC_GRID_STATE_DETACHED;
+
+ //
+ // FIXME -- save profiling info
+ //
+
+ if (skc_grid_words_set(grid->deps->active,grid->id)) // 1:inactive
+ grid->deps->count -= 1;
+}
+
+//
+//
+//
+
+void
+skc_grid_map(skc_grid_t const grid, skc_handle_t const handle)
+{
+ grid->deps->handle_map[handle] = grid->id;
+}
+
+//
+//
+//
+
+void
+skc_grid_deps_force(skc_grid_deps_t const deps,
+ skc_handle_t const * const handles,
+ skc_uint const count)
+{
+ //
+ // FIXME -- test to make sure handles aren't completely out of range integers
+ //
+ skc_grid_id_t * const handle_map = deps->handle_map;
+
+ for (skc_uint ii=0; ii<count; ii++)
+ {
+ skc_grid_id_t grid_id = handle_map[SKC_TYPED_HANDLE_TO_HANDLE(handles[ii])];
+
+ if (grid_id != SKC_GRID_ID_INVALID)
+ {
+ skc_grid_t const grid = deps->grids + grid_id;
+
+ skc_grid_force(grid);
+
+ while (grid->state >= SKC_GRID_STATE_COMPLETE)
+ skc_scheduler_wait_one(deps->scheduler);
+ }
+ }
+}
+
+void
+skc_grid_deps_unmap(skc_grid_deps_t const deps,
+ skc_handle_t const * const handles,
+ skc_uint const count)
+{
+ skc_grid_id_t * const handle_map = deps->handle_map;
+
+ for (skc_uint ii=0; ii<count; ii++)
+ handle_map[handles[ii]] = SKC_GRID_ID_INVALID;
+}
+
+//
+// NOTE: We want this routine to be very very fast. The array of bit
+// flags is probably as fast as we can go for a modest number of
+// grids.
+//
+// NOTE: The before grid should never be NULL. This means the grid's
+// lifecycle should match the lifetime of the object it represents.
+// This also means the grid "invalidation upon start" feature should
+// be well understood before using it to clear the skc_grid_t.
+//
+
+void
+skc_grid_happens_after_grid(skc_grid_t const after,
+ skc_grid_t const before)
+{
+ assert(after->state == SKC_GRID_STATE_READY);
+
+ if (before->state >= SKC_GRID_STATE_COMPLETE)
+ return;
+
+ if (skc_grid_words_set(after->before.words,before->id))
+ after->before.count += 1;
+
+ if (skc_grid_words_set(before->after.words,after->id))
+ before->after.count += 1;
+}
+
+void
+skc_grid_happens_after_handle(skc_grid_t const after, skc_handle_t const before)
+{
+ assert(after->state == SKC_GRID_STATE_READY);
+
+ skc_uint const id_before = after->deps->handle_map[before];
+
+ if (id_before == SKC_GRID_ID_INVALID)
+ return;
+
+ if (skc_grid_words_set(after->before.words,id_before))
+ after->before.count += 1;
+
+ skc_grid_t const grid_before = after->deps->grids + id_before;
+
+ if (skc_grid_words_set(grid_before->after.words,after->id))
+ grid_before->after.count += 1;
+}
+
+//
+// Remove dependency from grid
+//
+
+static
+void
+skc_grid_clear_dependency(skc_grid_t const after, skc_uint const before)
+{
+ skc_bool const is_change = skc_grid_words_clear(after->before.words,before);
+
+ assert(is_change); // for now let's make sure this is a rising edge
+
+ after->before.count -= 1;
+
+ if ((after->before.count == 0) && ((after->state == SKC_GRID_STATE_WAITING) ||
+ (after->state == SKC_GRID_STATE_FORCED)))
+ {
+ // schedule grid for execution
+ after->state = SKC_GRID_STATE_EXECUTING;
+ skc_grid_schedule(after,&after->execute);
+ }
+}
+
+//
+// Start the ready grid and wait for dependencies to complete
+//
+
+void
+skc_grid_start(skc_grid_t const grid)
+{
+ // nothing to do if this grid isn't in a ready state
+ if (grid->state != SKC_GRID_STATE_READY)
+ return;
+
+ // record transition through waiting state
+ grid->state = SKC_GRID_STATE_WAITING;
+
+ // the waiting pfn may be null -- e.g. the path builder
+ // skc_grid_schedule(grid,&grid->waiting);
+ skc_grid_call(grid,&grid->waiting);
+
+ // clear the reference
+ skc_grid_invalidate(grid);
+
+ // execute if there are no dependencies
+ if (grid->before.count == 0)
+ {
+ // tell grid it can execute
+ grid->state = SKC_GRID_STATE_EXECUTING;
+ skc_grid_schedule(grid,&grid->execute);
+ }
+}
+
+//
+// Start this grid and all its ready dependencies
+//
+
+void
+skc_grid_force(skc_grid_t const grid)
+{
+ // return if this grid was forced, executing or complete
+ if (grid->state >= SKC_GRID_STATE_FORCED)
+ return;
+
+ // if ready then move to waiting state
+ if (grid->state == SKC_GRID_STATE_READY)
+ {
+ // tell grid to wait for execution
+ grid->state = SKC_GRID_STATE_WAITING;
+
+ // the waiting pfn may be null -- e.g. the path builder
+ // skc_grid_schedule(grid,&grid->waiting);
+ skc_grid_call(grid,&grid->waiting);
+
+ // clear the reference
+ skc_grid_invalidate(grid);
+ }
+
+ skc_uint before_count = grid->before.count;
+
+ // if there are no grid dependencies then execute
+ if (before_count == 0)
+ {
+ // tell grid it can execute
+ grid->state = SKC_GRID_STATE_EXECUTING;
+ skc_grid_schedule(grid,&grid->execute);
+ }
+ else // otherwise, start or make waiting all dependencies
+ {
+ grid->state = SKC_GRID_STATE_FORCED;
+
+ struct skc_grid * before = grid->deps->grids;
+ skc_uint * before_words = grid->before.words;
+ skc_uint active = *before_words++;
+
+ while (true)
+ {
+ // find first active
+ skc_uint const idx = SKC_LZCNT_32(active);
+
+ // no bits set so inspect next word
+ if (idx == 32)
+ {
+ active = *before_words++;
+ before += 1;
+ continue;
+ }
+ else // clear active
+ {
+ active &= ~(0x80000000 >> idx);
+ before_count -= 1;
+ }
+
+ // otherwise, force this elem with dependent
+ skc_grid_force(before+idx);
+
+ // no more bits?
+ if (before_count == 0)
+ break;
+ }
+ }
+}
+
+//
+// Notify grids dependent on this grid that this grid is complete
+//
+
+void
+skc_grid_complete(skc_grid_t const grid)
+{
+ // debug: grid was executing
+ assert(grid->state == SKC_GRID_STATE_EXECUTING);
+
+ // move grid to completion and dispose after notifying dependents
+ grid->state = SKC_GRID_STATE_COMPLETE;
+
+ skc_uint after_count = grid->after.count;
+
+ if (after_count > 0)
+ {
+ // find set bits
+ struct skc_grid * after = grid->deps->grids;
+ skc_uint * after_words = grid->after.words;
+ skc_uint active = *after_words++;
+
+ while (true)
+ {
+ // find first active
+ skc_uint const idx = SKC_LZCNT_32(active);
+
+ // no bits set so inspect next word
+ if (idx == 32)
+ {
+ active = *after_words++;
+ after += 1;
+ continue;
+ }
+ else // clear active
+ {
+ active &= ~(0x80000000 >> idx);
+ after_count -= 1;
+ }
+
+ // otherwise, clear this dependency
+ skc_grid_clear_dependency(after+idx,grid->id);
+
+ // no more bits?
+ if (after_count == 0)
+ break;
+ }
+ }
+
+ // dispose of resources
+ skc_grid_call(grid,&grid->dispose);
+
+ // we don't need to hang on to this grid id any longer
+ skc_grid_detach(grid);
+}
+
+///////////////////////////////////////////////////////////////////////////
+//
+// ALTERNATIVE IMPLEMENTATION WOULD SUPPORT A VARIABLE NUMBER OF
+// ACTIVE GRIDS PER STAGE PRESUMABLY RESULTING IN SLIGHTLY LESS MEMORY
+// USAGE.
+//
+// THE #1 OBJECTIVE OF THE GRID IMPLEMENTATION IS TO ENSURE THAT THE
+// "HAPPENS-BEFORE" DECLARATION REMAINS ***FAST*** SINCE IT WILL BE
+// CALLED FREQUENTLY. THUS THE |GRIDS|^2 BIT ARRAY...
+//
+// WE DON'T NEED THIS RIGHT NOW...
+//
+
+#if 0
+
+//
+// For now, make them all the same size
+//
+
+#define SKC_GRID_STAGE_WORDS_PATH_BUILDER SKC_GRID_MASK_WORDS
+#define SKC_GRID_STAGE_WORDS_RASTER_BUILDER SKC_GRID_MASK_WORDS
+#define SKC_GRID_STAGE_WORDS_COMPOSITION SKC_GRID_MASK_WORDS
+#define SKC_GRID_STAGE_WORDS_STYLING SKC_GRID_MASK_WORDS
+#define SKC_GRID_STAGE_WORDS_SURFACE_COMPOSITION SKC_GRID_MASK_WORDS
+#define SKC_GRID_STAGE_WORDS_SURFACE_STYLING SKC_GRID_MASK_WORDS
+
+//
+//
+//
+
+typedef enum skc_grid_stage_type {
+
+ SKC_GRID_STAGE_TYPE_PATH_BUILDER,
+ SKC_GRID_STAGE_TYPE_RASTER_BUILDER,
+ SKC_GRID_STAGE_TYPE_COMPOSITION,
+ SKC_GRID_STAGE_TYPE_STYLING,
+ SKC_GRID_STAGE_TYPE_SURFACE_COMPOSITION,
+ SKC_GRID_STAGE_TYPE_SURFACE_STYLING,
+
+ SKC_GRID_STAGE_TYPE_COUNT
+
+} skc_grid_stage_type;
+
+//
+//
+//
+
+union skc_grid_id
+{
+ skc_grid_id_t u32;
+
+ struct {
+ skc_ushort index;
+ skc_ushort stage;
+ };
+}
+
+SKC_STATIC_ASSERT(sizeof(union skc_grid_id) == sizeof(skc_uint));
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/grid.h b/src/compute/skc/grid.h
new file mode 100644
index 0000000..006625e
--- /dev/null
+++ b/src/compute/skc/grid.h
@@ -0,0 +1,167 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "handle.h"
+#include "scheduler.h"
+
+//
+// The requirement is that every grid struct begin with an skc_grid_t
+//
+
+typedef struct skc_grid * skc_grid_t;
+typedef struct skc_grid_deps * skc_grid_deps_t;
+
+//
+//
+//
+
+typedef void (* skc_grid_pfn)(skc_grid_t const grid);
+
+//
+//
+//
+
+#define SKC_IS_GRID_INVALID(grid) (grid == NULL)
+
+//
+//
+//
+
+#define SKC_GRID_DEPS_ATTACH(deps,addr,data,waiting_pfn,execute_pfn,dispose_pfn) \
+ skc_grid_deps_attach(deps,addr,data, \
+ waiting_pfn,execute_pfn,dispose_pfn, \
+ #waiting_pfn,#execute_pfn,#dispose_pfn) \
+//
+//
+//
+
+skc_grid_deps_t
+skc_grid_deps_create(struct skc_runtime * const runtime,
+ struct skc_scheduler * const scheduler,
+ skc_uint const handle_pool_size);
+
+void
+skc_grid_deps_dispose(skc_grid_deps_t const deps);
+
+//
+//
+//
+
+#ifndef NDEBUG
+void
+skc_grid_deps_debug(struct skc_grid_deps const * const deps);
+#endif
+
+//
+//
+//
+
+skc_grid_t
+skc_grid_deps_attach(skc_grid_deps_t const deps,
+ skc_grid_t * const addr,
+ void * const data,
+ skc_grid_pfn waiting_pfn, // upon READY > WAITING
+ skc_grid_pfn execute_pfn, // upon READY/WAITING > EXECUTING
+ skc_grid_pfn dispose_pfn, // upon EXECUTING > COMPLETE
+ char const * const waiting_name,
+ char const * const execute_name,
+ char const * const dispose_name);
+
+#if 0
+//
+// Not using this yet -- needs to properly detach and reclaim a ready
+// grid's resources
+//
+void
+skc_grid_detach(skc_grid_t const grid);
+#endif
+
+//
+//
+//
+
+void *
+skc_grid_get_data(skc_grid_t const grid);
+
+void
+skc_grid_set_data(skc_grid_t const grid, void * const data);
+
+//
+//
+//
+
+void
+skc_grid_map(skc_grid_t const grid, skc_handle_t const handle);
+
+//
+//
+//
+
+void
+skc_grid_deps_force(skc_grid_deps_t const deps,
+ skc_handle_t const * const handles,
+ skc_uint const count);
+
+void
+skc_grid_deps_unmap(skc_grid_deps_t const deps,
+ skc_handle_t const * const handles,
+ skc_uint const count);
+
+//
+//
+//
+
+void
+skc_grid_happens_after_grid(skc_grid_t const after,
+ skc_grid_t const before);
+
+void
+skc_grid_happens_after_handle(skc_grid_t const after,
+ skc_handle_t const before);
+
+//
+// should be called by host
+//
+
+void
+skc_grid_start(skc_grid_t const grid);
+
+void
+skc_grid_force(skc_grid_t const grid);
+
+//
+// should be called by the scheduler
+//
+
+void
+skc_grid_complete(skc_grid_t const grid);
+
+//
+//
+//
+
+#if 0
+//
+// delete when ready
+//
+skc_grid_t
+skc_grid_move(skc_grid_t const grid,
+ skc_grid_state_e * const state,
+ skc_grid_t * const addr,
+ void * const data);
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/handle.h b/src/compute/skc/handle.h
new file mode 100644
index 0000000..3751b65
--- /dev/null
+++ b/src/compute/skc/handle.h
@@ -0,0 +1,60 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "types.h"
+
+//
+// Add defensive high guard-bit flags to the opaque path and raster
+// handles. This is tested once and stripped down to a handle.
+//
+// union skc_typed_handle
+// {
+// skc_uint u32;
+//
+// struct {
+// skc_uint handle : 30;
+// skc_uint is_path : 1;
+// skc_uint is_raster : 1;
+// };
+// struct {
+// skc_uint na : 30;
+// skc_uint type : 2;
+// };
+// }
+//
+
+typedef enum skc_typed_handle_type_e
+{
+ SKC_TYPED_HANDLE_TYPE_IS_PATH = 0x40000000,
+ SKC_TYPED_HANDLE_TYPE_IS_RASTER = 0x80000000
+} skc_typed_handle_type_e;
+
+typedef skc_uint skc_typed_handle_t;
+typedef skc_uint skc_handle_t;
+
+//
+//
+//
+
+#define SKC_TYPED_HANDLE_MASK_TYPE (SKC_TYPED_HANDLE_TYPE_IS_PATH | SKC_TYPED_HANDLE_TYPE_IS_RASTER)
+
+#define SKC_TYPED_HANDLE_TO_HANDLE(h) ((h) & ~SKC_TYPED_HANDLE_MASK_TYPE)
+
+#define SKC_TYPED_HANDLE_IS_TYPE(h,t) ((h) & (t))
+#define SKC_TYPED_HANDLE_IS_PATH(h) ((h) & SKC_TYPED_HANDLE_TYPE_IS_PATH)
+#define SKC_TYPED_HANDLE_IS_RASTER(h) ((h) & SKC_TYPED_HANDLE_TYPE_IS_RASTER)
+
+//
+//
+//
diff --git a/src/compute/skc/handle_pool_cl_12.c b/src/compute/skc/handle_pool_cl_12.c
new file mode 100644
index 0000000..65288c3
--- /dev/null
+++ b/src/compute/skc/handle_pool_cl_12.c
@@ -0,0 +1,752 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdio.h>
+#include <assert.h>
+
+//
+//
+//
+
+#include "common/cl/assert_cl.h"
+
+#include "block.h"
+#include "grid.h"
+#include "config_cl.h"
+#include "runtime_cl_12.h"
+
+//
+// FIXME -- these comments are now quite stale
+//
+//
+// HANDLE/ACQUIRE RELEASE
+//
+// The runtime vends handles just in case we decide to exploit shared
+// virtual memory. But for most platforms and devices we will have a
+// pool of host-managed handles and on the device there will be a
+// table that maps the host handle to a device-managed memory block.
+//
+// HANDLE READINESS
+//
+// A host handle may reference a path or a raster which is not ready
+// for use further down the pipeline because it hasn't yet been
+// processed by the device.
+//
+// The simplest scheme for providing every handle a readiness state is
+// to build a map that that marks a new handle as being not-ready
+// while being processed by a particular grid id. When the final
+// sub-pipeline grid responsible for the path or raster is complete,
+// then mark the handle as being ready and eventually return the grid
+// id back to the pool. This can be performed on a separate thread.
+//
+// The side-benefit of this approach is that a handle's reference
+// count integral type can spare some bits for its associated grid id.
+//
+// A more memory-intensive approach uses a 64-bit epoch+grid key and
+// relies on the ~56 bits of epoch space to avoid any post
+// sub-pipeline status update by assuming that a handle and grid will
+// match or mismatch when queried.
+//
+
+#define SKC_HANDLE_REFCNT_HOST_BITS (SKC_MEMBER_SIZE(union skc_handle_refcnt,h) * 8)
+#define SKC_HANDLE_REFCNT_DEVICE_BITS (SKC_MEMBER_SIZE(union skc_handle_refcnt,d) * 8)
+
+#define SKC_HANDLE_REFCNT_HOST_MAX SKC_BITS_TO_MASK(SKC_HANDLE_REFCNT_HOST_BITS)
+#define SKC_HANDLE_REFCNT_DEVICE_MAX SKC_BITS_TO_MASK(SKC_HANDLE_REFCNT_DEVICE_BITS)
+
+//
+//
+//
+
+static
+void
+skc_handle_reclaim_create(struct skc_runtime * const runtime,
+ struct skc_handle_pool * const handle_pool,
+ skc_handle_reclaim_type_e const reclaim_type,
+ skc_device_kernel_id const kernel_id)
+{
+ struct skc_handle_reclaim * const reclaim = handle_pool->reclaim + reclaim_type;
+
+ // init counters
+ reclaim->bih.rem = 0;
+
+ // acquire kernel
+ reclaim->kernel = skc_device_acquire_kernel(runtime->device,kernel_id);
+ reclaim->kernel_id = kernel_id;
+
+ // set default args
+ cl(SetKernelArg(reclaim->kernel,0,SKC_CL_ARG(runtime->block_pool.ids.drw)));
+ cl(SetKernelArg(reclaim->kernel,1,SKC_CL_ARG(runtime->block_pool.blocks.drw)));
+ cl(SetKernelArg(reclaim->kernel,2,SKC_CL_ARG(runtime->block_pool.atomics.drw)));
+ cl(SetKernelArg(reclaim->kernel,3,SKC_CL_ARG(runtime->config->block_pool.ring_mask)));
+ cl(SetKernelArg(reclaim->kernel,4,SKC_CL_ARG(runtime->handle_pool.map.drw)));
+}
+
+static
+void
+skc_handle_reclaim_dispose(struct skc_runtime * const runtime,
+ skc_handle_reclaim_type_e const reclaim_type)
+{
+ struct skc_handle_reclaim * const reclaim = runtime->handle_pool.reclaim + reclaim_type;
+
+ cl(ReleaseKernel(reclaim->kernel));
+}
+
+//
+//
+//
+
+#define SKC_HANDLE_POOL_BLOCKS_PAD 8
+
+void
+skc_handle_pool_create(struct skc_runtime * const runtime,
+ struct skc_handle_pool * const handle_pool,
+ skc_uint const size,
+ skc_uint const width,
+ skc_uint const recs)
+{
+ skc_uint const blocks = (size + width - 1) / width;
+ skc_uint const blocks_padded = blocks + SKC_HANDLE_POOL_BLOCKS_PAD;
+ skc_uint const handles = blocks * width;
+ skc_uint const handles_padded = blocks_padded * width;
+ skc_uint const recs_padded = recs + 2; // one for pointer and one for head node
+
+ skc_extent_pdrw_alloc(runtime,&handle_pool->map,handles * sizeof(skc_block_id_t));
+
+ handle_pool->handle.indices = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,handles_padded * sizeof(*handle_pool->handle.indices));
+ handle_pool->handle.refcnts = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,handles * sizeof(*handle_pool->handle.refcnts));
+ handle_pool->block.indices = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,blocks_padded * sizeof(*handle_pool->block.indices));
+ handle_pool->recs = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,recs_padded * sizeof(*handle_pool->recs));
+
+ // initialize handles and refcnts
+ for (skc_uint ii=0; ii<handles; ii++)
+ handle_pool->handle.indices[ii] = ii;
+
+ for (skc_uint ii=0; ii<handles; ii++)
+ handle_pool->handle.refcnts[ii].hd = 0;
+
+ handle_pool->handle.count = handles;
+
+ // initialize block accounting
+ for (skc_uint ii=0; ii<blocks_padded; ii++)
+ handle_pool->block.indices[ii] = ii;
+
+ handle_pool->block.count = blocks_padded;
+ handle_pool->block.width = width;
+
+ handle_pool->block.tos = blocks; // pop = pre-decrement / push = post-increment
+ handle_pool->block.bos = blocks; // pop = post-increment / push = pre-decrement
+
+ // initialize recs -- first two elements are interpreted differently
+ handle_pool->recs[0].runtime = runtime;
+ handle_pool->recs[1] = (union skc_handle_reclaim_rec){ .rem = recs, .head = 2 };
+
+ for (skc_uint ii=2; ii<recs_padded; ii++)
+ handle_pool->recs[ii] = (union skc_handle_reclaim_rec){ .index = ii, .next = ii+1 };
+
+ handle_pool->recs[recs_padded-1].next = SKC_UINT_MAX;
+
+ // initialize acquire
+ handle_pool->acquire.rem = 0;
+
+ // create reclaimers
+ skc_handle_reclaim_create(runtime,
+ handle_pool,
+ SKC_HANDLE_RECLAIM_TYPE_PATH,
+ SKC_DEVICE_KERNEL_ID_PATHS_RECLAIM);
+
+ skc_handle_reclaim_create(runtime,
+ handle_pool,
+ SKC_HANDLE_RECLAIM_TYPE_RASTER,
+ SKC_DEVICE_KERNEL_ID_RASTERS_RECLAIM);
+}
+
+//
+//
+//
+
+void
+skc_handle_pool_dispose(struct skc_runtime * const runtime,
+ struct skc_handle_pool * const handle_pool)
+{
+ skc_handle_reclaim_dispose(runtime,SKC_HANDLE_RECLAIM_TYPE_RASTER);
+ skc_handle_reclaim_dispose(runtime,SKC_HANDLE_RECLAIM_TYPE_PATH);
+
+ skc_runtime_host_perm_free(runtime,handle_pool->recs);
+ skc_runtime_host_perm_free(runtime,handle_pool->block.indices);
+ skc_runtime_host_perm_free(runtime,handle_pool->handle.refcnts);
+ skc_runtime_host_perm_free(runtime,handle_pool->handle.indices);
+
+ skc_extent_pdrw_free(runtime,&handle_pool->map);
+}
+
+//
+//
+//
+
+static
+skc_uint
+skc_handle_pool_block_readable_pop(struct skc_runtime * const runtime,
+ struct skc_handle_pool * const handle_pool)
+{
+ SKC_SCHEDULER_WAIT_WHILE(runtime->scheduler,handle_pool->block.tos == 0);
+
+ skc_uint const index = handle_pool->block.indices[--handle_pool->block.tos];
+
+#if 0
+ skc_handle_t * handles = handle_pool->handle.indices + (index + 1) * handle_pool->block.width;
+ for (skc_uint ii=0; ii<handle_pool->block.width; ii++)
+ printf("R-: %u\n",*--handles);
+#endif
+
+ return index;
+}
+
+static
+void
+skc_handle_pool_block_readable_push(struct skc_handle_pool * const handle_pool,
+ skc_uint const index)
+{
+ handle_pool->block.indices[handle_pool->block.tos++] = index;
+
+#if 0
+ skc_handle_t * handles = handle_pool->handle.indices + (index + 1) * handle_pool->block.width;
+ for (skc_uint ii=0; ii<handle_pool->block.width; ii++)
+ printf("R+: %u\n",*--handles);
+#endif
+}
+
+
+static
+skc_uint
+skc_handle_pool_block_writable_pop(struct skc_runtime * const runtime,
+ struct skc_handle_pool * const handle_pool)
+{
+ SKC_SCHEDULER_WAIT_WHILE(runtime->scheduler,handle_pool->block.bos == handle_pool->block.count);
+
+ return handle_pool->block.indices[handle_pool->block.bos++];
+}
+
+static
+void
+skc_handle_pool_block_writable_push(struct skc_handle_pool * const handle_pool,
+ skc_uint const block_idx)
+{
+ handle_pool->block.indices[--handle_pool->block.bos] = block_idx;
+}
+
+//
+// May need to acquire the path or raster handle *early* just to be
+// sure one exists
+//
+
+skc_handle_t
+skc_runtime_handle_device_acquire(struct skc_runtime * const runtime)
+{
+ struct skc_handle_pool * const handle_pool = &runtime->handle_pool;
+
+ // acquire a block of handles at a time
+ if (handle_pool->acquire.rem == 0)
+ {
+ skc_uint const block_idx = skc_handle_pool_block_readable_pop(runtime,handle_pool);
+
+ handle_pool->acquire.block = block_idx;
+ handle_pool->acquire.rem = handle_pool->block.width;
+ handle_pool->acquire.handles = handle_pool->handle.indices + (block_idx + 1) * handle_pool->block.width;
+ }
+
+ // load handle from next block slot
+ skc_uint const rem = --handle_pool->acquire.rem;
+ skc_handle_t const handle = *--handle_pool->acquire.handles;
+
+ // initialize refcnt for handle
+ handle_pool->handle.refcnts[handle] = (union skc_handle_refcnt){ .h = 1, .d = 1 };
+
+ // if this was the last handle in the block then move the block id
+ // to the reclamation stack to be used as a scratchpad
+ if (rem == 0) {
+ skc_handle_pool_block_writable_push(handle_pool,handle_pool->acquire.block);
+ }
+
+ return handle;
+}
+
+//
+//
+//
+
+static
+void
+skc_handle_reclaim_completion(union skc_handle_reclaim_rec * const recN)
+{
+ // get root rec which contains pointer to runtime
+ union skc_handle_reclaim_rec * const rec0 = recN - recN->index;
+ union skc_handle_reclaim_rec * const rec1 = rec0 + 1;
+
+ // return block for reading
+ skc_handle_pool_block_readable_push(&rec0->runtime->handle_pool,recN->block);
+
+ // recN is new head of list
+ recN->next = rec1->head;
+ rec1->head = recN->index;
+ rec1->rem += 1;
+}
+
+static
+void
+skc_handle_reclaim_cb(cl_event event, cl_int status, union skc_handle_reclaim_rec * const recN)
+{
+ SKC_CL_CB(status);
+
+ union skc_handle_reclaim_rec * const rec0 = recN - recN->index;
+
+ // as quickly as possible, enqueue next stage in pipeline to context command scheduler
+ SKC_SCHEDULER_SCHEDULE(rec0->runtime->scheduler,skc_handle_reclaim_completion,recN);
+}
+
+//
+// FIXME -- is there an issue launching on the host thread?
+//
+
+static
+void
+skc_handle_reclaim_launch(struct skc_runtime * const runtime,
+ struct skc_handle_pool * const handle_pool,
+ struct skc_handle_reclaim * const reclaim,
+ union skc_handle_reclaim_rec * const recN)
+{
+ cl(SetKernelArg(reclaim->kernel,
+ 5,
+ handle_pool->block.width * sizeof(skc_handle_t),
+ reclaim->bih.handles));
+
+ // acquire a cq
+ cl_command_queue cq = skc_runtime_acquire_cq_in_order(runtime);
+
+ cl_event complete;
+
+ // the kernel grid is shaped by the target device
+ skc_device_enqueue_kernel(runtime->device,
+ reclaim->kernel_id,
+ cq,
+ reclaim->kernel,
+ handle_pool->block.width,
+ 0,NULL,&complete);
+
+ cl(SetEventCallback(complete,CL_COMPLETE,skc_handle_reclaim_cb,recN));
+ cl(ReleaseEvent(complete));
+
+ // kickstart kernel execution
+ cl(Flush(cq));
+
+ // release the cq
+ skc_runtime_release_cq_in_order(runtime,cq);
+}
+
+//
+// reclaim a handle
+//
+
+static
+union skc_handle_reclaim_rec *
+skc_handle_acquire_reclaim_rec(struct skc_runtime * const runtime,
+ struct skc_handle_pool * const handle_pool)
+{
+ union skc_handle_reclaim_rec * const rec1 = handle_pool->recs + 1;
+
+ SKC_SCHEDULER_WAIT_WHILE(runtime->scheduler,rec1->rem == 0);
+
+ union skc_handle_reclaim_rec * const recN = handle_pool->recs + rec1->head;
+
+ rec1->head = recN->next;
+ rec1->rem -= 1;
+
+ // fprintf(stderr,"rec1->rem = %u\n",rec1->rem);
+
+ return recN;
+}
+
+static
+void
+skc_runtime_device_reclaim(struct skc_runtime * const runtime,
+ struct skc_handle_pool * const handle_pool,
+ struct skc_handle_reclaim * const reclaim,
+ skc_handle_t const handle)
+{
+ // grab a new block?
+ if (reclaim->bih.rem == 0)
+ {
+ skc_uint const block_idx = skc_handle_pool_block_writable_pop(runtime,handle_pool);
+
+ reclaim->bih.block = block_idx;
+ reclaim->bih.rem = handle_pool->block.width;
+ reclaim->bih.handles = handle_pool->handle.indices + (block_idx + 1) * handle_pool->block.width;
+ }
+
+ // store handle -- handle's refcnt was already set to {0:0}
+ *--reclaim->bih.handles = handle;
+
+ // if block is full then launch reclamation kernel
+ if (--reclaim->bih.rem == 0)
+ {
+ union skc_handle_reclaim_rec * recN = skc_handle_acquire_reclaim_rec(runtime,handle_pool);
+
+ recN->block = reclaim->bih.block;
+
+ skc_handle_reclaim_launch(runtime,handle_pool,reclaim,recN);
+ }
+}
+
+//
+// Validate host-provided handles before retaining.
+//
+// Retain validation consists of:
+//
+// - correct handle type
+// - handle is in range of pool
+// - host refcnt is not zero
+// - host refcnt is not at the maximum value
+//
+// After validation, retain the handles for the host
+//
+
+static
+skc_err
+skc_runtime_handle_host_validated_retain(struct skc_runtime * const runtime,
+ skc_typed_handle_type_e const handle_type,
+ skc_typed_handle_t const * const typed_handles,
+ uint32_t const count)
+{
+ //
+ // FIXME -- test to make sure handles aren't completely out of range integers
+ //
+
+ union skc_handle_refcnt * const refcnts = runtime->handle_pool.handle.refcnts;
+
+ for (skc_uint ii=0; ii<count; ii++)
+ {
+ skc_typed_handle_t const typed_handle = typed_handles[ii];
+
+ if (!SKC_TYPED_HANDLE_IS_TYPE(typed_handle,handle_type))
+ {
+ return SKC_ERR_HANDLE_INVALID;
+ }
+ else
+ {
+ skc_handle_t const handle = SKC_TYPED_HANDLE_TO_HANDLE(typed_handle);
+
+ if (handle >= runtime->handle_pool.handle.count)
+ {
+ return SKC_ERR_HANDLE_INVALID;
+ }
+ else
+ {
+ union skc_handle_refcnt * const refcnt_ptr = refcnts + handle;
+ skc_uint const host = refcnt_ptr->h;
+
+ if (host == 0)
+ {
+ return SKC_ERR_HANDLE_INVALID;
+ }
+ else if (host == SKC_HANDLE_REFCNT_HOST_MAX)
+ {
+ return SKC_ERR_HANDLE_OVERFLOW;
+ }
+ }
+ }
+ }
+
+ //
+ // all the handles validated, so retain them all..
+ //
+ for (skc_uint ii=0; ii<count; ii++)
+ refcnts[SKC_TYPED_HANDLE_TO_HANDLE(typed_handles[ii])].h++;
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+skc_err
+skc_runtime_path_host_retain(struct skc_runtime * const runtime,
+ skc_path_t const * paths,
+ uint32_t count)
+{
+ return skc_runtime_handle_host_validated_retain(runtime,
+ SKC_TYPED_HANDLE_TYPE_IS_PATH,
+ paths,
+ count);
+}
+
+skc_err
+skc_runtime_raster_host_retain(struct skc_runtime * const runtime,
+ skc_path_t const * rasters,
+ uint32_t count)
+{
+ return skc_runtime_handle_host_validated_retain(runtime,
+ SKC_TYPED_HANDLE_TYPE_IS_RASTER,
+ rasters,
+ count);
+}
+
+//
+//
+//
+
+skc_err
+skc_runtime_raster_host_flush(struct skc_runtime * const runtime,
+ skc_raster_t const * rasters,
+ uint32_t count)
+{
+ skc_grid_deps_force(runtime->deps,rasters,count);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_runtime_path_host_flush(struct skc_runtime * const runtime,
+ skc_path_t const * paths,
+ uint32_t count)
+{
+ skc_grid_deps_force(runtime->deps,paths,count);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+// Validate host-provided handles before releasing.
+//
+// Release validation consists of:
+//
+// - correct handle type
+// - handle is in range of pool
+// - host refcnt is not zero
+//
+// After validation, release the handles for the host
+//
+
+static
+skc_err
+skc_runtime_host_validated_release(struct skc_runtime * const runtime,
+ skc_typed_handle_type_e const type,
+ skc_handle_reclaim_type_e const reclaim_type,
+ skc_typed_handle_t const * const handles,
+ uint32_t const count)
+{
+ struct skc_handle_pool * const handle_pool = &runtime->handle_pool;
+ union skc_handle_refcnt * const refcnts = handle_pool->handle.refcnts;
+
+ for (skc_uint ii=0; ii<count; ii++)
+ {
+ skc_typed_handle_t const typed_handle = handles[ii];
+
+ if (!SKC_TYPED_HANDLE_IS_TYPE(typed_handle,type))
+ {
+ return SKC_ERR_HANDLE_INVALID;
+ }
+ else
+ {
+ skc_handle_t const handle = SKC_TYPED_HANDLE_TO_HANDLE(typed_handle);
+
+ if (handle >= handle_pool->handle.count)
+ {
+ return SKC_ERR_HANDLE_INVALID;
+ }
+ else
+ {
+ union skc_handle_refcnt * const refcnt_ptr = refcnts + handle;
+ skc_uint const host = refcnt_ptr->h;
+
+ if (host == 0)
+ {
+ return SKC_ERR_HANDLE_INVALID;
+ }
+ }
+ }
+ }
+
+ //
+ // all the handles validated, so release them all..
+ //
+ struct skc_handle_reclaim * const reclaim = handle_pool->reclaim + reclaim_type;
+
+ for (skc_uint ii=0; ii<count; ii++)
+ {
+ skc_handle_t const handle = SKC_TYPED_HANDLE_TO_HANDLE(handles[ii]);
+ union skc_handle_refcnt * const refcnt_ptr = refcnts + handle;
+ union skc_handle_refcnt refcnt = *refcnt_ptr;
+
+ refcnt.h -= 1;
+ *refcnt_ptr = refcnt;
+
+ if (refcnt.hd == 0) {
+ skc_runtime_device_reclaim(runtime,handle_pool,reclaim,handle);
+ }
+ }
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+skc_err
+skc_runtime_path_host_release(struct skc_runtime * const runtime,
+ skc_path_t const * paths,
+ uint32_t count)
+{
+ return skc_runtime_host_validated_release(runtime,
+ SKC_TYPED_HANDLE_TYPE_IS_PATH,
+ SKC_HANDLE_RECLAIM_TYPE_PATH,
+ paths,
+ count);
+}
+
+skc_err
+skc_runtime_raster_host_release(struct skc_runtime * const runtime,
+ skc_raster_t const * rasters,
+ uint32_t count)
+{
+ return skc_runtime_host_validated_release(runtime,
+ SKC_TYPED_HANDLE_TYPE_IS_RASTER,
+ SKC_HANDLE_RECLAIM_TYPE_RASTER,
+ rasters,
+ count);
+}
+
+//
+// Validate host-provided handles before retaining on the device.
+//
+// - correct handle type
+// - handle is in range of pool
+// - host refcnt is not zero
+// - device refcnt is not at the maximum value
+//
+
+skc_err
+skc_runtime_handle_device_validate_retain(struct skc_runtime * const runtime,
+ skc_typed_handle_type_e const type,
+ skc_typed_handle_t const * handles,
+ uint32_t count)
+{
+ union skc_handle_refcnt * const refcnts = runtime->handle_pool.handle.refcnts;
+
+ while (count-- > 0)
+ {
+ skc_typed_handle_t const typed_handle = *handles++;
+
+ if (!SKC_TYPED_HANDLE_IS_TYPE(typed_handle,type))
+ {
+ return SKC_ERR_HANDLE_INVALID;
+ }
+ else
+ {
+ skc_handle_t const handle = SKC_TYPED_HANDLE_TO_HANDLE(typed_handle);
+
+ if (handle >= runtime->handle_pool.handle.count)
+ {
+ return SKC_ERR_HANDLE_INVALID;
+ }
+ else
+ {
+ union skc_handle_refcnt * const refcnt_ptr = refcnts + handle;
+ union skc_handle_refcnt refcnt = *refcnt_ptr;
+
+ if (refcnt.h == 0)
+ {
+ return SKC_ERR_HANDLE_INVALID;
+ }
+ else if (refcnt.d == SKC_HANDLE_REFCNT_DEVICE_MAX)
+ {
+ return SKC_ERR_HANDLE_OVERFLOW;
+ }
+ }
+ }
+ }
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+// After validation, retain the handles for the device
+//
+
+void
+skc_runtime_handle_device_retain(struct skc_runtime * const runtime,
+ skc_handle_t const * handles,
+ uint32_t count)
+{
+ union skc_handle_refcnt * const refcnts = runtime->handle_pool.handle.refcnts;
+
+ while (count-- > 0)
+ refcnts[SKC_TYPED_HANDLE_TO_HANDLE(*handles++)].d++;
+}
+
+//
+// Release the device-held handles -- no validation required!
+//
+
+static
+void
+skc_runtime_handle_device_release(struct skc_runtime * const runtime,
+ skc_handle_reclaim_type_e const reclaim_type,
+ skc_handle_t const * handles,
+ skc_uint count)
+{
+ struct skc_handle_pool * const handle_pool = &runtime->handle_pool;
+ union skc_handle_refcnt * const refcnts = handle_pool->handle.refcnts;
+ struct skc_handle_reclaim * const reclaim = handle_pool->reclaim + reclaim_type;
+
+ while (count-- > 0) {
+ skc_handle_t const handle = *handles++;
+ union skc_handle_refcnt * const refcnt_ptr = refcnts + handle;
+ union skc_handle_refcnt refcnt = *refcnt_ptr;
+
+ refcnt.d -= 1;
+ *refcnt_ptr = refcnt;
+
+#if 0
+ printf("%8u = { %u, %u }\n",handle,refcnt.h,refcnt.d);
+#endif
+
+ if (refcnt.hd == 0) {
+ skc_runtime_device_reclaim(runtime,handle_pool,reclaim,handle);
+ }
+ }
+}
+
+//
+//
+//
+
+void
+skc_runtime_path_device_release(struct skc_runtime * const runtime,
+ skc_handle_t const * handles,
+ skc_uint count)
+{
+ skc_runtime_handle_device_release(runtime,SKC_HANDLE_RECLAIM_TYPE_PATH,handles,count);
+}
+
+void
+skc_runtime_raster_device_release(struct skc_runtime * const runtime,
+ skc_handle_t const * handles,
+ skc_uint count)
+{
+ skc_runtime_handle_device_release(runtime,SKC_HANDLE_RECLAIM_TYPE_RASTER,handles,count);
+}
+
+//
+//
+//
diff --git a/src/compute/skc/handle_pool_cl_12.h b/src/compute/skc/handle_pool_cl_12.h
new file mode 100644
index 0000000..4fefae3
--- /dev/null
+++ b/src/compute/skc/handle_pool_cl_12.h
@@ -0,0 +1,177 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "macros.h"
+#include "handle.h"
+#include "extent_cl_12.h"
+#include "device_cl_12.h"
+
+//
+// FIXME -- THIS DOCUMENTATION IS STALE NOW THAT A REFERENCE COUNT REP
+// IS A {HOST:DEVICE} PAIR.
+//
+// Host-side handle pool
+//
+// The bulk size of the three extents is currently 6 bytes of overhead
+// per number of host handles. The number of host handles is usually
+// less than the number of blocks in the pool. Note that the maximum
+// number of blocks is 2^27.
+//
+// A practical instantiation might provide a combined 2^20 path and
+// raster host handles. This would occupy 6 MB of host RAM for the
+// 32-bit handle, 8-bit reference count and 8-bit handle-to-grid map.
+//
+// Also note that we could use isolated/separate path and raster block
+// pools. Worst case, this would double the memory footprint of SKC.
+//
+// Host-side handle reference count
+//
+// [0 ] : release
+// [1..UMAX] : retain
+//
+// In a garbage-collected environment we might want to rely on an
+// existing mechanism for determing whether a handle is live.
+//
+// Otherwise, we probably want to have a 16 or 32-bit ref count.
+//
+// The handle reference count is defensive and will not allow the host
+// to underflow a handle that's still retained by the pipeline.
+//
+// The single reference counter is split into host and device counts.
+//
+
+union skc_handle_refcnt
+{
+ skc_ushort hd; // host and device
+
+ struct {
+ skc_uchar h; // host
+ skc_uchar d; // device
+ };
+};
+
+SKC_STATIC_ASSERT(SKC_MEMBER_SIZE(union skc_handle_refcnt,hd) ==
+ SKC_MEMBER_SIZE(union skc_handle_refcnt,h) +
+ SKC_MEMBER_SIZE(union skc_handle_refcnt,d));
+
+//
+//
+//
+
+struct skc_handle_bih
+{
+ skc_uint block;
+ skc_uint rem;
+ skc_handle_t * handles;
+};
+
+struct skc_handle_reclaim
+{
+ struct skc_handle_bih bih;
+
+ cl_kernel kernel;
+ skc_device_kernel_id kernel_id;
+};
+
+union skc_handle_reclaim_rec
+{
+ // ELEMENT 0
+ struct skc_runtime * runtime;
+
+ // ELEMENT 1
+ struct {
+ skc_uint rem; // # of available records
+ skc_uint head; // index of first record
+ };
+
+ // ELEMENTS 2+
+ struct {
+ skc_uint index; // index of this record -- never modified
+ union {
+ skc_uint next; // index of next record
+ skc_uint block; // block index of reclaimed handles
+ };
+ };
+};
+
+SKC_STATIC_ASSERT(sizeof(union skc_handle_reclaim_rec) == sizeof(skc_uint2));
+
+//
+//
+//
+
+typedef enum skc_handle_reclaim_type_e {
+
+ SKC_HANDLE_RECLAIM_TYPE_PATH,
+ SKC_HANDLE_RECLAIM_TYPE_RASTER,
+
+ SKC_HANDLE_RECLAIM_TYPE_COUNT
+
+} skc_handle_reclaim_type_e;
+
+struct skc_handle_pool
+{
+ //
+ // FIXME -- should we be pedantic and make these always-host-side
+ // allocations "extents" as well? I think it's OK not being an
+ // extent structure for now and is mostly consistent with the rest
+ // of the code.
+ //
+ // FIXME -- the cbs[] array is a little idiosyncratic but the intent
+ // is to avoid storing the 64-bit backpointer inside of every single
+ // record. This can be harmonized later. Note that only a few
+ // hundred outstanding callbacks would represent many many subgroups
+ // of work and would fully occupy the GPU (if we allow it).
+ //
+ //
+ struct skc_extent_pdrw map; // device-managed extent mapping a host handle to device block id
+
+ struct {
+ skc_handle_t * indices; // array of individual host handles -- fragmented into blocks
+ union skc_handle_refcnt * refcnts; // array of reference counts indexed by an individual handle
+ skc_uint count;
+ } handle;
+
+ struct {
+ skc_uint * indices; // stack of indices to fixed-size blocks of host handles
+ skc_uint count; // number of handles -- valid from [0,size)
+ skc_uint width; // width of a fixed-size block of handles
+ skc_uint tos; // grows upward / push++ / --pop / # fixed-size blocks for reading
+ skc_uint bos; // grows downward / --push / pop++ / # fixed-size blocks for writing
+ } block;
+
+ union skc_handle_reclaim_rec * recs; // array of reclaim records
+
+ struct skc_handle_bih acquire;
+ struct skc_handle_reclaim reclaim[SKC_HANDLE_RECLAIM_TYPE_COUNT];
+};
+
+//
+//
+//
+
+void
+skc_handle_pool_create(struct skc_runtime * const runtime,
+ struct skc_handle_pool * const handle_pool,
+ skc_uint const size,
+ skc_uint const width,
+ skc_uint const recs);
+
+void
+skc_handle_pool_dispose(struct skc_runtime * const runtime,
+ struct skc_handle_pool * const handle_pool);
+
+//
+//
+//
diff --git a/src/compute/skc/interop.c b/src/compute/skc/interop.c
new file mode 100644
index 0000000..6697bb7
--- /dev/null
+++ b/src/compute/skc/interop.c
@@ -0,0 +1,629 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <glad/glad.h>
+#include <glfw/glfw3.h>
+
+//
+//
+//
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <stdbool.h>
+#include <math.h>
+
+//
+//
+//
+
+#include "common/cl/assert_cl.h"
+#include "types.h"
+
+//
+//
+//
+
+#include "interop.h"
+#include "context.h"
+#include "runtime_cl_12.h"
+
+//
+//
+//
+
+#include "svg2skc/transform_stack.h"
+
+//
+//
+//
+
+#if 1
+#define SKC_IMAGE_FORMAT GL_RGBA8
+#else
+#define SKC_IMAGE_FORMAT GL_RGBA16F
+#endif
+
+//
+//
+//
+
+#ifndef M_PI
+#define M_PI 3.14159265358979323846
+#endif
+
+//
+//
+//
+
+struct skc_interop_fb
+{
+ cl_context context;
+
+ GLuint fbo;
+ GLuint rbo;
+
+ cl_mem mem;
+
+ int width;
+ int height;
+
+ bool is_srgb;
+ bool is_vsync_on;
+ bool is_fullscreen;
+ bool is_iconified;
+ bool is_resized;
+ bool is_spinning;
+ bool is_info;
+
+ skc_float scale;
+ skc_float2 translate;
+ float rotate_theta;
+};
+
+static struct skc_interop_fb fb =
+ {
+ .mem = NULL,
+
+ .is_srgb = true,
+ .is_vsync_on = false,
+ .is_fullscreen = false,
+ .is_iconified = false,
+ .is_resized = true,
+ .is_spinning = false,
+ .is_info = false,
+
+ .scale = 1.0f,
+ .translate = { 0.0f, 0.0f },
+ .rotate_theta = 0.0f
+ };
+
+//
+// FPS COUNTER FROM HERE:
+//
+// http://antongerdelan.net/opengl/glcontext2.html
+//
+
+static
+void
+skc_interop_fps(GLFWwindow * window)
+{
+ if (fb.is_fullscreen)
+ return;
+
+ // static fps counters
+ static double stamp_prev = 0.0;
+ static int frame_count = 0;
+
+ // locals
+ double const stamp_curr = glfwGetTime();
+ double const elapsed = stamp_curr - stamp_prev;
+
+ if (elapsed >= 0.5)
+ {
+ stamp_prev = stamp_curr;
+
+ double const fps = (double)frame_count / elapsed;
+
+ char tmp[64];
+
+ sprintf_s(tmp,64,"(%d x %d) - VSync %s - sRGB %s - FPS: %.2f",
+ fb.width,fb.height,
+ fb.is_vsync_on ? "ON" : "OFF",
+ fb.is_srgb ? "ENABLED" : "DISABLED",
+ fps);
+
+ glfwSetWindowTitle(window,tmp);
+
+ frame_count = 0;
+ }
+
+ frame_count++;
+}
+
+//
+// INITIALIZE GLFW/GLAD
+//
+
+static
+void
+skc_interop_error_callback(int error, char const * description)
+{
+ fputs(description,stderr);
+}
+
+//
+//
+//
+
+static
+void
+skc_interop_iconify_callback(GLFWwindow * window, int iconified)
+{
+ fb.is_iconified = iconified;
+}
+
+//
+//
+//
+
+static
+void
+skc_interop_key_callback(GLFWwindow * window, int key, int scancode, int action, int mods)
+{
+ if (action == GLFW_RELEASE)
+ return;
+
+ switch (key)
+ {
+ case GLFW_KEY_EQUAL:
+ fb.rotate_theta = 0.0f;
+ break;
+
+ case GLFW_KEY_I:
+ fb.is_info = true;
+ break;
+
+ case GLFW_KEY_R:
+ fb.is_spinning ^= true;
+ break;
+
+ case GLFW_KEY_S:
+ fb.is_srgb ^= true;
+ if (fb.is_srgb)
+ glEnable(GL_FRAMEBUFFER_SRGB);
+ else
+ glDisable(GL_FRAMEBUFFER_SRGB);
+ break;
+
+ case GLFW_KEY_V:
+ fb.is_vsync_on ^= true;
+ glfwSwapInterval(fb.is_vsync_on ? 1 : 0);
+ break;
+
+ case GLFW_KEY_W:
+ glfwSetWindowSize(window,1024,1024);
+ break;
+
+ case GLFW_KEY_ESCAPE:
+ glfwSetWindowShouldClose(window,GL_TRUE);
+ break;
+ }
+}
+
+static
+void
+skc_interop_window_size_callback(GLFWwindow * window, int width, int height)
+{
+ fb.width = width;
+ fb.height = height;
+ fb.is_resized = true;
+
+#if 0
+ skc_render_kernel_set_clip(0,0,width,height);
+#endif
+}
+
+static
+void
+skc_interop_scale(double const scale_offset)
+{
+#define SKC_SCALE_FACTOR 1.05
+
+ static double scale_exp = 0.0;
+
+ scale_exp += scale_offset;
+ fb.scale = (float)pow(SKC_SCALE_FACTOR,scale_exp);
+}
+
+static
+void
+skc_interop_scroll_callback(GLFWwindow * window, double xoffset, double yoffset)
+{
+ bool const ctrl =
+ (glfwGetKey(window,GLFW_KEY_LEFT_CONTROL) == GLFW_PRESS) ||
+ (glfwGetKey(window,GLFW_KEY_RIGHT_CONTROL) == GLFW_PRESS);
+
+ if (!ctrl)
+ return;
+
+ skc_interop_scale(yoffset);
+}
+
+static
+void
+skc_interop_translate(float const dx, float const dy)
+{
+ float const dx_scaled = dx / fb.scale;
+ float const dy_scaled = dy / fb.scale;
+
+ float const cos_theta = cosf(fb.rotate_theta); // replace with cospi if available
+ float const sin_theta = sinf(fb.rotate_theta); // replace with sinpi if available
+
+ fb.translate.x += dx_scaled*cos_theta + dy_scaled*sin_theta;
+ fb.translate.y += dy_scaled*cos_theta - dx_scaled*sin_theta;
+}
+
+static
+void
+skc_interop_cursor_position_callback(GLFWwindow * window, double x, double y)
+{
+ int const state = glfwGetMouseButton(window,GLFW_MOUSE_BUTTON_LEFT);
+
+ static bool is_mouse_dragging = false;
+ static float x_prev=0.0, y_prev=0.0;
+
+ float const mx = (float)x;
+ float const my = (float)y;
+
+ if (state == GLFW_PRESS)
+ {
+ if (is_mouse_dragging)
+ {
+ const bool ctrl =
+ (glfwGetKey(window,GLFW_KEY_LEFT_CONTROL) == GLFW_PRESS) ||
+ (glfwGetKey(window,GLFW_KEY_RIGHT_CONTROL) == GLFW_PRESS);
+
+ if (ctrl)
+ {
+ float const cx = 0.5f * fb.width;
+ float const cy = 0.5f * fb.height;
+
+ // find angle between mouse and center
+ float const vx = x_prev - cx;
+ float const vy = y_prev - cy;
+
+ float const wx = mx - cx;
+ float const wy = my - cy;
+
+ float const len = sqrtf((vx*vx + vy*vy) * (wx*wx + wy*wy));
+
+ if (len > 0.0f)
+ {
+ float const dot = vx*wx + vy*wy;
+ float const da = acosf(dot / len);
+
+ if (vx*wy - vy*wx >= 0.0f)
+ fb.rotate_theta += da;
+ else
+ fb.rotate_theta -= da;
+
+ fb.rotate_theta = fmodf(fb.rotate_theta,(float)(M_PI*2.0));
+ }
+ }
+ else
+ {
+ skc_interop_translate(mx - x_prev,
+ my - y_prev);
+ }
+ }
+ else
+ {
+ is_mouse_dragging = true;
+ }
+
+ x_prev = mx;
+ y_prev = my;
+ }
+ else
+ {
+ is_mouse_dragging = false;
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_interop_resize()
+{
+ fb.is_resized = false;
+
+ // release the image2d
+ if (fb.mem != NULL)
+ cl(ReleaseMemObject(fb.mem));
+
+ // resize rbo
+ glNamedRenderbufferStorage(fb.rbo,
+ SKC_IMAGE_FORMAT,
+ fb.width,
+ fb.height);
+
+ // attach rbo to fbo
+ glNamedFramebufferRenderbuffer(fb.fbo,
+ GL_COLOR_ATTACHMENT0,
+ GL_RENDERBUFFER,
+ fb.rbo);
+ //
+ //
+ //
+ cl_int cl_err;
+
+ fb.mem = clCreateFromGLRenderbuffer(fb.context,
+ CL_MEM_WRITE_ONLY,
+ fb.rbo,
+ &cl_err); cl_ok(cl_err);
+ //
+ // for debugging porpoises!
+ //
+ cl_image_format format;
+
+ cl(GetImageInfo(fb.mem,
+ CL_IMAGE_FORMAT,
+ sizeof(format),
+ &format,
+ NULL));
+}
+
+//
+//
+//
+
+static
+void
+skc_interop_acquire()
+{
+ // frame buffer object
+ glCreateFramebuffers(1,&fb.fbo);
+
+ // render buffer object w/a color buffer
+ glCreateRenderbuffers(1,&fb.rbo);
+
+ // size rbo
+ glNamedRenderbufferStorage(fb.rbo,
+ SKC_IMAGE_FORMAT,
+ fb.width,
+ fb.height);
+
+ // attach rbo to fbo
+ glNamedFramebufferRenderbuffer(fb.fbo,
+ GL_COLOR_ATTACHMENT0,
+ GL_RENDERBUFFER,
+ fb.rbo);
+}
+
+void
+skc_interop_register(skc_context_t context)
+{
+ fb.context = context->runtime->cl.context;
+}
+
+//
+//
+//
+
+void
+skc_interop_init(GLFWwindow * * window)
+{
+ //
+ // INITIALIZE GLFW/GLAD
+ //
+ glfwSetErrorCallback(skc_interop_error_callback);
+
+ if (!glfwInit())
+ exit(EXIT_FAILURE);
+
+ GLFWmonitor * const primary = glfwGetPrimaryMonitor();
+ GLFWvidmode const * const mode = glfwGetVideoMode(primary);
+
+ if (fb.is_fullscreen)
+ {
+ fb.width = mode->width;
+ fb.height = mode->height;
+ }
+ else
+ {
+ fb.width = 1600;
+ fb.height = 1024;
+ }
+
+ glfwWindowHint(GLFW_ALPHA_BITS, 0);
+ glfwWindowHint(GLFW_DEPTH_BITS, 0);
+ glfwWindowHint(GLFW_STENCIL_BITS, 0);
+
+ glfwWindowHint(GLFW_SRGB_CAPABLE, GL_TRUE);
+
+ glfwWindowHint(GLFW_CONTEXT_VERSION_MAJOR, 4);
+ glfwWindowHint(GLFW_CONTEXT_VERSION_MINOR, 5);
+
+ glfwWindowHint(GLFW_OPENGL_PROFILE, GLFW_OPENGL_CORE_PROFILE);
+
+ *window = glfwCreateWindow(fb.width,fb.height,
+ "Skia Compute",
+ fb.is_fullscreen ? primary : NULL,
+ NULL);
+
+ if (*window == NULL)
+ {
+ glfwTerminate();
+ exit(EXIT_FAILURE);
+ }
+
+ glfwMakeContextCurrent(*window);
+
+ // set up GLAD
+ gladLoadGLLoader((GLADloadproc)glfwGetProcAddress);
+
+ // ignore vsync for now
+ glfwSwapInterval(fb.is_vsync_on ? 1 : 0);
+
+ // only copy r/g/b
+ glColorMask(GL_TRUE,GL_TRUE,GL_TRUE,GL_FALSE);
+
+ // enable SRGB, disable scissor
+ glEnable(GL_FRAMEBUFFER_SRGB);
+ glDisable(GL_SCISSOR_TEST);
+
+ //
+ // SET USER POINTER AND CALLBACKS
+ //
+ glfwSetKeyCallback (*window,skc_interop_key_callback);
+ glfwSetFramebufferSizeCallback(*window,skc_interop_window_size_callback);
+ glfwSetScrollCallback (*window,skc_interop_scroll_callback);
+ glfwSetCursorPosCallback (*window,skc_interop_cursor_position_callback);
+ glfwSetWindowIconifyCallback (*window,skc_interop_iconify_callback);
+
+ //
+ //
+ //
+ fprintf(stderr,
+ "GL_VENDOR : %s\n"
+ "GL_RENDERER : %s\n",
+ glGetString(GL_VENDOR),
+ glGetString(GL_RENDERER));
+
+ //
+ // acquire an FBO/RBO
+ //
+ skc_interop_acquire();
+}
+
+//
+//
+//
+
+#define SKC_ROTATE_STEP ((float)(M_PI / 180.0))
+
+static
+void
+skc_interop_transform(struct skc_transform_stack * ts)
+{
+ // OpenGL'ism
+ skc_transform_stack_push_affine(ts,
+ 1.0f, 0.0f,0.0f,
+ 0.0f,-1.0f,(float)fb.height);
+ // multiply
+ skc_transform_stack_concat(ts);
+
+ // spinner...
+ if (fb.is_spinning)
+ fb.rotate_theta = fmodf(fb.rotate_theta + SKC_ROTATE_STEP,(float)(M_PI*2.0));
+
+ // always rotate and scale around surface center point
+ skc_transform_stack_push_rotate_scale_xy(ts,
+ fb.rotate_theta,
+ fb.scale,fb.scale,
+ 0.5f*fb.width,0.5f*fb.height);
+ skc_transform_stack_concat(ts);
+
+ // where did the mouse take us?
+ skc_transform_stack_push_translate(ts,
+ fb.translate.x,fb.translate.y);
+ skc_transform_stack_concat(ts);
+}
+
+
+void
+skc_interop_poll(GLFWwindow * window,
+ struct skc_transform_stack * ts)
+{
+ // wait until uniconified
+ while (fb.is_iconified)
+ {
+ glfwWaitEvents();
+ continue;
+ }
+
+ // what's happended?
+ glfwPollEvents();
+
+ // resize?
+ if (fb.is_resized)
+ skc_interop_resize();
+
+ // monitor fps
+ skc_interop_fps(window);
+
+ skc_interop_transform(ts);
+}
+
+//
+//
+//
+
+void
+skc_interop_blit(GLFWwindow * window)
+{
+ // blit skc rbo
+ glBlitNamedFramebuffer(fb.fbo,0,
+ 0,0,fb.width,fb.height,
+ 0,0,fb.width,fb.height,
+ GL_COLOR_BUFFER_BIT,
+ GL_NEAREST);
+
+#if 0
+ //
+ // FIXME -- this clear does nothing!
+ //
+ // As a hack we're clearing the interop'd RBO with a
+ // clEnqueueFillImage().
+ //
+ float const rgba[4] = { 1.0f, 1.0f, 1.0f, 1.0f };
+ // GLenum const attachments[] = { GL_COLOR_ATTACHMENT0 };
+ // glInvalidateNamedFramebufferData(fb.fbo,1,attachments);
+ glClearNamedFramebufferfv(fb.fbo,GL_COLOR,0,rgba);
+#endif
+
+ // swap buffers
+ glfwSwapBuffers(window);
+}
+
+//
+//
+//
+
+void *
+skc_interop_get_fb(GLFWwindow * window)
+{
+ glFlush();
+
+ return fb.mem;
+}
+
+//
+//
+//
+
+void
+skc_interop_get_dim(uint32_t dim[2])
+{
+ dim[0] = fb.width;
+ dim[1] = fb.height;
+}
+
+//
+//
+//
+
+
diff --git a/src/compute/skc/interop.h b/src/compute/skc/interop.h
new file mode 100644
index 0000000..112d365
--- /dev/null
+++ b/src/compute/skc/interop.h
@@ -0,0 +1,42 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+
+//
+//
+//
+
+void
+skc_interop_init(GLFWwindow * * window);
+
+void
+skc_interop_register(skc_context_t context);
+
+void
+skc_interop_poll(GLFWwindow * window,
+ struct skc_transform_stack * ts);
+
+void *
+skc_interop_get_fb(GLFWwindow * window);
+
+void
+skc_interop_get_dim(uint32_t dim[2]);
+
+void
+skc_interop_blit(GLFWwindow * window);
+
+//
+//
+//
diff --git a/src/compute/skc/macros.h b/src/compute/skc/macros.h
new file mode 100644
index 0000000..1d5e508
--- /dev/null
+++ b/src/compute/skc/macros.h
@@ -0,0 +1,204 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_MACROS
+#define SKC_ONCE_MACROS
+
+//
+//
+//
+
+#include "types.h"
+
+//
+//
+//
+
+#define SKC_RESTRICT __restrict
+
+//
+//
+//
+
+#define SKC_CONSTANT __constant
+#define SKC_GLOBAL __global
+
+//
+//
+//
+
+#define SKC_CALLBACK __stdcall
+
+//
+//
+//
+
+#define SKC_TRUE 1
+#define SKC_FALSE 0
+
+//
+//
+//
+
+#define SKC_EMPTY
+#define SKC_COMMA ,
+
+//
+// INDEX, SUFFIX, COMPONENT, PUNCTUATION, RGBA
+//
+
+#define SKC_EXPAND_1() \
+ SKC_EXPAND_X(0,SKC_EMPTY,SKC_EMPTY,SKC_EMPTY,SKC_EMPTY)
+
+#define SKC_EXPAND_2() \
+ SKC_EXPAND_X(0, 0,.s0,SKC_COMMA,.even) \
+ SKC_EXPAND_X(1, 1,.s1,SKC_EMPTY,.odd)
+
+#define SKC_EXPAND_4() \
+ SKC_EXPAND_X(0, 0,.s0,SKC_COMMA,.even.even) \
+ SKC_EXPAND_X(1, 1,.s1,SKC_COMMA,.odd.even) \
+ SKC_EXPAND_X(2, 2,.s2,SKC_COMMA,.even.odd) \
+ SKC_EXPAND_X(3, 3,.s3,SKC_EMPTY,.odd.odd)
+
+#define SKC_EXPAND_8() \
+ SKC_EXPAND_X(0, 0,.s0,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(1, 1,.s1,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(2, 2,.s2,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(3, 3,.s3,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(4, 4,.s4,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(5, 5,.s5,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(6, 6,.s6,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(7, 7,.s7,SKC_EMPTY,SKC_EMPTY)
+
+#define SKC_EXPAND_16() \
+ SKC_EXPAND_X(0, 0,.s0,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(1, 1,.s1,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(2, 2,.s2,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(3, 3,.s3,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(4, 4,.s4,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(5, 5,.s5,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(6, 6,.s6,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(7, 7,.s7,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(8, 8,.s8,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(9, 9,.s9,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(10,A,.sA,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(11,B,.sB,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(12,C,.sC,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(13,D,.sD,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(14,E,.sE,SKC_COMMA,SKC_EMPTY) \
+ SKC_EXPAND_X(15,F,.sF,SKC_EMPTY,SKC_EMPTY)
+
+//
+//
+//
+
+#define SKC_BITS_TO_MASK(n) (((skc_uint)1<<(n))-1)
+#define SKC_BITS_TO_MASK_64(n) (((skc_ulong)1<<(n))-1)
+
+#define SKC_BITS_TO_MASK_AT(n,b) (SKC_BITS_TO_MASK(n)<<(b))
+#define SKC_BITS_TO_MASK_AT_64(n,b) (SKC_BITS_TO_MASK_64(n)<<(b))
+
+//
+// IF BFE IS SUPPORTED BY THE PLATFORM THEN IMPLEMENT DIFFERENTLY
+//
+
+#define SKC_BFE(x,n,i) (((x) & SKC_BITS_TO_MASK_AT(n,i)) >> (i))
+
+//
+// IF BFI IS SUPPORTED BY THE PLATFORM THEN IMPLEMENT DIFFERENTLY
+//
+// Note this BFI assumes the destination bits were already set to zero
+//
+
+#define SKC_BFI(d,n,i,v) ((((v) & SKC_BITS_TO_MASK(n)) << (i)) | (d))
+
+//
+//
+//
+
+#define SKC_STRINGIFY2(a) #a
+#define SKC_STRINGIFY(a) SKC_STRINGIFY2(a)
+
+//
+//
+//
+
+#define SKC_EVAL(x) x
+#define SKC_CONCAT(a,b) SKC_EVAL(a)##SKC_EVAL(b)
+
+//
+//
+//
+
+#define SKC_MAX_MACRO(a,b) (((a) > (b)) ? (a) : (b))
+#define SKC_MIN_MACRO(a,b) (((a) < (b)) ? (a) : (b))
+#define SKC_GTE_MACRO(a,b) ((a) >= (b))
+#define SKC_LT_MACRO(a,b) ((a) < (b))
+
+//
+//
+//
+
+#define SKC_COUNT_OF(x) (sizeof(x) / sizeof(x)[0])
+#define SKC_OFFSET_OF(t,m) ((size_t)&(((t*)0)->m))
+#define SKC_MEMBER_SIZE(t,m) sizeof(((t*)0)->m)
+
+
+//
+// Returns rounded up next power-of-2 for non-zero -- via bit
+// twiddling hacks, etc.
+//
+
+#define SKC_P2_OR_RS(n,x) ((x)|(x)>>n)
+#define SKC_POW2_RU_U32(x) (1+SKC_P2_OR_RS(16,SKC_P2_OR_RS(8,SKC_P2_OR_RS(4,SKC_P2_OR_RS(2,SKC_P2_OR_RS(1,x-1))))))
+
+//
+// Round up
+//
+
+#define SKC_ROUND_DOWN(v,q) (((v) / (q)) * (q))
+#define SKC_ROUND_UP(v,q) ((((v) + (q) - 1) / (q)) * (q))
+
+#define SKC_ROUND_DOWN_POW2(v,q) ((v) & ~((q) - 1))
+#define SKC_ROUND_UP_POW2(v,q) SKC_ROUND_DOWN_POW2((v) + (q) - 1,q)
+
+//
+//
+//
+
+#if !defined(__OPENCL_C_VERSION__)
+
+#define SKC_STATIC_ASSERT(p) static_assert((p),#p)
+
+#else
+
+#define SKC_STATIC_ASSERT(p)
+
+#endif
+
+//
+// Returns 1-based bit position of MSB
+//
+
+#define SKC_MSB_4(x,n) (((x>>(n-0))&1)+((x>>(n-1))&1)+((x>>(n-2))&1)+((x>>(n-3))&1))
+#define SKC_MSB_7654(x) SKC_MSB_4(x,31)+SKC_MSB_4(x,27)+SKC_MSB_4(x,23)+SKC_MSB_4(x,19)
+#define SKC_MSB_3210(x) SKC_MSB_4(x,15)+SKC_MSB_4(x,11)+SKC_MSB_4(x, 7)+SKC_MSB_4(x, 3)
+#define SKC_MSB_U32(x) ( SKC_MSB_7654(((skc_uint)x)) + SKC_MSB_3210(((skc_uint)x)) )
+
+//
+// FIXME -- handle other compilers besides MSVC/x86
+//
+
+#define SKC_LZCNT_32(v) __lzcnt(v)
+
+//
+//
+//
+
+#endif
+
diff --git a/src/compute/skc/main.c b/src/compute/skc/main.c
new file mode 100644
index 0000000..ad18b29
--- /dev/null
+++ b/src/compute/skc/main.c
@@ -0,0 +1,277 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSVG_DOC-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <glad/glad.h>
+#include <GLFW/glfw3.h>
+
+//
+//
+//
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <conio.h>
+
+#include "svg/svg_doc.h"
+#include "svg2skc/svg2skc.h"
+#include "svg2skc/transform_stack.h"
+
+//
+//
+//
+
+#include <CL/opencl.h>
+#include "interop.h"
+
+//
+//
+//
+
+void
+skc_runtime_cl_12_debug(struct skc_context * const context);
+
+//
+//
+//
+
+
+
+//
+//
+//
+
+static
+void
+is_render_complete(skc_surface_t surface,
+ skc_styling_t styling,
+ skc_composition_t composition,
+ bool * quit)
+{
+ *quit = true;
+}
+
+//
+//
+//
+
+int
+main(int argc, char** argv)
+{
+ //
+ //
+ //
+ if (argc <= 1)
+ {
+ fprintf(stderr,"-- missing filename\n");
+ return EXIT_FAILURE; // no filename
+ }
+
+ //
+ // load test file
+ //
+ // #include "test/lion.inl"
+
+ struct svg_doc * svg_doc = svg_doc_parse(argv[1],false);
+
+ fprintf(stderr,"p/r/l = %u / %u / %u\n",
+ svg_doc_path_count(svg_doc),
+ svg_doc_raster_count(svg_doc),
+ svg_doc_layer_count(svg_doc));
+
+ //
+ // fire up GL
+ //
+ GLFWwindow * window;
+
+ skc_interop_init(&window);
+
+ //
+ // get GL and device contexts
+ //
+ HGLRC hGLRC = wglGetCurrentContext();
+ HDC hDC = wglGetCurrentDC();
+
+ //
+ //
+ //
+ cl_context_properties context_properties[] =
+ {
+ CL_CONTEXT_PLATFORM, (cl_context_properties)-1,
+ CL_GL_CONTEXT_KHR, (cl_context_properties)hGLRC,
+ CL_WGL_HDC_KHR, (cl_context_properties)hDC,
+ 0
+ };
+
+ //
+ // create context
+ //
+ skc_context_t context;
+
+ skc_err err = skc_context_create(&context,"Intel","Graphics",context_properties);
+
+ //
+ // associate
+ //
+ skc_interop_register(context);
+
+ //
+ // create path builder
+ //
+ skc_path_builder_t path_builder;
+
+ err = skc_path_builder_create(context,&path_builder);
+
+ //
+ // create raster builder
+ //
+ skc_raster_builder_t raster_builder;
+
+ err = skc_raster_builder_create(context,&raster_builder);
+
+ //
+ // create a composition
+ //
+ skc_composition_t composition;
+
+ err = skc_composition_create(context,&composition);
+
+ //
+ // create a styling instance
+ //
+ skc_styling_t styling;
+
+ err = skc_styling_create(context,
+ &styling,
+ svg_doc_layer_count(svg_doc),
+ 1000,
+ 2 * 1024 * 1024);
+
+ //
+ // create a surface
+ //
+ skc_surface_t surface;
+
+ err = skc_surface_create(context,&surface);
+
+ //
+ // create a transform stack
+ //
+ struct skc_transform_stack * ts = skc_transform_stack_create(32);
+
+ // prime the transform stack with subpixel scale
+ skc_transform_stack_push_scale(ts,32.0,32.0);
+
+ //
+ // rasterize, render and reclaim svg until escape
+ //
+ while (!glfwWindowShouldClose(window))
+ {
+ // save stack
+ uint32_t const ts_save = skc_transform_stack_save(ts);
+
+ // poll glfw
+ skc_interop_poll(window,ts);
+
+ // decode paths
+ skc_path_t * paths = svg_doc_paths_decode(svg_doc,path_builder);
+
+ // decode rasters
+ skc_raster_t * rasters = svg_doc_rasters_decode(svg_doc,ts,paths,raster_builder);
+
+ // restore the transform stack
+ skc_transform_stack_restore(ts,ts_save);
+
+ // decode layers -- places rasters
+ svg_doc_layers_decode(svg_doc,rasters,composition,styling,true/*is_srgb*/);
+
+ // seal the composition
+ skc_composition_seal(composition);
+
+ bool quit = false;
+ uint32_t const clip[] = { 0, 0, 65535, 65535 }; // tile clip is <= 9 bits (512)
+
+ // render the styled composition to the surface
+ skc_surface_render(surface,clip,styling,composition,
+ is_render_complete,&quit,
+ skc_interop_get_fb(window));
+
+ // release the paths
+ svg_doc_paths_release(svg_doc,paths,context);
+
+ // rasters have been released
+ svg_doc_rasters_release(svg_doc,rasters,context);
+
+ // spin until framebuffer is rendered
+ while (!quit) {
+ // fprintf(stderr,"WAITING ON: !quit\n");
+ skc_context_wait(context);
+ }
+
+ // blit and swap
+ skc_interop_blit(window);
+
+ // print out some useful debug info
+ skc_runtime_cl_12_debug(context);
+
+ // rewind the doc
+ svg_doc_rewind(svg_doc);
+
+ //
+ // I don't like this being here
+ //
+ float const rgba[4] = { 1.0f, 1.0f, 1.0f, 1.0f };
+ uint32_t rect[4] = { 0 };
+
+ skc_interop_get_dim(rect+2);
+
+ skc_surface_clear(surface,rgba,rect,
+ skc_interop_get_fb(window));
+
+ // exit(EXIT_SUCCESS);
+
+ // reset styling
+ skc_styling_reset(styling);
+
+ // unseal the composition
+ skc_composition_unseal(composition,true);
+ }
+
+ //
+ // dispose of mundane resources
+ //
+ skc_transform_stack_release(ts);
+
+ //
+ // dispose of all SKC resources
+ //
+ err = skc_surface_release(surface);
+ err = skc_styling_release(styling);
+ err = skc_composition_release(composition);
+ err = skc_raster_builder_release(raster_builder);
+ err = skc_path_builder_release(path_builder);
+ err = skc_context_release(context);
+
+ //
+ // GLFW CLEANUP
+ //
+ glfwDestroyWindow(window);
+ glfwTerminate();
+
+ //
+ //
+ //
+ return EXIT_SUCCESS;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/make_all.bat b/src/compute/skc/make_all.bat
new file mode 100644
index 0000000..4772cc7
--- /dev/null
+++ b/src/compute/skc/make_all.bat
@@ -0,0 +1,15 @@
+@ECHO OFF
+
+CMD /C make_inl_cl.bat block_pool_init.cl
+CMD /C make_inl_cl.bat fills_expand.cl
+CMD /C make_inl_cl.bat paths_copy.cl
+CMD /C make_inl_cl.bat rasterize.cl
+CMD /C make_inl_cl.bat segment_ttrk.cl
+CMD /C make_inl_cl.bat rasters_alloc.cl
+CMD /C make_inl_cl.bat prefix.cl
+CMD /C make_inl_cl.bat place.cl
+CMD /C make_inl_cl.bat segment_ttck.cl
+CMD /C make_inl_cl.bat render.cl
+CMD /C make_inl_cl.bat paths_reclaim.cl
+CMD /C make_inl_cl.bat rasters_reclaim.cl
+
diff --git a/src/compute/skc/make_inl_cl.bat b/src/compute/skc/make_inl_cl.bat
new file mode 100644
index 0000000..777a5f3
--- /dev/null
+++ b/src/compute/skc/make_inl_cl.bat
@@ -0,0 +1,72 @@
+@ECHO OFF
+
+SET OPENCL_STD=-cl-std=CL1.2
+SET OPENCL_PRE=__OPENCL_C_VERSION__=120
+
+:: OPENCL_STD=-cl-std=CL2.0
+:: OPENCL_PRE=__OPENCL_C_VERSION__=200
+
+::
+::
+::
+
+SET IOC=ioc64
+
+::
+::
+::
+
+SET IOC_IR_OPTS_OPT=%OPENCL_STD% -cl-single-precision-constant -cl-denorms-are-zero -cl-mad-enable -cl-no-signed-zeros -cl-fast-relaxed-math -cl-kernel-arg-info
+
+SET IOC_IR_OPTS_DBG=%OPENCL_STD% -cl-kernel-arg-info -g
+
+SET IOC_IR_OPTS=%IOC_IR_OPTS_OPT%
+
+::
+::
+::
+
+SET PRE_DIR=%~p1
+
+CD %PRE_DIR%
+
+SET PRE_CL=%~n1
+SET PRE_CL=%PRE_CL%.pre.cl
+
+SET PRE_SRC_INL=%~n1
+SET PRE_SRC_INL=%PRE_SRC_INL%.pre.src.inl
+
+SET PRE_BIN_IR=%~n1
+SET PRE_BIN_IR=%PRE_BIN_IR%.pre.ir
+
+SET PRE_BIN_INL=%~n1
+SET PRE_BIN_INL=%PRE_BIN_INL%.pre.bin.inl
+
+::
+:: *.pre.cl
+:: *.pre.src.inl
+::
+
+CMD /C cl -I . -I .. -I "%INTELOCLSDKROOT%\include" -D %OPENCL_PRE% -EP %1 -P -Fi"%PRE_CL%"
+CMD /C clang-format -style=Mozilla -i %PRE_CL%
+CMD /C dos2unix -q %PRE_CL%
+CMD /C xxd -i %PRE_CL% %PRE_SRC_INL%
+
+echo %PRE_CL%
+echo %PRE_SRC_INL%
+
+::
+:: *.pre.cl
+:: *.pre.src.inl
+::
+
+CMD /C touch %PRE_BIN_IR%
+ECHO ON
+@CMD /C %IOC% -cmd=build -bo="%IOC_IR_OPTS%" -device=gpu -input=%PRE_CL% -ir=%PRE_BIN_IR%
+@ECHO OFF
+CMD /C xxd -i %PRE_BIN_IR% %PRE_BIN_INL%
+
+echo %PRE_BIN_IR%
+echo %PRE_BIN_INL%
+
+
diff --git a/src/compute/skc/path.h b/src/compute/skc/path.h
new file mode 100644
index 0000000..effcb05
--- /dev/null
+++ b/src/compute/skc/path.h
@@ -0,0 +1,115 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_PATH
+#define SKC_ONCE_PATH
+
+//
+//
+//
+
+#include "block.h"
+
+//
+//
+//
+
+union skc_path_header
+{
+ skc_uint4 u32v4;
+
+ struct {
+ skc_uint handle; // host handle
+ skc_uint blocks; // # of S-segment blocks in path
+ skc_uint nodes; // # of S-segment node blocks -- not including header
+ skc_uint prims; // # of path elements: lines, quads, cubics, rat-quads, rat-cubics
+ };
+};
+
+union skc_path_bounds
+{
+ skc_float4 f32v4;
+
+ struct {
+ skc_float x0;
+ skc_float y0;
+ skc_float x1;
+ skc_float y1;
+ };
+};
+
+//
+// This head structure aliases a block.
+//
+// Blocks are at least 16 words.
+//
+
+struct skc_path_head
+{
+ union skc_path_header header; // 4
+ union skc_path_bounds bounds; // 4
+ union skc_tagged_block_id tag_ids[]; // 8+ ids
+};
+
+#define SKC_PATH_HEAD_WORDS 8
+
+#define SKC_PATH_HEAD_OFFSET_HANDLE 0
+#define SKC_PATH_HEAD_OFFSET_BLOCKS 1
+#define SKC_PATH_HEAD_OFFSET_NODES 2
+#define SKC_PATH_HEAD_OFFSET_PRIMS 3
+
+#define SKC_PATH_HEAD_OFFSET_IDS 8
+
+#define SKC_PATH_HEAD_WORDS_CALC (sizeof(struct skc_path_head) / sizeof(skc_uint))
+#define SKC_PATH_HEAD_OFFSET_HANDLE_CALC (SKC_OFFSET_OF(struct skc_path_head,header.handle) / sizeof(skc_uint))
+#define SKC_PATH_HEAD_OFFSET_BLOCKS_CALC (SKC_OFFSET_OF(struct skc_path_head,header.blocks) / sizeof(skc_uint))
+#define SKC_PATH_HEAD_OFFSET_NODES_CALC (SKC_OFFSET_OF(struct skc_path_head,header.nodes) / sizeof(skc_uint))
+#define SKC_PATH_HEAD_OFFSET_PRIMS_CALC (SKC_OFFSET_OF(struct skc_path_head,header.prims) / sizeof(skc_uint))
+#define SKC_PATH_HEAD_OFFSET_IDS_CALC (SKC_OFFSET_OF(struct skc_path_head,tag_ids) / sizeof(skc_uint))
+
+//
+// NOT ALL OPENCL PREPROCESSORS ARE HAPPY WITH CALCULATING OFFSET_OF()
+//
+// - Intel ioc compiler failed in the past
+//
+
+#if !defined(__OPENCL_C_VERSION__)
+SKC_STATIC_ASSERT(SKC_PATH_HEAD_WORDS == SKC_PATH_HEAD_WORDS_CALC);
+SKC_STATIC_ASSERT(SKC_PATH_HEAD_OFFSET_HANDLE == SKC_PATH_HEAD_OFFSET_HANDLE_CALC);
+SKC_STATIC_ASSERT(SKC_PATH_HEAD_OFFSET_BLOCKS == SKC_PATH_HEAD_OFFSET_BLOCKS_CALC);
+SKC_STATIC_ASSERT(SKC_PATH_HEAD_OFFSET_NODES == SKC_PATH_HEAD_OFFSET_NODES_CALC);
+SKC_STATIC_ASSERT(SKC_PATH_HEAD_OFFSET_PRIMS == SKC_PATH_HEAD_OFFSET_PRIMS_CALC);
+SKC_STATIC_ASSERT(SKC_PATH_HEAD_OFFSET_IDS == SKC_PATH_HEAD_OFFSET_IDS_CALC);
+#endif
+
+//
+// This node structure aliases a block.
+//
+// Blocks are at least 16 words.
+//
+// The last word in the block points to the next block
+//
+// The tag indicating a 'next' pointer is zero.
+//
+
+#if !defined(__OPENCL_C_VERSION__)
+struct skc_path_node
+{
+ union skc_tagged_block_id tag_ids[];
+};
+#endif
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/path_builder.c b/src/compute/skc/path_builder.c
new file mode 100644
index 0000000..15372de
--- /dev/null
+++ b/src/compute/skc/path_builder.c
@@ -0,0 +1,272 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "path_builder.h"
+#include "context.h"
+
+//
+//
+//
+
+skc_err
+skc_path_builder_retain(skc_path_builder_t path_builder)
+{
+ ++path_builder->refcount;
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_path_builder_release(skc_path_builder_t path_builder)
+{
+ SKC_ASSERT_STATE_ASSERT(SKC_PATH_BUILDER_STATE_READY,path_builder);
+
+ path_builder->release(path_builder->impl);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+// PATH BODY
+//
+
+skc_err
+skc_path_begin(skc_path_builder_t path_builder)
+{
+ SKC_ASSERT_STATE_TRANSITION(SKC_PATH_BUILDER_STATE_READY,
+ SKC_PATH_BUILDER_STATE_BUILDING,
+ path_builder);
+
+ // init path builder counters
+ path_builder->line .rem = 0;
+ path_builder->quad .rem = 0;
+ path_builder->cubic.rem = 0;
+
+ // begin the path
+ path_builder->begin(path_builder->impl);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_path_end(skc_path_builder_t path_builder, skc_path_t * path)
+{
+ SKC_ASSERT_STATE_TRANSITION(SKC_PATH_BUILDER_STATE_BUILDING,
+ SKC_PATH_BUILDER_STATE_READY,
+ path_builder);
+
+ // update path header with proper counts
+ path_builder->end(path_builder->impl,path);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+// PATH SEGMENT OPS
+//
+
+static
+void
+skc_path_move_to_1(skc_path_builder_t path_builder,
+ float x0, float y0)
+{
+ path_builder->curr[0].x = x0;
+ path_builder->curr[0].y = y0;
+ path_builder->curr[1].x = x0;
+ path_builder->curr[1].y = y0;
+}
+
+static
+void
+skc_path_move_to_2(skc_path_builder_t path_builder,
+ float x0, float y0,
+ float x1, float y1)
+{
+ path_builder->curr[0].x = x0;
+ path_builder->curr[0].y = y0;
+ path_builder->curr[1].x = x1;
+ path_builder->curr[1].y = y1;
+}
+
+skc_err
+skc_path_move_to(skc_path_builder_t path_builder,
+ float x0, float y0)
+{
+ skc_path_move_to_1(path_builder,x0,y0);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_path_close(skc_path_builder_t path_builder)
+{
+ //
+ // FIXME -- CLARIFY WHY SUBTLE AUTO-CLOSE BEHAVIORS _DON'T BELONG_
+ // IN THE SKIA COMPUTE LAYER
+ //
+ // OR, BETTER YET, GET RID OF THIS FUNC ENTIRELY
+ //
+ return SKC_ERR_NOT_IMPLEMENTED;
+}
+
+skc_err
+skc_path_line_to(skc_path_builder_t path_builder,
+ float x1, float y1)
+{
+ if (path_builder->line.rem == 0) {
+ path_builder->new_line(path_builder->impl);
+ }
+
+ --path_builder->line.rem;
+
+ *path_builder->line.coords[0]++ = path_builder->curr[0].x;
+ *path_builder->line.coords[1]++ = path_builder->curr[0].y;
+ *path_builder->line.coords[2]++ = x1;
+ *path_builder->line.coords[3]++ = y1;
+
+ skc_path_move_to_1(path_builder,x1,y1);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_path_quad_to(skc_path_builder_t path_builder,
+ float x1, float y1,
+ float x2, float y2)
+{
+ if (path_builder->quad.rem == 0) {
+ path_builder->new_quad(path_builder->impl);
+ }
+
+ --path_builder->quad.rem;
+
+ *path_builder->quad.coords[0]++ = path_builder->curr[0].x;
+ *path_builder->quad.coords[1]++ = path_builder->curr[0].y;
+ *path_builder->quad.coords[2]++ = x1;
+ *path_builder->quad.coords[3]++ = y1;
+ *path_builder->quad.coords[4]++ = x2;
+ *path_builder->quad.coords[5]++ = y2;
+
+ skc_path_move_to_2(path_builder,x2,y2,x1,y1);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_path_quad_smooth_to(skc_path_builder_t path_builder,
+ float x2, float y2)
+{
+ float const x1 = path_builder->curr[0].x * 2.0f - path_builder->curr[1].x;
+ float const y1 = path_builder->curr[0].y * 2.0f - path_builder->curr[1].y;
+
+ return skc_path_quad_to(path_builder,x1,y1,x2,y2);
+}
+
+skc_err
+skc_path_cubic_to(skc_path_builder_t path_builder,
+ float x1, float y1,
+ float x2, float y2,
+ float x3, float y3)
+{
+ if (path_builder->cubic.rem == 0) {
+ path_builder->new_cubic(path_builder->impl);
+ }
+
+ --path_builder->cubic.rem;
+
+ *path_builder->cubic.coords[0]++ = path_builder->curr[0].x;
+ *path_builder->cubic.coords[1]++ = path_builder->curr[0].y;
+ *path_builder->cubic.coords[2]++ = x1;
+ *path_builder->cubic.coords[3]++ = y1;
+ *path_builder->cubic.coords[4]++ = x2;
+ *path_builder->cubic.coords[5]++ = y2;
+ *path_builder->cubic.coords[6]++ = x3;
+ *path_builder->cubic.coords[7]++ = y3;
+
+ skc_path_move_to_2(path_builder,x3,y3,x2,y2);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_path_cubic_smooth_to(skc_path_builder_t path_builder,
+ float x2, float y2,
+ float x3, float y3)
+{
+ float const x1 = path_builder->curr[0].x * 2.0f - path_builder->curr[1].x;
+ float const y1 = path_builder->curr[0].y * 2.0f - path_builder->curr[1].y;
+
+ return skc_path_cubic_to(path_builder,x1,y1,x2,y2,x3,y3);
+}
+
+//
+// FIXME -- add rational quad and cubic support and move primitives
+// like ellipse into an adapter. They do *not* belong in the core API.
+//
+
+skc_err
+skc_path_ellipse(skc_path_builder_t path_builder,
+ float cx, float cy,
+ float rx, float ry)
+{
+ //
+ // FIXME -- we can implement this with rationals later...
+ //
+
+ //
+ // Approximate a circle with 4 cubics:
+ //
+ // http://en.wikipedia.org/wiki/B%C3%A9zier_spline#Approximating_circular_arcs
+ //
+ skc_path_move_to_1(path_builder, cx, cy + ry);
+
+#define KAPPA_FLOAT 0.55228474983079339840f // moar digits!
+
+ float const kx = rx * KAPPA_FLOAT;
+ float const ky = ry * KAPPA_FLOAT;
+
+ skc_err err;
+
+ err = skc_path_cubic_to(path_builder,
+ cx + kx, cy + ry,
+ cx + rx, cy + ky,
+ cx + rx, cy);
+
+ if (err)
+ return err;
+
+ err = skc_path_cubic_to(path_builder,
+ cx + rx, cy - ky,
+ cx + kx, cy - ry,
+ cx, cy - ry);
+
+ if (err)
+ return err;
+
+ err = skc_path_cubic_to(path_builder,
+ cx - kx, cy - ry,
+ cx - rx, cy - ky,
+ cx - rx, cy);
+
+ if (err)
+ return err;
+
+ err = skc_path_cubic_to(path_builder,
+ cx - rx, cy + ky,
+ cx - kx, cy + ry,
+ cx, cy + ry);
+ return err;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/path_builder.h b/src/compute/skc/path_builder.h
new file mode 100644
index 0000000..c8e36df
--- /dev/null
+++ b/src/compute/skc/path_builder.h
@@ -0,0 +1,85 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+#include "assert_state.h"
+
+//
+//
+//
+
+typedef enum skc_path_builder_state_e {
+
+ SKC_PATH_BUILDER_STATE_READY,
+ SKC_PATH_BUILDER_STATE_BUILDING
+
+} skc_path_builder_state_e;
+
+//
+// FIXME -- we might be able to bury more of this in the impl
+//
+
+struct skc_coords_rem_count_line
+{
+ skc_uint rem;
+ skc_float * coords[4];
+};
+
+struct skc_coords_rem_count_quad
+{
+ skc_uint rem;
+ skc_float * coords[6];
+};
+
+struct skc_coords_rem_count_cubic
+{
+ skc_uint rem;
+ skc_float * coords[8];
+};
+
+//
+//
+//
+
+struct skc_path_builder
+{
+ struct skc_context * context;
+
+ struct skc_path_builder_impl * impl;
+
+ void (* begin )(struct skc_path_builder_impl * const impl);
+ void (* end )(struct skc_path_builder_impl * const impl, skc_path_t * const path);
+ void (* new_line )(struct skc_path_builder_impl * const impl);
+ void (* new_quad )(struct skc_path_builder_impl * const impl);
+ void (* new_cubic)(struct skc_path_builder_impl * const impl);
+ void (* release )(struct skc_path_builder_impl * const impl);
+
+ struct skc_coords_rem_count_line line;
+ struct skc_coords_rem_count_quad quad;
+ struct skc_coords_rem_count_cubic cubic;
+
+ struct {
+ float x;
+ float y;
+ } curr[2];
+
+ skc_uint refcount;
+
+ SKC_ASSERT_STATE_DECLARE(skc_path_builder_state_e);
+};
+
+//
+//
+//
+
diff --git a/src/compute/skc/path_builder_cl_12.c b/src/compute/skc/path_builder_cl_12.c
new file mode 100644
index 0000000..e915dff
--- /dev/null
+++ b/src/compute/skc/path_builder_cl_12.c
@@ -0,0 +1,1443 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stddef.h>
+#include <stdlib.h>
+#include <string.h>
+#include <float.h>
+#include <stdio.h>
+
+#include "common/cl/assert_cl.h"
+
+#include "context.h"
+#include "handle.h"
+#include "grid.h"
+#include "path.h"
+#include "path_builder.h"
+
+#include "config_cl.h"
+#include "export_cl_12.h"
+#include "runtime_cl_12.h"
+#include "path_builder_cl_12.h"
+
+//
+// OpenCL 1.2 devices support mapping of buffers into the host address
+// space.
+//
+// Mapped buffers must be aligned on MIN_DATA_TYPE_ALIGN_SIZE bit
+// boundary (e.g. 128 bytes). This complicates coordinating sharing
+// of data between the host and the device.
+//
+// Some OpenCL 2.0 devices support fine-grained shared virtual memory
+// pointers with byte-addressing and allow simpler coordination
+// strategies at the cost of maintaining cache coherency.
+//
+// The path builder is focused on moving bulk path data from the host
+// into the device-managed "block" memory pool and arranging it into a
+// SIMT/SIMD-friendly data structure that can be efficiently read by
+// the rasterizer.
+//
+// Note that one simplifying assumption is that the maximum length of
+// a *single* path can't be larger than what fits in the single extent
+// (which is split into M subbuffers). This would be a very long path
+// and a legitimate size limitation.
+//
+// For some systems, it may be appropriate to never pull path data
+// into the device-managed block pool and instead present the path
+// data to the device in a temporarily available allocated memory
+// "zone" of paths that can be discarded all at once.
+//
+// For other systems, it may be appropriate to simply copy the path
+// data from host to device.
+//
+// But the majority of OpenCL (and VK, MTL, DX12) devices we'll be
+// targeting support basic map/unmap functionality similar to OpenCL
+// 1.2. Furthermore, not all OpenCL 2.0 devices support fine-grained
+// sharing of memory and still require a map/unmap step... but note
+// that they all support byte-aligned mapping and subbuffers.
+//
+// The general strategy that this particular CL_12 implementation uses
+// is to allocate a large mappable bulk-data path buffer and an
+// auxilary mappable command buffer.
+//
+// The buffers are split into a reasonable number of properly aligned
+// subbuffers to enable simultaneous host and device access.
+//
+
+//
+// Blocks:
+// 1 extent
+// M mapped subbuffers (configurable) to allow for concurrency
+//
+// Commands:
+// 1 extent
+// M mapped subbuffers (configurable) to allow for concurrency
+//
+// Spans:
+// M hi/lo structures
+//
+// { cl_sub, void*, event, base }
+//
+// - size of sub buffer
+// - remaining
+//
+// - counts
+//
+
+//
+// For any kernel launch, at most one path will be discontiguous and
+// defined across two sub-buffers.
+//
+// Nodes are updated locally until full and then stored so they will
+// never be incomplete. Headers are stored locally until the path is
+// ended so they will never be incomplete.
+//
+// A line, quad or cubic acquires 4/6/8 segments which may be spread
+// across one or more congtiguous blocks.
+//
+// If a flush() occurs then the remaining columns of multi-segment
+// paths are initialized with zero-length line, quad, cubic elements.
+//
+// Every block's command word has a type and a count acquired from a
+// rolling counter.
+//
+// The kernel is passed two spans of blocks { base, count } to
+// process. The grid is must process (lo.count + hi.count) blocks.
+//
+
+struct skc_subbuffer_blocks
+{
+ cl_mem device;
+ void * host;
+};
+
+struct skc_subbuffer_cmds
+{
+ cl_mem device;
+ void * host;
+ cl_event map;
+};
+
+//
+// ringdex is an index with range [0, blocks-per-subbuf * subbufs-per-buffer )
+//
+
+typedef skc_uint skc_ringdex_t;
+
+union skc_ringdex_expand
+{
+ div_t qr;
+
+ struct {
+#ifndef SKC_DIV_REM_BEFORE_QUOT // offsetof(div_t,quot) != 0
+ skc_uint subbuf;
+ skc_uint block;
+#else
+ skc_uint block;
+ skc_uint subbuf;
+#endif
+ };
+};
+
+//
+// this record is executed by the grid
+//
+
+struct skc_release_record
+{
+ struct skc_path_builder_impl * impl; // back pointer to impl
+
+ skc_grid_t grid; // pointer to scheduled grid
+
+ skc_uint from; // inclusive starting index : [from,to)
+ skc_uint to; // non-inclusive ending index : [from,to)
+};
+
+//
+//
+//
+
+struct skc_path_builder_impl
+{
+ struct skc_path_builder * path_builder;
+
+ struct skc_runtime * runtime;
+
+ cl_command_queue cq;
+
+ struct {
+ cl_kernel alloc;
+ cl_kernel copy;
+ } kernels;
+
+ //
+ // FIXME -- make this pointer to constant config
+ //
+ // vvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvv
+ struct {
+ skc_uint subbufs; // how many subbufs in the buffer?
+
+ struct {
+ skc_uint buffer; // how many blocks in the buffer?
+ skc_uint subbuf; // how many blocks in a subbuf?
+ } blocks_per;
+ } ring;
+ //
+ // ^^^^^^^^^^^ don't duplicate these constants ^^^^^^^^^^^^^^^^^^
+ //
+
+ struct {
+ cl_mem buffer; // backing buffer for blocks
+ struct skc_subbuffer_blocks * subbufs; // array of structures
+ } blocks;
+
+ struct {
+ cl_mem buffer; // backing buffer for commands
+ struct skc_subbuffer_cmds * subbufs; // array of structures
+ } cmds;
+
+ struct {
+ struct skc_release_record * records; // max release records is equal to max subbufs
+ skc_path_t * paths; // max paths is less than or equal to max commands
+ } release;
+
+ cl_mem reads; // each kernel only requires one word to store the block pool "base"
+
+ struct {
+ skc_uint rolling; // rolling counter used by cmds to map to block pool alloc
+ skc_ringdex_t from;
+ skc_ringdex_t to;
+ } prev;
+
+ struct {
+ skc_ringdex_t from;
+ skc_ringdex_t to;
+ } curr;
+
+ struct {
+ struct skc_path_head * head; // pointer to local path header -- not written until path end
+ struct skc_path_node * node; // pointer to local node -- may alias head until head is full
+
+ struct {
+ skc_uint rolling; // rolling counter of wip node -- valid after one node is allocated
+ union skc_tagged_block_id * next; // next slot in node -- may initially point to head.ids
+ skc_uint rem; // how many id slots left in node block
+ } ids;
+
+ struct {
+ skc_uint rem; // how many subblocks left in block?
+ skc_uint rolling; // rolling counter of block of subblocks
+ float * next; // next subblock in current subblock block
+ skc_uint idx; // index of next subblock
+ } subblocks;
+
+ struct {
+ skc_uint one; // .block = 1
+ skc_uint next; // rolling counter used by cmds to map to block pool alloc
+ } rolling;
+
+ skc_ringdex_t to; // ringdex of _next_available_ command/block in ring -- FIXME -- should be current
+ } wip;
+};
+
+//
+// FIXME -- move to a pow2 subbuffer size and dispense with division
+// and modulo operations
+//
+
+static
+union skc_ringdex_expand
+skc_ringdex_expand(struct skc_path_builder_impl * const impl,
+ skc_ringdex_t const ringdex)
+{
+ return (union skc_ringdex_expand){
+ .qr = div(ringdex,impl->ring.blocks_per.subbuf)
+ };
+}
+
+static
+void
+skc_ringdex_wip_to_block_inc(struct skc_path_builder_impl * const impl)
+{
+ //
+ // FIXME - which is faster?
+ //
+#if 1
+ impl->wip.to = (impl->wip.to + 1) % impl->ring.blocks_per.buffer;
+#else
+ impl->wip.to -= (impl->wip.to < impl->ring.blocks_per.buffer) ? -1 : impl->wip.to;
+#endif
+
+ // this path is too long -- for now assert() and die
+ assert(impl->wip.to != impl->curr.from);
+}
+
+static
+skc_ringdex_t
+skc_ringdex_span(struct skc_path_builder_impl * const impl,
+ skc_ringdex_t const from,
+ skc_ringdex_t const to)
+{
+ return (to - from) % impl->ring.blocks_per.buffer;
+}
+
+static
+void
+skc_ringdex_wip_to_subbuf_inc(struct skc_path_builder_impl * const impl)
+{
+ union skc_ringdex_expand const to = skc_ringdex_expand(impl,impl->wip.to);
+
+ // nothing to do if this is the first block in the subbuf
+ if (to.block == 0)
+ return;
+
+ skc_uint const new_subbuf = (to.subbuf + 1) % impl->ring.subbufs;
+
+ // otherwise increment and mod
+ impl->wip.to = new_subbuf * impl->ring.blocks_per.subbuf;
+}
+
+static
+skc_bool
+skc_ringdex_curr_is_equal(struct skc_path_builder_impl * const impl)
+{
+ return impl->curr.from == impl->curr.to;
+}
+
+static
+skc_bool
+skc_ringdex_prev_is_equal(struct skc_path_builder_impl * const impl)
+{
+ return impl->prev.from == impl->prev.to;
+}
+
+static
+skc_uint
+skc_ringdex_dont_map_last(struct skc_path_builder_impl * const impl,
+ skc_uint const to_block)
+{
+ // no blocks acquired OR this is last block in subbuf
+ return !((impl->wip.to == impl->curr.to) || (to_block == 0));
+}
+
+//
+//
+//
+
+static
+struct skc_release_record *
+skc_release_curr(struct skc_path_builder_impl * const impl)
+{
+ union skc_ringdex_expand curr_from = skc_ringdex_expand(impl,impl->curr.from);
+
+ return impl->release.records + curr_from.subbuf;
+}
+
+//
+// FIXME -- get rid of all distant config references -- grab them at all at creation time
+//
+
+static
+void
+skc_path_builder_pfn_begin(struct skc_path_builder_impl * const impl)
+{
+ // init header counters // { handle, blocks, nodes, prims }
+ impl->wip.head->header = (union skc_path_header){
+ .handle = 0,
+ .blocks = 0,
+ .nodes = 0,
+ .prims = 0
+ };
+
+ // FIXME -- BOUNDS SHOULD USE SIMD4 TRICK AND NEGATE ONE OF THE CORNERS
+ impl->wip.head->bounds = (union skc_path_bounds){ +FLT_MIN, +FLT_MIN, -FLT_MIN, -FLT_MIN };
+
+ // point wip ids at local head node
+ impl->wip.ids.next = impl->wip.head->tag_ids; // point to local head node
+ impl->wip.ids.rem = impl->runtime->config->block.words - SKC_PATH_HEAD_WORDS; // FIXME -- save this constant somewhere
+
+ // start with no subblocks
+ impl->wip.subblocks.rem = 0;
+}
+
+//
+//
+//
+
+static
+void
+skc_path_builder_impl_finalize_node(struct skc_path_builder_impl * const impl)
+{
+#if 1
+ //
+ // FIXME -- a Duff's device might be optimal here but would have to
+ // be customized per device since node's could be 16-128+ words
+ //
+ while (impl->wip.ids.rem > 0)
+ {
+ impl->wip.ids.rem -= 1;
+ impl->wip.ids.next->u32 = SKC_TAGGED_BLOCK_ID_INVALID;
+ impl->wip.ids.next += 1;
+ }
+#else
+ memset(&impl->wip.ids.next->u32,
+ SKC_TAGGED_BLOCK_ID_INVALID, // 0xFF
+ sizeof(impl->wip.ids.next->u32) * impl->wip.ids.rem);
+
+ impl->wip.ids.next += impl->wip.ids.rem;
+ impl->wip.ids.rem = 0;
+#endif
+}
+
+//
+//
+//
+
+static
+void
+skc_zero_float(skc_float * p, skc_uint rem)
+{
+ memset(p,0,sizeof(*p)*rem);
+}
+
+static
+void
+skc_path_builder_finalize_subblocks(struct skc_path_builder * const path_builder)
+{
+ //
+ // FIXME -- it might be more performant to zero the remaining
+ // columns in a subblock -- a subblock at a time -- instead of the
+ // same column across all the subblocks
+ //
+#if 0
+ while (path_builder->line.rem > 0)
+ {
+ --path_builder->line.rem;
+
+ *path_builder->line.coords[0]++ = 0.0f;
+ *path_builder->line.coords[1]++ = 0.0f;
+ *path_builder->line.coords[2]++ = 0.0f;
+ *path_builder->line.coords[3]++ = 0.0f;
+ }
+
+ while (path_builder->quad.rem > 0)
+ {
+ --path_builder->quad.rem;
+
+ *path_builder->line.coords[0]++ = 0.0f;
+ *path_builder->line.coords[1]++ = 0.0f;
+ *path_builder->line.coords[2]++ = 0.0f;
+ *path_builder->line.coords[3]++ = 0.0f;
+ *path_builder->line.coords[4]++ = 0.0f;
+ *path_builder->line.coords[5]++ = 0.0f;
+ }
+
+ while (path_builder->cubic.rem > 0)
+ {
+ --path_builder->cubic.rem;
+
+ *path_builder->line.coords[0]++ = 0.0f;
+ *path_builder->line.coords[1]++ = 0.0f;
+ *path_builder->line.coords[2]++ = 0.0f;
+ *path_builder->line.coords[3]++ = 0.0f;
+ *path_builder->line.coords[4]++ = 0.0f;
+ *path_builder->line.coords[5]++ = 0.0f;
+ *path_builder->line.coords[6]++ = 0.0f;
+ *path_builder->line.coords[7]++ = 0.0f;
+ }
+#else
+ if (path_builder->line.rem > 0)
+ {
+ skc_zero_float(path_builder->line.coords[0],path_builder->line.rem);
+ skc_zero_float(path_builder->line.coords[1],path_builder->line.rem);
+ skc_zero_float(path_builder->line.coords[2],path_builder->line.rem);
+ skc_zero_float(path_builder->line.coords[3],path_builder->line.rem);
+
+ path_builder->line.rem = 0;
+ }
+
+ if (path_builder->quad.rem > 0)
+ {
+ skc_zero_float(path_builder->quad.coords[0],path_builder->quad.rem);
+ skc_zero_float(path_builder->quad.coords[1],path_builder->quad.rem);
+ skc_zero_float(path_builder->quad.coords[2],path_builder->quad.rem);
+ skc_zero_float(path_builder->quad.coords[3],path_builder->quad.rem);
+ skc_zero_float(path_builder->quad.coords[4],path_builder->quad.rem);
+ skc_zero_float(path_builder->quad.coords[5],path_builder->quad.rem);
+
+ path_builder->quad.rem = 0;
+ }
+
+ if (path_builder->cubic.rem > 0)
+ {
+ skc_zero_float(path_builder->cubic.coords[0],path_builder->cubic.rem);
+ skc_zero_float(path_builder->cubic.coords[1],path_builder->cubic.rem);
+ skc_zero_float(path_builder->cubic.coords[2],path_builder->cubic.rem);
+ skc_zero_float(path_builder->cubic.coords[3],path_builder->cubic.rem);
+ skc_zero_float(path_builder->cubic.coords[4],path_builder->cubic.rem);
+ skc_zero_float(path_builder->cubic.coords[5],path_builder->cubic.rem);
+ skc_zero_float(path_builder->cubic.coords[6],path_builder->cubic.rem);
+ skc_zero_float(path_builder->cubic.coords[7],path_builder->cubic.rem);
+
+ path_builder->cubic.rem = 0;
+ }
+#endif
+}
+
+//
+//
+//
+
+static
+void
+skc_path_builder_impl_unmap(struct skc_path_builder_impl * const impl,
+ skc_uint from,
+ skc_uint to)
+{
+ // to might be out of range
+ to = to % impl->ring.subbufs;
+
+#if 0
+ fprintf(stderr,"unmap: [%2u,%2u)\n",from,to);
+#endif
+
+ while (from != to) // 'to' might be out of range
+ {
+ // bring 'from' back in range
+ from = from % impl->ring.subbufs;
+
+ struct skc_subbuffer_blocks * const blocks = impl->blocks.subbufs + from;
+ struct skc_subbuffer_cmds * const cmds = impl->cmds .subbufs + from;
+
+ cl(EnqueueUnmapMemObject(impl->cq,
+ blocks->device,
+ blocks->host,
+ 0,NULL,NULL));
+
+ cl(EnqueueUnmapMemObject(impl->cq,
+ cmds->device,
+ cmds->host,
+ 0,NULL,NULL));
+
+ // bring from back in range
+ from = ++from % impl->ring.subbufs;
+ }
+}
+
+//
+// FIXME -- reuse this in create()
+//
+
+static
+void
+skc_path_builder_impl_map(struct skc_path_builder_impl * const impl,
+ skc_uint from,
+ skc_uint to)
+{
+ // to might be out of range
+ to = to % impl->ring.subbufs;
+
+#if 0
+ fprintf(stderr," map: [%2u,%2u)\n",from,to);
+#endif
+
+ while (from != to)
+ {
+ cl_int cl_err;
+
+ struct skc_subbuffer_blocks * const blocks = impl->blocks.subbufs + from;
+ struct skc_subbuffer_cmds * const cmds = impl->cmds .subbufs + from;
+
+ blocks->host = clEnqueueMapBuffer(impl->cq,
+ blocks->device,
+ CL_FALSE,
+ CL_MAP_WRITE_INVALIDATE_REGION,
+ 0,impl->runtime->config->paths_copy.block.subbuf,
+ 0,NULL,NULL,
+ &cl_err); cl_ok(cl_err);
+
+ cl(ReleaseEvent(cmds->map));
+
+ cmds->host = clEnqueueMapBuffer(impl->cq,
+ cmds->device,
+ CL_FALSE,
+ CL_MAP_WRITE_INVALIDATE_REGION,
+ 0,impl->runtime->config->paths_copy.command.subbuf,
+ 0,NULL,&cmds->map,
+ &cl_err); cl_ok(cl_err);
+
+ // bring from back in range
+ from = ++from % impl->ring.subbufs;
+ }
+ //
+ // FIXME -- when we switch to out of order queues we'll need a barrier here
+ //
+}
+
+//
+//
+//
+
+static
+void
+skc_path_builder_release_dispose(struct skc_release_record * const release,
+ struct skc_path_builder_impl * const impl)
+{
+ struct skc_runtime * runtime = impl->runtime;
+
+ if (release->from <= release->to) // no wrap
+ {
+ skc_path_t const * paths = impl->release.paths + release->from;
+ skc_uint count = release->to - release->from;
+
+ skc_grid_deps_unmap(runtime->deps,paths,count);
+ skc_runtime_path_device_release(runtime,paths,count);
+ }
+ else // from > to implies wrap
+ {
+ skc_path_t const * paths_lo = impl->release.paths + release->from;
+ skc_uint count_lo = impl->ring.blocks_per.buffer - release->from;
+
+ skc_grid_deps_unmap(runtime->deps,paths_lo,count_lo);
+ skc_runtime_path_device_release(runtime,paths_lo,count_lo);
+
+ skc_grid_deps_unmap(runtime->deps,impl->release.paths,release->to);
+ skc_runtime_path_device_release(runtime,impl->release.paths,release->to);
+ }
+
+ release->to = release->from;
+}
+
+static
+void
+skc_path_builder_grid_pfn_dispose(skc_grid_t const grid)
+{
+ struct skc_release_record * const release = skc_grid_get_data(grid);
+ struct skc_path_builder_impl * const impl = release->impl;
+
+ skc_path_builder_release_dispose(release,impl);
+}
+
+static
+void
+// skc_path_builder_complete(struct skc_release_record * const release)
+skc_path_builder_complete(skc_grid_t grid)
+{
+ //
+ // notify deps that this grid is complete enough for other grids to
+ // proceed
+ //
+ // the path builder still has some cleanup to do before all its
+ // resources can be reused
+ //
+ skc_grid_complete(grid);
+}
+
+static
+void
+skc_path_builder_paths_copy_cb(cl_event event, cl_int status, skc_grid_t grid)
+{
+ SKC_CL_CB(status);
+
+ struct skc_release_record * const release = skc_grid_get_data(grid);
+
+ SKC_SCHEDULER_SCHEDULE(release->impl->runtime->scheduler,skc_path_builder_complete,grid);
+}
+
+//
+//
+//
+
+static
+void
+skc_path_builder_grid_pfn_waiting(skc_grid_t const grid)
+{
+ struct skc_release_record * const release = skc_grid_get_data(grid);
+ struct skc_path_builder_impl * const impl = release->impl;
+
+ // 1. flush incomplete subblocks of path elements
+ // 2. unmap subbuffer on cq.unmap
+ // 3. flush cq.unmap
+ // 4. launch kernel on cq.kernel but wait for unmap completion
+ // 5. flush cq.kernel
+ // 6. remap relevant subbuffers on cq.map but wait for kernel completion
+ // 7. flush cq.map
+
+ //
+ // FIXME -- can be smarter about flushing if the wip paths are not
+ // in the same subbuf as curr.to
+ //
+ // THIS IS IMPORTANT TO FIX
+ //
+
+ // flush incomplete subblocks
+ skc_path_builder_finalize_subblocks(impl->path_builder);
+
+ //
+ // get range of subbufs that need to be unmapped
+ //
+ // note that impl->prev subbufs have already been unmapped
+ //
+ union skc_ringdex_expand curr_from = skc_ringdex_expand(impl,impl->curr.from);
+ union skc_ringdex_expand curr_to = skc_ringdex_expand(impl,impl->curr.to);
+ skc_uint const is_partial = curr_to.block > 0;
+ skc_uint const unmap_to = curr_to.subbuf + is_partial;
+
+ //
+ // unmap all subbufs in range [from,to)
+ //
+ skc_path_builder_impl_unmap(impl,curr_from.subbuf,unmap_to);
+
+ //
+ // launch kernels
+ //
+ skc_uint const pb_prev_span = skc_ringdex_span(impl,impl->prev.from,impl->prev.to);
+ skc_uint const pb_curr_span = skc_ringdex_span(impl,impl->curr.from,impl->curr.to);
+ skc_uint const pb_cmds = pb_prev_span + pb_curr_span;
+
+ //
+ // 1) allocate blocks from pool
+ //
+
+ //
+ // FIXME -- pack integers into struct/vector
+ //
+ cl(SetKernelArg(impl->kernels.alloc,0,SKC_CL_ARG(impl->runtime->block_pool.atomics.drw)));
+ cl(SetKernelArg(impl->kernels.alloc,1,SKC_CL_ARG(impl->reads)));
+ cl(SetKernelArg(impl->kernels.alloc,2,SKC_CL_ARG(curr_from.subbuf)));
+ cl(SetKernelArg(impl->kernels.alloc,3,SKC_CL_ARG(pb_cmds)));
+
+ skc_device_enqueue_kernel(impl->runtime->device,
+ SKC_DEVICE_KERNEL_ID_PATHS_ALLOC,
+ impl->cq,
+ impl->kernels.alloc,
+ 1,
+ 0,NULL,NULL);
+
+ //
+ // 2) copy blocks from unmapped device-accessible memory
+ //
+
+ //
+ // FIXME -- pack integers into struct/vector and reduce 13 arguments down to 7
+ //
+ cl(SetKernelArg(impl->kernels.copy, 0,SKC_CL_ARG(impl->runtime->handle_pool.map.drw)));
+
+ cl(SetKernelArg(impl->kernels.copy, 1,SKC_CL_ARG(impl->runtime->block_pool.ids.drw)));
+ cl(SetKernelArg(impl->kernels.copy, 2,SKC_CL_ARG(impl->runtime->block_pool.blocks.drw)));
+ cl(SetKernelArg(impl->kernels.copy, 3,SKC_CL_ARG(impl->runtime->block_pool.size->ring_mask)));
+
+ cl(SetKernelArg(impl->kernels.copy, 4,SKC_CL_ARG(impl->reads)));
+ cl(SetKernelArg(impl->kernels.copy, 5,SKC_CL_ARG(curr_from.subbuf)));
+
+ cl(SetKernelArg(impl->kernels.copy, 6,SKC_CL_ARG(impl->cmds.buffer)));
+ cl(SetKernelArg(impl->kernels.copy, 7,SKC_CL_ARG(impl->blocks.buffer)));
+
+ cl(SetKernelArg(impl->kernels.copy, 8,SKC_CL_ARG(impl->ring.blocks_per.buffer)));
+ cl(SetKernelArg(impl->kernels.copy, 9,SKC_CL_ARG(impl->prev.rolling)));
+
+ cl(SetKernelArg(impl->kernels.copy,10,SKC_CL_ARG(impl->prev.from)));
+ cl(SetKernelArg(impl->kernels.copy,11,SKC_CL_ARG(pb_prev_span)));
+ cl(SetKernelArg(impl->kernels.copy,12,SKC_CL_ARG(impl->curr.from)));
+
+ cl_event complete;
+
+ skc_device_enqueue_kernel(impl->runtime->device,
+ SKC_DEVICE_KERNEL_ID_PATHS_COPY,
+ impl->cq,
+ impl->kernels.copy,
+ pb_cmds,
+ 0,NULL,&complete);
+
+ // set a callback on completion
+ cl(SetEventCallback(complete,CL_COMPLETE,
+ skc_path_builder_paths_copy_cb,
+ grid));
+
+ // immediately release
+ cl(ReleaseEvent(complete));
+
+ //
+ // remap as many subbuffers as possible after the kernel completes
+ //
+ // note that remaps are async and enqueued on the same command queue
+ // as the kernel launch
+ //
+ // we can't remap subbuffers that are in the possibly empty range
+ //
+ // cases:
+ //
+ // - curr.to == wip.to which means no blocks have been acquired
+ // - curr.to points to first block in (next) subbuf
+ // - otherwise, wip acquired blocks in the curr.to subbuf
+ //
+ // check for these first 2 cases!
+ //
+ union skc_ringdex_expand const prev_from = skc_ringdex_expand(impl,impl->prev.from);
+ skc_uint const no_wip = impl->curr.to == impl->wip.to;
+ skc_uint map_to = curr_to.subbuf + (is_partial && no_wip);
+
+ // remap all subbufs in range [from,to)
+ skc_path_builder_impl_map(impl,prev_from.subbuf,map_to);
+
+ // flush command queue
+ cl(Flush(impl->cq));
+
+ // save rolling
+ impl->prev.rolling = impl->wip.rolling.next;
+
+ // update prev and curr
+ if (no_wip)
+ {
+ //
+ // if there was no wip then round up to the next subbuf
+ //
+ skc_ringdex_wip_to_subbuf_inc(impl);
+
+ //
+ // update prev/curr with with incremented wip
+ //
+ impl->prev.from = impl->prev.to = impl->wip.to;
+ impl->curr.from = impl->curr.to = impl->wip.to;
+ }
+ else
+ {
+ //
+ // update prev with wip partials
+ //
+ impl->prev.from = impl->curr.to;
+ impl->prev.to = impl->wip .to;
+
+ //
+ // start curr on a new subbuf boundary
+ //
+ skc_ringdex_wip_to_subbuf_inc(impl);
+
+ impl->curr.from = impl->wip.to;
+ impl->curr.to = impl->wip.to;
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_path_builder_impl_acquire_subbuffer(struct skc_path_builder_impl * const impl,
+ skc_uint const subbuf)
+{
+ //
+ // FIXME -- move to a power-of-two subbuf size and kickstart path
+ // copies as early as possible
+ //
+ // FIXME -- the subbufs "self-clock" (flow control) the kernel
+ // launches and accounting. Combine all the subbuffers and release
+ // records into a single indexable struct instead of 3.
+ //
+ struct skc_subbuffer_cmds * const sc = impl->cmds.subbufs + subbuf;
+ struct skc_release_record * const release = impl->release.records + subbuf;
+ struct skc_scheduler * const scheduler = impl->runtime->scheduler;
+
+ // can't proceed until the paths have been released
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,release->from != release->to);
+
+ // throw in a scheduler yield ... FIXME -- get rid of
+ skc_scheduler_yield(scheduler);
+
+ // can't proceed until the subbuffer is mapped
+ cl(WaitForEvents(1,&sc->map));
+}
+
+//
+//
+//
+
+static
+union skc_ringdex_expand
+skc_path_builder_impl_acquire_block(struct skc_path_builder_impl * const impl)
+{
+ // break ringdex into components
+ union skc_ringdex_expand const to = skc_ringdex_expand(impl,impl->wip.to);
+
+ // does wip ringdex point to a new subbuffer?
+ if (to.block == 0)
+ {
+ // potentially spin/block waiting for subbuffer
+ skc_path_builder_impl_acquire_subbuffer(impl,to.subbuf);
+ }
+
+ // post increment wip.to
+ skc_ringdex_wip_to_block_inc(impl);
+
+ return to;
+}
+
+//
+//
+//
+
+static
+skc_uint
+skc_rolling_block(skc_uint const rolling, skc_uint const tag)
+{
+ return rolling | tag;
+}
+
+static
+skc_uint
+skc_rolling_subblock(skc_uint const rolling, skc_uint const subblock, skc_uint const tag)
+{
+ return rolling | (subblock << SKC_TAGGED_BLOCK_ID_BITS_TAG) | tag;
+}
+
+static
+void
+skc_rolling_inc(struct skc_path_builder_impl * const impl)
+{
+ impl->wip.rolling.next += impl->wip.rolling.one;
+}
+
+//
+//
+//
+
+static
+void *
+skc_path_builder_impl_new_command(struct skc_path_builder_impl * const impl,
+ skc_uint const rolling,
+ skc_cmd_paths_copy_tag const tag)
+{
+ // bump blocks count
+ impl->wip.head->header.blocks += 1;
+
+ // acquire a block
+ union skc_ringdex_expand const to = skc_path_builder_impl_acquire_block(impl);
+
+ // make a pointer
+ union skc_tagged_block_id * const cmds_subbuf = impl->cmds.subbufs[to.subbuf].host;
+
+ // store command for block
+ cmds_subbuf[to.block].u32 = skc_rolling_block(rolling,tag);
+
+#if 0
+ // store command for block
+ cmds_subbuf[to.block].u32 = skc_rolling_block(impl->wip.rolling.next,tag);
+
+ // increment rolling
+ skc_rolling_inc(impl);
+#endif
+
+ // return pointer to block
+ float * const blocks_subbuf = impl->blocks.subbufs[to.subbuf].host;
+
+ // FIXME -- make it easier to get config constant
+ return blocks_subbuf + (to.block * impl->runtime->config->block.words);
+}
+
+//
+//
+//
+
+static
+void
+skc_path_builder_impl_flush_node(struct skc_path_builder_impl * const impl)
+{
+ // store command to subbuf and get pointer to blocks subbuf
+ void * const block = skc_path_builder_impl_new_command(impl,impl->wip.ids.rolling,
+ SKC_CMD_PATHS_COPY_TAG_NODE);
+
+ // copy head to blocks subbuf -- write-only
+ memcpy(block,impl->wip.node,impl->runtime->config->block.bytes);
+}
+
+static
+void
+skc_path_builder_impl_flush_head(struct skc_path_builder_impl * const impl)
+{
+ // store command to subbuf and get pointer to blocks subbuf
+ void * const block = skc_path_builder_impl_new_command(impl,impl->wip.rolling.next,
+ SKC_CMD_PATHS_COPY_TAG_HEAD);
+
+ // copy head to blocks subbuf -- write-only
+ memcpy(block,impl->wip.head,impl->runtime->config->block.bytes);
+
+ // increment rolling
+ skc_rolling_inc(impl);
+
+ // the 'to' index is non-inclusive so assign wip.to after flush_head
+ impl->curr.to = impl->wip.to;
+}
+
+//
+//
+//
+
+static
+void
+skc_path_builder_impl_new_node_block(struct skc_path_builder_impl * const impl)
+{
+ // update final block id in node
+ impl->wip.ids.next->u32 = skc_rolling_block(impl->wip.rolling.next,SKC_BLOCK_ID_TAG_PATH_NEXT);
+
+ // if wip.ids is not the header then flush now full wip node
+ if (impl->wip.head->header.nodes > 0)
+ skc_path_builder_impl_flush_node(impl);
+
+ // bump node count
+ impl->wip.head->header.nodes += 1;
+
+ // save current rolling
+ impl->wip.ids.rolling = impl->wip.rolling.next;
+
+ // increment rolling
+ skc_rolling_inc(impl);
+
+ // update wip.ids.*
+ impl->wip.ids.next = impl->wip.node->tag_ids;
+ impl->wip.ids.rem = impl->runtime->config->block.words;
+}
+
+static
+void
+skc_path_builder_impl_new_segs_block(struct skc_path_builder_impl * const impl)
+{
+ impl->wip.subblocks.rem = impl->runtime->config->block.subblocks; // FIXME -- move constants closer to structure
+ impl->wip.subblocks.rolling = impl->wip.rolling.next;
+ impl->wip.subblocks.next = skc_path_builder_impl_new_command(impl,impl->wip.rolling.next,
+ SKC_CMD_PATHS_COPY_TAG_SEGS);
+ impl->wip.subblocks.idx = 0;
+
+ // increment rolling
+ skc_rolling_inc(impl);
+}
+
+//
+//
+//
+
+static
+void
+skc_path_builder_impl_acquire_subblocks(struct skc_path_builder_impl * const impl,
+ skc_block_id_tag tag,
+ skc_uint vertices,
+ float * * subblocks)
+{
+ //
+ // FIRST TAG RECORDS THE ELEMENT TYPE
+ //
+ while (true)
+ {
+ // if only one block id left in node then acquire new node block
+ // and append its block id as with a next tag
+ if (impl->wip.ids.rem == 1)
+ skc_path_builder_impl_new_node_block(impl);
+
+ // if zero subblocks left then acquire a new subblock block and
+ // append its block id
+ if (impl->wip.subblocks.rem == 0)
+ skc_path_builder_impl_new_segs_block(impl);
+
+ // save first command -- tag and subblocks may have been updated
+ impl->wip.ids.next->u32 = skc_rolling_subblock(impl->wip.subblocks.rolling,impl->wip.subblocks.idx,tag);
+
+ // increment node block subblock pointer
+ impl->wip.ids.next += 1;
+ impl->wip.ids.rem -= 1;
+
+ // how many vertices can we store
+ skc_uint rem = min(vertices,impl->wip.subblocks.rem);
+
+ // decrement vertices
+ vertices -= rem;
+ impl->wip.subblocks.rem -= rem;
+ impl->wip.subblocks.idx += rem;
+
+ // assign subblocks
+ do {
+ *subblocks++ = impl->wip.subblocks.next;
+ impl->wip.subblocks.next += impl->runtime->config->subblock.words;
+ // FIXME -- move constants closer to structure
+ } while (--rem > 0);
+
+ // anything left to do?
+ if (vertices == 0)
+ break;
+
+ // any tag after this will be a caboose command
+ tag = SKC_BLOCK_ID_TAG_PATH_NEXT;
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_path_builder_pfn_end(struct skc_path_builder_impl * const impl, skc_path_t * const path)
+{
+ // finalize incomplete active subblocks -- we don't care about any
+ // remaining unused subblocks in block
+ skc_path_builder_finalize_subblocks(impl->path_builder);
+
+ // mark remaining wips.ids in the head or node as invalid
+ skc_path_builder_impl_finalize_node(impl);
+
+ // flush node if rem > 0 and node is not actually head
+ if (impl->wip.head->header.nodes >= 1)
+ skc_path_builder_impl_flush_node(impl);
+
+ // acquire path host id
+ *path = skc_runtime_handle_device_acquire(impl->runtime); // FIXME -- MAY WANT TO GRAB AN ID ON BEGIN
+
+ // save path host handle
+ impl->wip.head->header.handle = *path;
+
+ // flush head -- acquires a block and bumps head->header.blocks
+ skc_path_builder_impl_flush_head(impl);
+
+ // get current release
+ struct skc_release_record * const release = skc_release_curr(impl);
+
+ // acquire grid if null
+ if (release->grid == NULL)
+ {
+ release->grid =
+ SKC_GRID_DEPS_ATTACH(impl->runtime->deps,
+ &release->grid, // NULL on start/force
+ release, // data payload
+ skc_path_builder_grid_pfn_waiting,
+ NULL, // no execute pfn
+ skc_path_builder_grid_pfn_dispose);
+ }
+
+ // update grid map
+ skc_grid_map(release->grid,*path);
+
+ // update path release
+ impl->release.paths[release->to] = *path;
+
+ // increment release.to
+ release->to = (release->to + 1) % impl->ring.blocks_per.buffer;
+
+ // add guard bit
+ *path |= SKC_TYPED_HANDLE_TYPE_IS_PATH;
+
+#if 1
+ //
+ // eager kernel launch?
+ //
+ {
+ union skc_ringdex_expand const curr_from = skc_ringdex_expand(impl,impl->curr.from);
+ union skc_ringdex_expand const curr_to = skc_ringdex_expand(impl,impl->curr.to);
+
+ if (curr_from.subbuf != curr_to.subbuf)
+ {
+ skc_grid_start(release->grid);
+ // skc_scheduler_yield(impl->runtime->scheduler);
+ }
+ }
+#endif
+}
+
+//
+// FIXME -- clean up accessing of CONFIG constants in these 3 routines
+//
+
+static
+void
+skc_path_builder_pfn_new_line(struct skc_path_builder_impl * const impl)
+{
+ // acquire subblock pointers
+ skc_path_builder_impl_acquire_subblocks(impl,SKC_BLOCK_ID_TAG_PATH_LINE,4,
+ impl->path_builder->line.coords);
+
+ // increment line count
+ impl->wip.head->header.prims += 1;
+
+ // update rem_count_xxx count
+ impl->path_builder->line.rem = impl->runtime->config->subblock.words;
+}
+
+static
+void
+skc_path_builder_pfn_new_quad(struct skc_path_builder_impl * const impl)
+{
+ // acquire subblock pointers
+ skc_path_builder_impl_acquire_subblocks(impl,SKC_BLOCK_ID_TAG_PATH_QUAD,6,
+ impl->path_builder->quad.coords);
+
+ // increment line count
+ impl->wip.head->header.prims += 1;
+
+ // update rem_count_xxx count
+ impl->path_builder->quad.rem = impl->runtime->config->subblock.words;
+}
+
+static
+void
+skc_path_builder_pfn_new_cubic(struct skc_path_builder_impl * const impl)
+{
+ // acquire subblock pointers
+ skc_path_builder_impl_acquire_subblocks(impl,SKC_BLOCK_ID_TAG_PATH_CUBIC,8,
+ impl->path_builder->cubic.coords);
+
+ // increment line count
+ impl->wip.head->header.prims += 1;
+
+ // update rem_count_xxx count
+ impl->path_builder->cubic.rem = impl->runtime->config->subblock.words;
+}
+
+//
+//
+//
+
+static
+void
+skc_path_builder_pfn_release(struct skc_path_builder_impl * const impl)
+{
+ // decrement reference count
+ if (--impl->path_builder->refcount != 0)
+ return;
+
+ //
+ // otherwise, dispose of everything
+ //
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // free path builder
+ skc_runtime_host_perm_free(impl->runtime,impl->path_builder);
+
+ // release cq
+ skc_runtime_release_cq_in_order(runtime,impl->cq);
+
+ // release kernels
+ cl(ReleaseKernel(impl->kernels.alloc));
+ cl(ReleaseKernel(impl->kernels.copy));
+
+ // free blocks extents
+ cl(ReleaseMemObject(impl->blocks.buffer));
+ skc_runtime_host_perm_free(runtime,impl->blocks.subbufs);
+
+ cl(ReleaseMemObject(impl->cmds.buffer));
+ skc_runtime_host_perm_free(runtime,impl->cmds.subbufs);
+
+ // free records
+ skc_runtime_host_perm_free(runtime,impl->release.records);
+ skc_runtime_host_perm_free(runtime,impl->release.paths);
+
+ // release staging head and node
+ skc_runtime_host_perm_free(runtime,impl->wip.head);
+ skc_runtime_host_perm_free(runtime,impl->wip.node);
+
+ // release reads scratch array
+ cl(ReleaseMemObject(impl->reads));
+
+ // for all subbuffers
+ // unmap subbuffer
+ // release subbuffer
+ // printf("%s not releasing subbuffers\n",__func__);
+
+ skc_runtime_host_perm_free(impl->runtime,impl);
+}
+
+//
+//
+//
+
+skc_err
+skc_path_builder_cl_12_create(struct skc_context * const context,
+ struct skc_path_builder * * const path_builder)
+{
+ //
+ // retain the context
+ // skc_context_retain(context);
+ //
+ struct skc_runtime * const runtime = context->runtime;
+
+ // allocate path builder
+ (*path_builder) = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(**path_builder));
+
+ // init state
+ SKC_ASSERT_STATE_INIT((*path_builder),SKC_PATH_BUILDER_STATE_READY);
+
+ (*path_builder)->context = context;
+
+ // save opaque impl-specific pointers
+ (*path_builder)->begin = skc_path_builder_pfn_begin;
+ (*path_builder)->end = skc_path_builder_pfn_end;
+ (*path_builder)->new_line = skc_path_builder_pfn_new_line;
+ (*path_builder)->new_quad = skc_path_builder_pfn_new_quad;
+ (*path_builder)->new_cubic = skc_path_builder_pfn_new_cubic;
+ (*path_builder)->release = skc_path_builder_pfn_release;
+
+ // initialize path builder counts
+ (*path_builder)->line.rem = 0;
+ (*path_builder)->quad.rem = 0;
+ (*path_builder)->cubic.rem = 0;
+
+ (*path_builder)->refcount = 1;
+
+ struct skc_path_builder_impl * const impl = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(*impl));
+
+ (*path_builder)->impl = impl;
+
+ //
+ // init impl
+ //
+ impl->path_builder = *path_builder;
+ impl->runtime = runtime;
+
+ impl->cq = skc_runtime_acquire_cq_in_order(runtime);
+
+ impl->kernels.alloc = skc_device_acquire_kernel(runtime->device,SKC_DEVICE_KERNEL_ID_PATHS_ALLOC);
+ impl->kernels.copy = skc_device_acquire_kernel(runtime->device,SKC_DEVICE_KERNEL_ID_PATHS_COPY);
+
+ //
+ // FIXME -- let these config constants remain constant and in place
+ //
+ struct skc_config const * const config = runtime->config;
+
+ impl->ring.subbufs = config->paths_copy.buffer.count;
+ impl->ring.blocks_per.buffer = config->paths_copy.subbuf.count * config->paths_copy.buffer.count;
+ impl->ring.blocks_per.subbuf = config->paths_copy.subbuf.count;
+ //
+ // ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
+ //
+
+ cl_int cl_err;
+
+ // allocate large device-side extent for path data
+ impl->blocks.buffer = clCreateBuffer(runtime->cl.context,
+ CL_MEM_READ_ONLY | CL_MEM_ALLOC_HOST_PTR,
+ config->paths_copy.block.buffer, // FIXME -- either use config or local constants everywhere
+ NULL,&cl_err); cl_ok(cl_err);
+
+ // allocate small host-side array of pointers to mapped subbufs
+ impl->blocks.subbufs = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,
+ impl->ring.subbufs *
+ sizeof(*impl->blocks.subbufs));
+
+ // allocate large device-side extent for path copy commands
+ impl->cmds.buffer = clCreateBuffer(runtime->cl.context,
+ CL_MEM_READ_ONLY | CL_MEM_ALLOC_HOST_PTR,
+ config->paths_copy.command.buffer,
+ NULL,&cl_err); cl_ok(cl_err);
+
+ // allocate small host-side array of pointers to mapped subbufs
+ impl->cmds.subbufs = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,
+ impl->ring.subbufs *
+ sizeof(*impl->cmds.subbufs));
+
+ // allocate small host-side array of intervals of path handles
+ impl->release.records = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,
+ impl->ring.subbufs *
+ sizeof(*impl->release.records));
+
+ // allocate large host-side array that is max # of path handles in flight
+ impl->release.paths = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,
+ impl->ring.blocks_per.buffer *
+ sizeof(*impl->release.paths));
+
+ // small scratch used by kernels
+ impl->reads = clCreateBuffer(runtime->cl.context,
+ CL_MEM_READ_WRITE | CL_MEM_HOST_NO_ACCESS,
+ sizeof(skc_uint) * impl->ring.subbufs,
+ NULL,&cl_err); cl_ok(cl_err);
+
+ // initialize release record with impl backpointer
+ for (skc_uint ii=0; ii<impl->ring.subbufs; ii++)
+ {
+ struct skc_release_record * record = impl->release.records + ii;
+
+ record->impl = impl;
+ record->grid = NULL;
+ record->from = record->to = ii * impl->ring.blocks_per.subbuf;
+ }
+
+ //
+ // allocate and map subbuffers -- we always check the command
+ // subbuffer's map/unmap events before touching it or its associated
+ // block subbuffer.
+ //
+ struct skc_subbuffer_blocks * sb = impl->blocks.subbufs;
+ struct skc_subbuffer_cmds * sc = impl->cmds .subbufs;
+
+ cl_buffer_region rb = { 0, config->paths_copy.block.subbuf };
+ cl_buffer_region rc = { 0, config->paths_copy.command.subbuf };
+
+ // for each subbuffer
+ for (skc_uint ii=0; ii<config->paths_copy.buffer.count; ii++)
+ {
+ sb->device = clCreateSubBuffer(impl->blocks.buffer,
+ CL_MEM_HOST_WRITE_ONLY,
+ CL_BUFFER_CREATE_TYPE_REGION,
+ &rb,
+ &cl_err); cl_ok(cl_err);
+
+ sb->host = clEnqueueMapBuffer(impl->cq,
+ sb->device,
+ CL_FALSE,
+ CL_MAP_WRITE_INVALIDATE_REGION,
+ 0,rb.size,
+ 0,NULL,NULL,
+ &cl_err); cl_ok(cl_err);
+
+ sc->device = clCreateSubBuffer(impl->cmds.buffer,
+ CL_MEM_HOST_WRITE_ONLY,
+ CL_BUFFER_CREATE_TYPE_REGION,
+ &rc,
+ &cl_err); cl_ok(cl_err);
+
+ sc->host = clEnqueueMapBuffer(impl->cq,
+ sc->device,
+ CL_FALSE,
+ CL_MAP_WRITE_INVALIDATE_REGION,
+ 0,rc.size,
+ 0,NULL,&sc->map,
+ &cl_err); cl_ok(cl_err);
+ sb += 1;
+ sc += 1;
+
+ rb.origin += rb.size;
+ rc.origin += rc.size;
+ }
+
+ //
+ // initialize remaining members
+ //
+ impl->prev.from = 0;
+ impl->prev.to = 0;
+ impl->prev.rolling = 0;
+
+ impl->curr.from = 0;
+ impl->curr.to = 0;
+
+ impl->wip.to = 0;
+
+ impl->wip.head = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,config->block.bytes);
+ impl->wip.node = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,config->block.bytes);
+
+ impl->wip.rolling.one = SKC_BLOCK_ID_TAG_COUNT * config->block.subblocks;
+ impl->wip.rolling.next = 0;
+
+ // for now, completely initialize builder before returning
+ cl(Finish(impl->cq));
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/path_builder_cl_12.h b/src/compute/skc/path_builder_cl_12.h
new file mode 100644
index 0000000..20bb13c
--- /dev/null
+++ b/src/compute/skc/path_builder_cl_12.h
@@ -0,0 +1,44 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef PATH_BUILDER_CL_12_ONCE
+#define PATH_BUILDER_CL_12_ONCE
+
+//
+//
+//
+
+#include "block.h"
+
+//
+// A tag type that fits into the block id tag bitfield
+//
+
+typedef enum skc_cmd_paths_copy_tag {
+
+ SKC_CMD_PATHS_COPY_TAG_SEGS,
+ SKC_CMD_PATHS_COPY_TAG_NODE,
+ SKC_CMD_PATHS_COPY_TAG_HEAD,
+
+ SKC_CMD_PATHS_COPY_TAG_COUNT
+
+} skc_cmd_paths_copy_tag;
+
+
+SKC_STATIC_ASSERT(SKC_CMD_PATHS_COPY_TAG_COUNT <= SKC_BLOCK_ID_TAG_COUNT);
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
+
diff --git a/src/compute/skc/paths_copy.cl b/src/compute/skc/paths_copy.cl
new file mode 100644
index 0000000..06cc393
--- /dev/null
+++ b/src/compute/skc/paths_copy.cl
@@ -0,0 +1,543 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "device_cl_12_gen9.h"
+#include "path_builder_cl_12.h"
+#include "path.h"
+#include "block_pool_cl.h"
+
+//
+//
+//
+
+#if 0
+
+//
+// SIMD AVX2
+//
+
+#define SKC_PATHS_COPY_WORDS_PER_ELEM 8
+#define SKC_PATHS_COPY_SUBGROUP_SIZE 1
+#define SKC_PATHS_COPY_KERNEL_ATTRIBUTES
+
+typedef skc_uint8 skc_paths_copy_elem;
+typedef skc_uint8 skc_pb_idx_v;
+
+#define SKC_PATHS_COPY_ELEM_EXPAND() SKC_EXPAND_8()
+
+#define SKC_IS_NOT_PATH_HEAD(sg,I) ((sg) + I >= SKC_PATH_HEAD_WORDS)
+
+#endif
+
+//
+//
+//
+
+#define SKC_PATHS_COPY_SUBGROUP_SIZE_MASK (SKC_PATHS_COPY_SUBGROUP_SIZE - 1)
+#define SKC_PATHS_COPY_ELEMS_PER_BLOCK (SKC_DEVICE_BLOCK_WORDS / SKC_PATHS_COPY_ELEM_WORDS)
+#define SKC_PATHS_COPY_ELEMS_PER_SUBBLOCK (SKC_DEVICE_SUBBLOCK_WORDS / SKC_PATHS_COPY_ELEM_WORDS)
+#define SKC_PATHS_COPY_ELEMS_PER_THREAD (SKC_PATHS_COPY_ELEMS_PER_BLOCK / SKC_PATHS_COPY_SUBGROUP_SIZE)
+
+// FIXME -- use SUBGROUP terminology everywhere
+#define SKC_PATHS_COPY_SUBGROUP_WORDS (SKC_PATHS_COPY_SUBGROUP_SIZE * SKC_PATHS_COPY_ELEM_WORDS)
+
+//
+//
+//
+
+#define SKC_PATHS_COPY_ELEMS_BEFORE_HEADER \
+ (SKC_PATHS_COPY_SUBGROUP_SIZE * ((SKC_PATH_HEAD_WORDS / SKC_PATHS_COPY_ELEM_WORDS) / SKC_PATHS_COPY_SUBGROUP_WORDS))
+
+#define SKC_PATHS_COPY_ELEMS_INCLUDING_HEADER \
+ (SKC_PATHS_COPY_SUBGROUP_SIZE * ((SKC_PATH_HEAD_WORDS + SKC_PATHS_COPY_SUBGROUP_WORDS - 1) / SKC_PATHS_COPY_SUBGROUP_WORDS))
+
+// #define SKC_PATHS_COPY_HEAD_ELEMS ((SKC_PATH_HEAD_WORDS + SKC_PATHS_COPY_ELEM_WORDS - 1) / SKC_PATHS_COPY_ELEM_WORDS)
+
+//
+//
+//
+
+//
+// BIT-FIELD EXTRACT/INSERT ARE NOT AVAILABLE IN OPENCL
+//
+
+#define SKC_CMD_PATHS_COPY_ONE_BITS (SKC_TAGGED_BLOCK_ID_BITS_TAG + SKC_DEVICE_SUBBLOCK_WORDS_LOG2)
+
+#define SKC_CMD_PATHS_COPY_ONE_MASK SKC_BITS_TO_MASK(SKC_CMD_PATHS_COPY_ONE_BITS)
+
+#define SKC_CMD_PATHS_COPY_ONE (1u << SKC_CMD_PATHS_COPY_ONE_BITS)
+
+#define SKC_CMD_PATHS_COPY_GET_TAG(ti) SKC_TAGGED_BLOCK_ID_GET_TAG(ti)
+
+#define SKC_CMD_PATHS_COPY_GET_ROLLING(ti) ((ti) >> SKC_CMD_PATHS_COPY_ONE_BITS)
+
+#define SKC_CMD_PATHS_COPY_UPDATE_ROLLING(ti,b) (((ti) & SKC_CMD_PATHS_COPY_ONE_MASK) | ((b) << SKC_TAGGED_BLOCK_ID_BITS_TAG))
+
+//
+//
+//
+
+skc_uint
+skc_sub_group_local_id()
+{
+#if SKC_PATHS_COPY_SUBGROUP_SIZE > 1
+ return get_sub_group_local_id();
+#else
+ return 0;
+#endif
+}
+
+//
+// convert an atomic read counter offset to a block id
+//
+
+skc_block_id_t
+skc_bp_off_to_id(__global skc_block_id_t const * const bp_ids,
+ skc_uint const bp_idx_mask,
+ skc_uint const bp_reads,
+ skc_uint const bp_off)
+{
+ skc_uint const bp_idx = (bp_reads + bp_off) & bp_idx_mask;
+
+ return bp_ids[bp_idx];
+}
+
+//
+//
+//
+
+void
+skc_copy_segs(__global skc_paths_copy_elem * const bp_elems, // to
+ skc_uint const bp_elems_idx,
+ __global skc_paths_copy_elem const * const pb_elems, // from
+ skc_uint const pb_elems_idx)
+{
+ for (skc_uint ii=0; ii<SKC_PATHS_COPY_ELEMS_PER_BLOCK; ii+=SKC_PATHS_COPY_SUBGROUP_SIZE)
+ {
+ (bp_elems+bp_elems_idx)[ii] = (pb_elems+pb_elems_idx)[ii];
+ }
+
+#if 0
+ //
+ // NOTE THIS IS PRINTING 8 ROWS
+ //
+ printf("%5u : (%8u) : { { %5.0f, %5.0f }, { %5.0f, %5.0f } },\n",
+ (skc_uint)get_global_id(0),pb_elems_idx,
+ as_float((pb_elems+pb_elems_idx)[0*SKC_PATHS_COPY_SUBGROUP_SIZE]),
+ as_float((pb_elems+pb_elems_idx)[1*SKC_PATHS_COPY_SUBGROUP_SIZE]),
+ as_float((pb_elems+pb_elems_idx)[2*SKC_PATHS_COPY_SUBGROUP_SIZE]),
+ as_float((pb_elems+pb_elems_idx)[3*SKC_PATHS_COPY_SUBGROUP_SIZE]));
+ printf("%5u : (%8u) : { { %5.0f, %5.0f }, { %5.0f, %5.0f } },\n",
+ (skc_uint)get_global_id(0),pb_elems_idx,
+ as_float((pb_elems+pb_elems_idx)[4*SKC_PATHS_COPY_SUBGROUP_SIZE]),
+ as_float((pb_elems+pb_elems_idx)[5*SKC_PATHS_COPY_SUBGROUP_SIZE]),
+ as_float((pb_elems+pb_elems_idx)[6*SKC_PATHS_COPY_SUBGROUP_SIZE]),
+ as_float((pb_elems+pb_elems_idx)[7*SKC_PATHS_COPY_SUBGROUP_SIZE]));
+#endif
+}
+
+//
+//
+//
+
+void
+skc_copy_node(__global skc_paths_copy_elem * const bp_elems, // to
+ skc_uint const bp_elems_idx,
+ __global skc_block_id_t const * const bp_ids,
+ skc_uint const bp_reads,
+ skc_uint const bp_idx_mask,
+ __global skc_paths_copy_elem const * const pb_elems, // from
+ skc_uint const pb_elems_idx,
+ skc_uint const pb_rolling)
+{
+ //
+ // remap block id tags bp_elems the host-side rolling counter pb_elems a
+ // device-side block pool id
+ //
+ for (skc_uint ii=0; ii<SKC_PATHS_COPY_ELEMS_PER_BLOCK; ii+=SKC_PATHS_COPY_SUBGROUP_SIZE)
+ {
+ // load block_id_tag words
+ skc_paths_copy_elem elem = (pb_elems + pb_elems_idx)[ii];
+
+ // calculate ahead of time -- if elem was invalid then bp_idx is definitely invalid
+ skc_pb_idx_v const bp_idx = (bp_reads + SKC_CMD_PATHS_COPY_GET_ROLLING(elem - pb_rolling)) & bp_idx_mask;
+
+ // FIXME ^^^^^ THE IDX PROBABLY DOESN'T NEED TO BE SHIFTED TWICE AND WE CAN SAVE A FEW INSTRUCTIONS
+
+ //
+ // FIXME -- SIMD can be fully parallelized since a bp_ids[] load
+ // will _always_ be safe as long as we don't use the loaded
+ // value! So... fix UPDATE_ROLLING to be SIMD-friendly instead
+ // of iterating over the vector components.
+ //
+
+ // only convert if original elem is not invalid
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (elem C != SKC_TAGGED_BLOCK_ID_INVALID) { \
+ skc_block_id_t const b = bp_ids[bp_idx C]; \
+ elem C = SKC_CMD_PATHS_COPY_UPDATE_ROLLING(elem C,b); \
+ }
+
+ // printf("%2u: < %8X, %8X, %8X >\n",ii,bp_idx,b,elem C);
+
+ SKC_PATHS_COPY_ELEM_EXPAND();
+
+ // store the elem back
+ (bp_elems+bp_elems_idx)[ii] = elem;
+ }
+}
+
+//
+//
+//
+
+void
+skc_host_map_update(__global skc_uint * const host_map,
+ skc_uint const block,
+ skc_paths_copy_elem const elem)
+{
+ //
+ // write first elem to map -- FIXME -- this is a little nasty
+ // because it relies on the the host handle always being the first
+ // word in the path header.
+ //
+ // OTOH, this is not unreasonable. The alternative is to have a
+ // separate kernel initializing the map.
+ //
+#if SKC_PATHS_COPY_SUBGROUP_SIZE > 1
+ if (get_sub_group_local_id() == SKC_PATH_HEAD_OFFSET_HANDLE)
+#endif
+ {
+#if SKC_PATHS_COPY_ELEM_WORDS == 1
+ host_map[elem] = block;
+#if 0
+ printf("[%u] = %u\n",elem,block);
+#endif
+#else
+ host_map[elem.SKC_CONCAT(s,SKC_PATH_HEAD_OFFSET_HANDLE)] = block;
+#endif
+ }
+}
+
+//
+//
+//
+
+void
+skc_copy_head(__global skc_uint * const host_map,
+ skc_uint const block,
+ __global skc_paths_copy_elem * const bp_elems, // to
+ skc_uint const bp_elems_idx,
+ __global skc_block_id_t const * const bp_ids,
+ skc_uint const bp_reads,
+ skc_uint const bp_idx_mask,
+ __global skc_paths_copy_elem const * const pb_elems, // from
+ skc_uint const pb_elems_idx,
+ skc_uint const pb_rolling)
+{
+ //
+ // if there are more path header words than there are
+ // threads-per-block then we can just copy the initial header words
+ //
+#if ( SKC_PATHS_COPY_ELEMS_BEFORE_HEADER > 0 )
+ for (skc_uint ii=0; ii<SKC_PATHS_COPY_ELEMS_BEFORE_HEADER; ii+=SKC_PATHS_COPY_SUBGROUP_SIZE)
+ {
+ skc_paths_copy_elem const elem = (pb_elems+pb_elems_idx)[ii];
+
+ (bp_elems+bp_elems_idx)[ii] = elem;
+
+ if (ii == 0) {
+ skc_host_map_update(host_map,block,elem);
+ }
+ }
+#endif
+
+ //
+ // this is similar to copy node but the first H words of the path
+ // header are not modified and simply copied
+ //
+ for (skc_uint ii=SKC_PATHS_COPY_ELEMS_BEFORE_HEADER; ii<SKC_PATHS_COPY_ELEMS_INCLUDING_HEADER; ii+=SKC_PATHS_COPY_SUBGROUP_SIZE)
+ {
+ skc_paths_copy_elem elem = (pb_elems+pb_elems_idx)[ii];
+
+#if ( SKC_PATHS_COPY_ELEMS_BEFORE_HEADER == 0 )
+ if (ii == 0) {
+ skc_host_map_update(host_map,block,elem);
+ }
+#endif
+ // calculate ahead of time -- if elem was invalid then bp_idx is definitely invalid
+ skc_pb_idx_v const bp_idx = (bp_reads + SKC_CMD_PATHS_COPY_GET_ROLLING(elem - pb_rolling)) & bp_idx_mask;
+
+ //
+ // FIXME -- SIMD can be fully parallelized since a bp_ids[] load
+ // will _always_ be safe as long as we don't use the loaded
+ // value! So... fix UPDATE_ROLLING to be SIMD-friendly instead
+ // of iterating over the vector components.
+ //
+
+ // FIXME ^^^^^ THE IDX PROBABLY DOESN'T NEED TO BE SHIFTED TWICE AND WE CAN SAVE A FEW INSTRUCTIONS
+
+ // FIXME -- MIX MIX MIX MIX / SELECT
+
+ // only convert if original elem is not invalid
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (SKC_IS_NOT_PATH_HEAD(ii,I) && (elem C != SKC_TAGGED_BLOCK_ID_INVALID)) { \
+ skc_block_id_t const b = bp_ids[bp_idx C]; \
+ elem C = SKC_CMD_PATHS_COPY_UPDATE_ROLLING(elem C,b); \
+ }
+
+ // printf("%2u: ( %8X, %8X, %8X )\n",ii,bp_idx,b,elem C);
+
+ SKC_PATHS_COPY_ELEM_EXPAND();
+
+ // store the elem back
+ (bp_elems+bp_elems_idx)[ii] = elem;
+ }
+
+ //
+ // the remaining words are treated like a node
+ //
+ for (skc_uint ii=SKC_PATHS_COPY_ELEMS_INCLUDING_HEADER; ii<SKC_PATHS_COPY_ELEMS_PER_BLOCK; ii+=SKC_PATHS_COPY_SUBGROUP_SIZE)
+ {
+ // load block_id_tag words
+ skc_paths_copy_elem elem = (pb_elems+pb_elems_idx)[ii];
+
+ // calculate ahead of time
+ skc_pb_idx_v const bp_idx = (bp_reads + SKC_CMD_PATHS_COPY_GET_ROLLING(elem - pb_rolling)) & bp_idx_mask;
+
+ //
+ // FIXME -- SIMD can be fully parallelized since a bp_ids[] load
+ // will _always_ be safe as long as we don't use the loaded
+ // value! So... fix UPDATE_ROLLING to be SIMD-friendly instead
+ // of iterating over the vector components.
+ //
+
+ // FIXME ^^^^^ THE IDX PROBABLY DOESN'T NEED TO BE SHIFTED TWICE AND WE CAN SAVE A FEW INSTRUCTIONS
+
+ // only convert if original elem is not invalid
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (elem C != SKC_TAGGED_BLOCK_ID_INVALID) { \
+ skc_block_id_t const b = bp_ids[bp_idx C]; \
+ elem C = SKC_CMD_PATHS_COPY_UPDATE_ROLLING(elem C,b); \
+ }
+
+ // printf("%2u: [ %8X, %8X, %8X ]\n",ii,bp_idx,b,elem C);
+
+ SKC_PATHS_COPY_ELEM_EXPAND();
+
+ // store the elem
+ (bp_elems+bp_elems_idx)[ii] = elem;
+ }
+}
+
+//
+// FIXME -- pack some of these constant integer args in a vec or struct
+//
+
+__kernel
+SKC_PATHS_COPY_KERNEL_ATTRIBS
+void
+skc_kernel_paths_copy
+(__global skc_uint * const host_map,
+
+ __global skc_block_id_t const * const bp_ids,
+ __global skc_paths_copy_elem * const bp_elems,
+ skc_uint const bp_idx_mask, // pow2 modulo mask for block pool ring
+
+ __global skc_uint const * const bp_alloc, // block pool ring base
+ skc_uint const bp_alloc_idx,// which subbuf
+
+ __global union skc_tagged_block_id const * const pb_cmds,
+ __global skc_paths_copy_elem const * const pb_elems,
+
+ skc_uint const pb_size, // # of commands/blocks in buffer
+ skc_uint const pb_rolling, // shifted rolling counter base
+
+ skc_uint const pb_prev_from,
+ skc_uint const pb_prev_span,
+ skc_uint const pb_curr_from)
+{
+ //
+ // THERE ARE 3 TYPES OF PATH COPYING COMMANDS:
+ //
+ // - HEAD
+ // - NODE
+ // - SEGS
+ //
+ // THESE ARE SUBGROUP ORIENTED KERNELS
+ //
+ // A SUBGROUP CAN OPERATE ON [1,N] BLOCKS
+ //
+
+ //
+ // It's likely that peak bandwidth is achievable with a single
+ // workgroup.
+ //
+ // So let's keep the grids modestly sized and for simplicity and
+ // portability, let's assume that a single workgroup can perform all
+ // steps in the copy.
+ //
+ // Launch as large of a workgroup as possiblex
+ //
+ // 1. ATOMICALLY ALLOCATE BLOCKS BP_ELEMS POOL
+ // 2. CONVERT COMMANDS IN PB_ELEMS BLOCK OFFSETS
+ // 3. FOR EACH COMMAND:
+ // - HEAD: SAVED HEAD ID PB_ELEMS MAP. CONVERT AND COPY H INDICES.
+ // - NODE: CONVERT AND COPY B INDICES
+ // - SEGS: BULK COPY
+ //
+ // B : number of words in block -- always pow2
+ // W : intelligently/arbitrarily chosen factor of B -- always pow2
+ //
+
+ //
+ // There are several approaches to processing the commands:
+ //
+ // 1. B threads are responsible for one block. All threads broadcast
+ // load a single command word. Workgroup size must be a facpb_elemsr of
+ // B.
+ //
+ // 2. W threads process an entire block. W will typically be the
+ // device's subgroup/warp/wave width. W threads broadcast load a
+ // single command word.
+ //
+ // 3. W threads process W blocks. W threads load W command words and
+ // process W blocks.
+ //
+ // Clearly (1) has low I/O intensity but will achieve high
+ // parallelism by activating the most possible threads. The downside
+ // of this kind of approach is that the kernel will occupy even a
+ // large GPU with low intensity work and reduce opportunities for
+ // concurrent kernel execution (of other kernels).
+ //
+ // See Vasily Volkov's CUDA presentation describing these tradeoffs.
+ //
+ // Note that there are many other approaches. For example, similar
+ // pb_elems (1) but each thread loads a pow2 vector of block data.
+ //
+
+ // load the copied atomic read "base" from gmem
+ skc_uint const bp_reads = bp_alloc[bp_alloc_idx];
+ // will always be less than 2^32
+ skc_uint const gid = get_global_id(0);
+ // every subgroup/simd that will work on the block loads the same command
+ skc_uint const sg_idx = gid / SKC_PATHS_COPY_SUBGROUP_SIZE;
+ // path builder data can be spread across two spans
+ skc_uint pb_idx = sg_idx + ((sg_idx < pb_prev_span) ? pb_prev_from : pb_curr_from);
+
+ // no need pb_elems make this branchless
+ if (pb_idx >= pb_size)
+ pb_idx -= pb_size;
+
+ // broadcast load the command
+ union skc_tagged_block_id const pb_cmd = pb_cmds[pb_idx];
+
+ // what do we want pb_elems do with this block?
+ skc_cmd_paths_copy_tag const tag = SKC_CMD_PATHS_COPY_GET_TAG(pb_cmd.u32);
+
+ // compute offset from rolling base to get index into block pool ring allocation
+ skc_uint const bp_off = SKC_CMD_PATHS_COPY_GET_ROLLING(pb_cmd.u32 - pb_rolling);
+
+ // convert the pb_cmd's offset counter pb_elems a block id
+ skc_block_id_t const block = skc_bp_off_to_id(bp_ids,bp_idx_mask,bp_reads,bp_off);
+
+#if 0
+ if (get_sub_group_local_id() == 0) {
+ printf("bp_off/reads = %u / %u\n",bp_off,bp_reads);
+ printf("< %8u >\n",block);
+ }
+#endif
+
+ // FIXME -- could make this 0 for SIMD, gid&mask or get_sub_group_local_id()
+ skc_uint const tid = gid & SKC_PATHS_COPY_SUBGROUP_SIZE_MASK;
+
+ // calculate bp_elems (to) / pb_elems (from)
+ skc_uint const bp_elems_idx = block * SKC_PATHS_COPY_ELEMS_PER_SUBBLOCK + tid;
+ skc_uint const pb_elems_idx = pb_idx * SKC_PATHS_COPY_ELEMS_PER_BLOCK + tid;
+
+ if (tag == SKC_CMD_PATHS_COPY_TAG_SEGS)
+ {
+#if 0
+ if (tid == 0)
+ printf("%3u, segs\n",bp_off);
+#endif
+ skc_copy_segs(bp_elems,
+ bp_elems_idx,
+ pb_elems,
+ pb_elems_idx);
+ }
+ else if (tag == SKC_CMD_PATHS_COPY_TAG_NODE)
+ {
+#if 0
+ if (tid == 0)
+ printf("%3u, NODE\n",bp_off);
+#endif
+ skc_copy_node(bp_elems, // to
+ bp_elems_idx,
+ bp_ids,
+ bp_reads,
+ bp_idx_mask,
+ pb_elems, // from
+ pb_elems_idx,
+ pb_rolling);
+ }
+ else // ( tag == SKC_CMD_PATHS_COPY_TAG_HEAD)
+ {
+#if 0
+ if (tid == 0)
+ printf("%3u, HEAD\n",bp_off);
+#endif
+ skc_copy_head(host_map,
+ block,
+ bp_elems, // to
+ bp_elems_idx,
+ bp_ids,
+ bp_reads,
+ bp_idx_mask,
+ pb_elems, // from
+ pb_elems_idx,
+ pb_rolling);
+ }
+}
+
+//
+//
+//
+
+__kernel
+SKC_PATHS_ALLOC_KERNEL_ATTRIBS
+void
+skc_kernel_paths_alloc(__global skc_uint volatile * const bp_atomics,
+ __global skc_uint * const bp_alloc,
+ skc_uint const bp_alloc_idx,
+ skc_uint const pb_cmd_count)
+{
+ //
+ // allocate blocks in block pool
+ //
+ skc_uint const reads = atomic_add(bp_atomics+SKC_BP_ATOMIC_OFFSET_READS,pb_cmd_count);
+
+ // store in slot
+ bp_alloc[bp_alloc_idx] = reads;
+
+#if 0
+ printf("pc: %8u + %u\n",reads,pb_cmd_count);
+#endif
+}
+
+//
+//
+//
diff --git a/src/compute/skc/paths_reclaim.cl b/src/compute/skc/paths_reclaim.cl
new file mode 100644
index 0000000..5631606
--- /dev/null
+++ b/src/compute/skc/paths_reclaim.cl
@@ -0,0 +1,390 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// FIXME -- a pre-allocation step could load the path header quads and
+// total up the number of blocks in the workgroup or subgroup
+// minimizing the number of later atomics adds.
+//
+
+#include "device_cl_12_gen9.h"
+#include "block_pool_cl.h"
+#include "atomic_cl.h"
+#include "block.h"
+#include "path.h"
+#include "common.h"
+
+//
+//
+//
+
+#define SKC_PATHS_RECLAIM_SUBGROUP_SIZE_MASK (SKC_PATHS_RECLAIM_SUBGROUP_SIZE - 1)
+
+#define SKC_PATHS_RECLAIM_SUBGROUP_ELEMS (SKC_PATHS_RECLAIM_SUBGROUP_SIZE * SKC_PATHS_RECLAIM_LOCAL_ELEMS)
+
+#define SKC_PATHS_RECLAIM_X (SKC_DEVICE_BLOCK_WORDS / SKC_PATHS_RECLAIM_SUBGROUP_ELEMS)
+
+//
+//
+//
+
+#if ( SKC_PATHS_RECLAIM_X == 1 )
+#define SKC_PATHS_RECLAIM_BLOCK_EXPAND() SKC_EXPAND_1()
+#define SKC_PATHS_RECLAIM_BLOCK_EXPAND_I_LAST 0
+
+#elif ( SKC_PATHS_RECLAIM_X == 2 )
+#define SKC_PATHS_RECLAIM_BLOCK_EXPAND() SKC_EXPAND_2()
+#define SKC_PATHS_RECLAIM_BLOCK_EXPAND_I_LAST 1
+
+#elif ( SKC_PATHS_RECLAIM_X == 4 )
+#define SKC_PATHS_RECLAIM_BLOCK_EXPAND() SKC_EXPAND_4()
+#define SKC_PATHS_RECLAIM_BLOCK_EXPAND_I_LAST 3
+
+#elif ( SKC_PATHS_RECLAIM_X == 8 )
+#define SKC_PATHS_RECLAIM_BLOCK_EXPAND() SKC_EXPAND_8()
+#define SKC_PATHS_RECLAIM_BLOCK_EXPAND_I_LAST 7
+
+#elif ( SKC_PATHS_RECLAIM_X == 16)
+#define SKC_PATHS_RECLAIM_BLOCK_EXPAND() SKC_EXPAND_16()
+#define SKC_PATHS_RECLAIM_BLOCK_EXPAND_I_LAST 15
+
+#else
+#error "MISSING SKC_PATHS_RECLAIM_X"
+#endif
+
+//
+// FIXME -- slate these for replacement
+//
+
+#define SKC_BROADCAST(E,S,I) \
+ sub_group_broadcast(E,S - I * SKC_PATHS_RECLAIM_SUBGROUP_SIZE)
+
+#define SKC_BROADCAST_LAST_HELPER(E,I) \
+ sub_group_broadcast(E,SKC_PATHS_RECLAIM_SUBGROUP_SIZE - 1)
+
+#define SKC_BROADCAST_LAST(E,I) \
+ SKC_BROADCAST_LAST_HELPER(E,I)
+
+//
+// COMPILE-TIME PREDICATES
+//
+
+#define SKC_PATHS_RECLAIM_ELEM_GTE(X,I) \
+ SKC_GTE_MACRO(X,(I+1) * SKC_PATHS_RECLAIM_SUBGROUP_SIZE)
+
+#define SKC_PATHS_RECLAIM_ELEM_IN_RANGE(X,I) \
+ (skc_bool)SKC_GTE_MACRO(X, I * SKC_PATHS_RECLAIM_SUBGROUP_SIZE) && \
+ (skc_bool)SKC_LT_MACRO(X,(I+1) * SKC_PATHS_RECLAIM_SUBGROUP_SIZE)
+
+#define SKC_PATHS_RECLAIM_ENTIRELY_HEADER(I) \
+ SKC_PATHS_RECLAIM_ELEM_GTE(SKC_PATH_HEAD_WORDS,I)
+
+#define SKC_PATHS_RECLAIM_PARTIALLY_HEADER(I) \
+ SKC_PATHS_RECLAIM_ELEM_IN_RANGE(SKC_PATH_HEAD_WORDS,I)
+
+//
+// RUN-TIME PREDICATES
+//
+
+#define SKC_PATHS_RECLAIM_IS_HEADER(I) \
+ (get_sub_group_local_id() + I * SKC_PATHS_RECLAIM_SUBGROUP_SIZE < SKC_PATH_HEAD_WORDS)
+
+//
+// FIXME -- THIS BITFIELD SCAN APPROACH CAN BE PARAMETERIZED FOR ALL
+// POSSIBLE PRACTICAL POWER-OF-TWO SUBGROUP AND SUBBLOCKS-PER-BLOCK
+// COMBOS (NOT NECESSARILY POW2)
+//
+// FOR WIDER SUBGROUPS WITH BIG BLOCKS, WE WILL WANT TO USE A VECTOR
+// UINT TYPE INSTEAD OF A ULONG.
+//
+
+#define SKC_PATHS_RECLAIM_PACKED_COUNT_BITS SKC_PATHS_RECLAIM_SUBGROUP_SIZE_LOG2
+#define SKC_PATHS_RECLAIM_PACKED_COUNT_DECLARE skc_uint
+
+//
+//
+//
+
+#define SKC_PATHS_RECLAIM_PACKED_COUNT_MASK SKC_BITS_TO_MASK(SKC_PATHS_RECLAIM_PACKED_COUNT_BITS)
+
+#define SKC_PATHS_RECLAIM_PACKED_COUNT_IS_BLOCK(E,I) \
+ (((E) & SKC_DEVICE_SUBBLOCKS_PER_BLOCK_MASK) \
+ ? 0 : (1u << SKC_PATHS_RECLAIM_PACKED_COUNT_BITS * I))
+
+#define SKC_PATHS_RECLAIM_PACKED_COUNT_SCAN_EXCLUSIVE_ADD(S,C) \
+ S = sub_group_scan_exclusive_add(C)
+
+#define SKC_PATHS_RECLAIM_PACKED_COUNT_GET(C,I) \
+ (((C) >> (SKC_PATHS_RECLAIM_PACKED_COUNT_BITS * I)) & SKC_PATHS_RECLAIM_PACKED_COUNT_MASK)
+
+//
+//
+//
+
+struct skc_reclaim
+{
+ skc_path_h aN[SKC_RECLAIM_ARRAY_SIZE];
+};
+
+__kernel
+SKC_PATHS_RECLAIM_KERNEL_ATTRIBS
+void
+skc_kernel_paths_reclaim(__global skc_block_id_t * const bp_ids, // block pool ids ring
+ __global skc_uint * const bp_elems, // block pool blocks
+ __global skc_uint volatile * const bp_atomics, // read/write atomics
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_block_id_t const * const map, // path host-to-device map
+ struct skc_reclaim const reclaim) // array of host path ids
+{
+#if (__OPENCL_VERSION__ < 200)
+ skc_uint const reclaim_stride = get_num_sub_groups();
+#else
+ skc_uint const reclaim_stride = get_enqueued_num_sub_groups(); // 2.0 supports non-uniform workgroups
+#endif
+ skc_uint reclaim_idx = get_group_id(0) * reclaim_stride + get_sub_group_id();
+
+#if 0
+ //
+ // NOTE -- FOR NOW, THIS KERNEL ALWAYS LAUNCHES FIXED SIZE GRIDS BUT
+ // WE MIGHT WANT TO HAVE THE GRID LIMIT ITSELF TO A FRACTIONAL
+ // MULTIPROCESSOR IN ORDER TO MINIMIZE THE IMPACT OF A LARGE
+ // RECLAMATION JOB ON THE REST OF THE PIPELINE.
+ //
+ for (; reclaim_idx < SKC_RECLAIM_ARRAY_SIZE; reclaim_idx+=reclaim_stride)
+#endif
+ {
+ // get host path id
+ skc_path_h const path = reclaim.aN[reclaim_idx];
+
+ // get the path header block from the map
+ skc_block_id_t id = map[path];
+
+ //
+ // blindly load all of the head elements into registers
+ //
+ skc_uint const head_idx = id * SKC_DEVICE_SUBBLOCK_WORDS + get_sub_group_local_id();
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ skc_uint h##I = bp_elems[head_idx + I * SKC_PATHS_RECLAIM_SUBGROUP_SIZE];
+
+ SKC_PATHS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // pick out count.nodes and count.prims from the header
+ //
+ skc_uint count_blocks, count_nodes;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (SKC_PATHS_RECLAIM_ELEM_IN_RANGE(SKC_PATH_HEAD_OFFSET_BLOCKS,I)) { \
+ count_blocks = SKC_BROADCAST(h##I,SKC_PATH_HEAD_OFFSET_BLOCKS,I); \
+ } \
+ if (SKC_PATHS_RECLAIM_ELEM_IN_RANGE(SKC_PATH_HEAD_OFFSET_NODES,I)) { \
+ count_nodes = SKC_BROADCAST(h##I,SKC_PATH_HEAD_OFFSET_NODES,I); \
+ }
+
+ SKC_PATHS_RECLAIM_BLOCK_EXPAND();
+
+#if 0
+ if (get_sub_group_local_id() == 0) {
+ printf("reclaim paths: %9u / %5u / %5u\n",path,count_blocks,count_nodes);
+ }
+#endif
+
+ //
+ // acquire a span in the block pool ids ring for reclaimed ids
+ //
+ // FIXME count_blocks and atomic add can be done in same lane
+ //
+ skc_uint bp_ids_base = 0;
+
+ if (get_sub_group_local_id() == 0) {
+ bp_ids_base = SKC_ATOMIC_ADD_GLOBAL_RELAXED_SUBGROUP(bp_atomics+SKC_BP_ATOMIC_OFFSET_WRITES,count_blocks);
+
+#if 0
+ printf("paths: bp_ids_base = %u\n",bp_ids_base);
+#endif
+ }
+
+ bp_ids_base = sub_group_broadcast(bp_ids_base,0);
+
+ //
+ // shift away the tagged block id's tag
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_PATHS_RECLAIM_ENTIRELY_HEADER(I)) { \
+ h##I = h##I >> SKC_TAGGED_BLOCK_ID_BITS_TAG; \
+ }
+
+ SKC_PATHS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // swap current id with next
+ //
+ if (get_sub_group_local_id() == SKC_PATHS_RECLAIM_SUBGROUP_SIZE - 1)
+ {
+ skc_block_id_t const next = SKC_CONCAT(h,SKC_PATHS_RECLAIM_BLOCK_EXPAND_I_LAST);
+
+ SKC_CONCAT(h,SKC_PATHS_RECLAIM_BLOCK_EXPAND_I_LAST) = id;
+
+ id = next;
+ }
+
+ //
+ // - we'll skip subgroups that are entirely header
+ //
+ // - but we need to mark any header elements that partially fill
+ // a subgroup as invalid tagged block ids
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_PATHS_RECLAIM_ENTIRELY_HEADER(I)) { \
+ if (SKC_PATHS_RECLAIM_PARTIALLY_HEADER(I)) { \
+ if (SKC_PATHS_RECLAIM_IS_HEADER(I)) { \
+ h##I = SKC_TAGGED_BLOCK_ID_INVALID; \
+ } \
+ } \
+ }
+
+ SKC_PATHS_RECLAIM_BLOCK_EXPAND();
+
+ {
+ //
+ // count reclaimable blocks in each lane
+ //
+ SKC_PATHS_RECLAIM_PACKED_COUNT_DECLARE packed_count = ( 0 );
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_PATHS_RECLAIM_ENTIRELY_HEADER(I)) { \
+ packed_count |= SKC_PATHS_RECLAIM_PACKED_COUNT_IS_BLOCK(h##I,I); \
+ }
+
+ SKC_PATHS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // scan to find index of each block
+ //
+ SKC_PATHS_RECLAIM_PACKED_COUNT_DECLARE packed_index = ( 0 );
+
+ SKC_PATHS_RECLAIM_PACKED_COUNT_SCAN_EXCLUSIVE_ADD(packed_index,packed_count);
+
+ //
+ // store blocks back to ring
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_PATHS_RECLAIM_ENTIRELY_HEADER(I)) { \
+ skc_uint const index = SKC_PATHS_RECLAIM_PACKED_COUNT_GET(packed_index,I); \
+ skc_uint const count = SKC_PATHS_RECLAIM_PACKED_COUNT_GET(packed_count,I); \
+ skc_uint const bp_ids_idx = (bp_ids_base + index) & bp_mask; \
+ if (count > 0) { \
+ bp_ids[bp_ids_idx] = h##I; \
+ } \
+ skc_uint const total = index + count; \
+ bp_ids_base += sub_group_broadcast(total,SKC_PATHS_RECLAIM_SUBGROUP_SIZE-1); \
+ }
+
+ SKC_PATHS_RECLAIM_BLOCK_EXPAND();
+
+ // printf("P %7u ! %u\n",bp_ids_idx,h##I);
+ }
+
+ //
+ // we're done if it was just the header
+ //
+ if (count_nodes == 0)
+ return;
+
+ //
+ // otherwise, walk the nodes
+ //
+ do {
+ // id of next block is in last lane
+ id = sub_group_broadcast(id,SKC_PATHS_RECLAIM_SUBGROUP_SIZE-1);
+
+ // get index of each element
+ skc_uint const node_idx = id * SKC_DEVICE_SUBBLOCK_WORDS + get_sub_group_local_id();
+
+ //
+ // blindly load all of the node elements into registers
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ skc_uint n##I = bp_elems[node_idx + I * SKC_PATHS_RECLAIM_SUBGROUP_SIZE];
+
+ SKC_PATHS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // shift away the tagged block id's tag
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ n##I = n##I >> SKC_TAGGED_BLOCK_ID_BITS_TAG;
+
+ SKC_PATHS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // swap current id with next
+ //
+ if (get_sub_group_local_id() == SKC_PATHS_RECLAIM_SUBGROUP_SIZE - 1)
+ {
+ skc_block_id_t const next = SKC_CONCAT(n,SKC_PATHS_RECLAIM_BLOCK_EXPAND_I_LAST);
+
+ SKC_CONCAT(n,SKC_PATHS_RECLAIM_BLOCK_EXPAND_I_LAST) = id;
+
+ id = next;
+ }
+
+ //
+ // count reclaimable blocks in each lane
+ //
+ SKC_PATHS_RECLAIM_PACKED_COUNT_DECLARE packed_count = ( 0 );
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ packed_count |= SKC_PATHS_RECLAIM_PACKED_COUNT_IS_BLOCK(n##I,I);
+
+ SKC_PATHS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // scan to find index of each block
+ //
+ SKC_PATHS_RECLAIM_PACKED_COUNT_DECLARE packed_index = ( 0 );
+
+ SKC_PATHS_RECLAIM_PACKED_COUNT_SCAN_EXCLUSIVE_ADD(packed_index,packed_count);
+
+ //
+ // store blocks back to ring
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) { \
+ skc_uint const index = SKC_PATHS_RECLAIM_PACKED_COUNT_GET(packed_index,I); \
+ skc_uint const count = SKC_PATHS_RECLAIM_PACKED_COUNT_GET(packed_count,I); \
+ skc_uint const bp_ids_idx = (bp_ids_base + index) & bp_mask; \
+ if (count > 0) { \
+ bp_ids[bp_ids_idx] = n##I; \
+ } \
+ skc_uint const total = index + count; \
+ bp_ids_base += sub_group_broadcast(total,SKC_PATHS_RECLAIM_SUBGROUP_SIZE-1); \
+ }
+
+ SKC_PATHS_RECLAIM_BLOCK_EXPAND();
+
+ // printf("P %7u ! %u\n",bp_ids_idx,n##I);
+
+ // any more nodes?
+ } while (--count_nodes > 0);
+ }
+}
+
+//
+//
+//
diff --git a/src/compute/skc/place.cl b/src/compute/skc/place.cl
new file mode 100644
index 0000000..00f16f7
--- /dev/null
+++ b/src/compute/skc/place.cl
@@ -0,0 +1,871 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "device_cl_12_gen9.h"
+#include "common.h"
+#include "atomic_cl.h"
+#include "raster.h"
+#include "tile.h"
+
+//
+//
+//
+
+#define SKC_PLACE_SUBGROUP_MASK (SKC_PLACE_SUBGROUP_SIZE - 1)
+#define SKC_PLACE_SUBGROUP_LAST (SKC_PLACE_SUBGROUP_SIZE - 1)
+
+//
+//
+//
+
+#define SKC_PLACE_SMEM_COUNT_TTSK SKC_MAX_MACRO(SKC_RASTER_NODE_MAX_TTSK,SKC_PLACE_SUBGROUP_SIZE)
+#define SKC_PLACE_SMEM_COUNT_TTPK SKC_RASTER_NODE_MAX_TTPK
+
+//
+//
+//
+
+#define SKC_PLACE_X (SKC_DEVICE_BLOCK_DWORDS / SKC_PLACE_SUBGROUP_SIZE)
+
+//
+//
+//
+
+#if ( SKC_PLACE_X == 1 )
+#define SKC_PLACE_EXPAND() SKC_EXPAND_1()
+#define SKC_PLACE_EXPAND_I_LAST 0
+
+#elif ( SKC_PLACE_X == 2 )
+#define SKC_PLACE_EXPAND() SKC_EXPAND_2()
+#define SKC_PLACE_EXPAND_I_LAST 1
+
+#elif ( SKC_PLACE_X == 4 )
+#define SKC_PLACE_EXPAND() SKC_EXPAND_4()
+#define SKC_PLACE_EXPAND_I_LAST 3
+
+#elif ( SKC_PLACE_X == 8 )
+#define SKC_PLACE_EXPAND() SKC_EXPAND_8()
+#define SKC_PLACE_EXPAND_I_LAST 7
+
+#elif ( SKC_PLACE_X == 16)
+#define SKC_PLACE_EXPAND() SKC_EXPAND_16()
+#define SKC_PLACE_EXPAND_I_LAST 15
+#endif
+
+//
+// PREFIX STORES THE 64-BIT KEYS WITH TWO 32-BIT SUBGROUP-WIDE
+// COALESCED WRITES. LO FIRST, FOLLOWED BY HI.
+//
+// THIS SLIGHTLY COMPLICATES LOADING BY THE PLACE KERNEL IF THE
+// KERNELS USE DIFFERENT SUBGROUP SIZES.
+//
+// THE BENEFIT IS THAT THE RASTER RECLAIM KERNEL ONLY HAS TO LOAD THE
+// LO WORD OF THE KEY SINCE IT CONTAINS THE BLOCK ID.
+//
+// NOTE: AT THIS POINT, ONLY INTEL'S HD GRAPHICS ARCHITECTURE UNDER
+// OPENCL SUPPORTS SELECTING A SUBGROUP SIZE (8/16/32). VULKAN MAY
+// ONLY SUPPORT A SUBGROUP SIZE OF 16.
+//
+
+#if ( SKC_PREFIX_SUBGROUP_SIZE == SKC_PLACE_SUBGROUP_SIZE )
+
+#define SKC_PLACE_STRIDE_H(L) (L)
+#define SKC_PLACE_STRIDE_V_LO(I) (I * 2 * SKC_PLACE_SUBGROUP_SIZE)
+#define SKC_PLACE_STRIDE_V_HI(I) (SKC_PLACE_STRIDE_V_LO(I) + SKC_PLACE_SUBGROUP_SIZE)
+
+#elif ( SKC_PREFIX_SUBGROUP_SIZE > SKC_PLACE_SUBGROUP_SIZE ) // same as above when ratio equals 1
+
+#define SKC_PLACE_SUBGROUP_RATIO (SKC_PREFIX_SUBGROUP_SIZE / SKC_PLACE_SUBGROUP_SIZE)
+#define SKC_PLACE_SUBGROUP_RATIO_MASK (SKC_PLACE_SUBGROUP_RATIO - 1)
+#define SKC_PLACE_SUBGROUP_RATIO_SCALE(I) ((I / SKC_PLACE_SUBGROUP_RATIO) * 2 * SKC_PLACE_SUBGROUP_RATIO + (I & SKC_PLACE_SUBGROUP_RATIO_MASK))
+
+#define SKC_PLACE_STRIDE_H(L) (L)
+#define SKC_PLACE_STRIDE_V_LO(I) (SKC_PLACE_SUBGROUP_RATIO_SCALE(I) * SKC_PLACE_SUBGROUP_SIZE)
+#define SKC_PLACE_STRIDE_V_HI(I) (SKC_PLACE_STRIDE_V_LO(I) + SKC_PLACE_SUBGROUP_RATIO * SKC_PLACE_SUBGROUP_SIZE)
+
+#elif ( SKC_PREFIX_SUBGROUP_SIZE < SKC_PLACE_SUBGROUP_SIZE ) // same as above when ratio equals 1
+
+#define SKC_PLACE_SUBGROUP_RATIO (SKC_PLACE_SUBGROUP_SIZE / SKC_PREFIX_SUBGROUP_SIZE)
+#define SKC_PLACE_SUBGROUP_RATIO_MASK (SKC_PLACE_SUBGROUP_SIZE / SKC_PLACE_SUBGROUP_RATIO - 1) // equal to prefix subgroup mask
+
+#define SKC_PLACE_STRIDE_H(L) (((L) & ~SKC_PLACE_SUBGROUP_RATIO_MASK) * 2 + ((L) & SKC_PLACE_SUBGROUP_RATIO_MASK))
+#define SKC_PLACE_STRIDE_V_LO(I) (I * 2 * SKC_PLACE_SUBGROUP_SIZE)
+#define SKC_PLACE_STRIDE_V_HI(I) (SKC_PLACE_STRIDE_V_LO(I) + SKC_PLACE_SUBGROUP_SIZE / SKC_PLACE_SUBGROUP_RATIO)
+
+#endif
+
+//
+// A COARSE COMPILE-TIME GUARD -- WILL ONLY MATTER WHEN SUBGROUP SIZE
+// IS EQUAL TO THE RASTER HEADER SIZE (CURRENTLY 8)
+//
+
+#define SKC_PLACE_IS_ALL_HEADER_ROW(i) (((i)+1) * SKC_PLACE_SUBGROUP_SIZE <= SKC_RASTER_HEAD_DWORDS)
+
+#define SKC_PLACE_IS_NOT_HEADER_ROW(i) ( (i) * SKC_PLACE_SUBGROUP_SIZE >= SKC_RASTER_HEAD_DWORDS)
+
+#define SKC_PLACE_IS_TRAILING_ROW(i) (((i)+1) * SKC_PLACE_SUBGROUP_SIZE == SKC_DEVICE_BLOCK_DWORDS)
+
+#define SKC_PLACE_IS_HEADER_ROW_KEY(i) ((i) * SKC_PLACE_SUBGROUP_SIZE + get_sub_group_local_id() - SKC_RASTER_HEAD_DWORDS < (k))
+
+
+//
+// Note: HEADER_LESS_THAN purposefully wraps unsigned integer to ~UINT_MAX
+//
+#define SKC_PLACE_HEADER_LESS_THAN(i,k) ((i) * SKC_PLACE_SUBGROUP_SIZE + get_sub_group_local_id() - SKC_RASTER_HEAD_DWORDS < (k))
+#define SKC_PLACE_NODE_LESS_THAN(i,k) ((i) * SKC_PLACE_SUBGROUP_SIZE + get_sub_group_local_id() < (k))
+
+//
+// TTSK v2:
+//
+// 0 63
+// | TTSB ID | PREFIX | SPAN | X | Y |
+// +---------+--------+---------+-----+-----+
+// | 27 | 1 (=0) | 12 (=0) | 12 | 12 |
+//
+//
+// TTPK v2:
+//
+// 0 63
+// | TTPB ID | PREFIX | SPAN | X | Y |
+// +---------+--------+------+-----+-----+
+// | 27 | 1 (=1) | 12 | 12 | 12 |
+//
+//
+
+//
+// TTCK (32-BIT COMPARE) v1:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 18 | 7 | 7 |
+//
+//
+// TTCK (32-BIT COMPARE) v2:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 15 | 9 | 8 |
+//
+//
+// TTCK (64-BIT COMPARE) -- achieves 4K x 4K with an 8x16 tile:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 27 | 1 | 1 | 18 | 9 | 8 |
+//
+
+union skc_subgroup_smem
+{
+ skc_uint scratch[SKC_PLACE_SUBGROUP_SIZE]; // will only use SKC_PLACE_SUBGROUP_SIZE
+
+ struct {
+ struct {
+ skc_ttsk_lo_t sk[SKC_PLACE_SMEM_COUNT_TTSK];
+ skc_ttpk_lo_t pk[SKC_PLACE_SMEM_COUNT_TTPK];
+ } lo;
+
+ struct {
+ skc_ttsk_hi_t sk[SKC_PLACE_SMEM_COUNT_TTSK];
+ skc_ttpk_hi_t pk[SKC_PLACE_SMEM_COUNT_TTPK];
+ } hi;
+
+ // skc_uint span[SKC_PLACE_SMEM_COUNT_TTPK];
+ };
+
+};
+
+//
+// scatter scan max
+//
+static
+skc_int_v_t
+skc_scatter_scan_max(__local union skc_subgroup_smem volatile * const smem,
+ skc_int_v_t const iss,
+ skc_int_v_t const ess)
+{
+ //
+ // prefix sums determine which lanes we're going to work on next
+ //
+ skc_pred_v_t const is_scratch_store = (iss > 0) && (ess < SKC_PLACE_SUBGROUP_SIZE);
+ skc_int_v_t const scratch_idx = max(ess,0);
+
+ //
+ // SIMT
+ //
+
+ //
+ // zero the volatile smem scratchpad using vector syntax
+ //
+ smem->scratch[get_sub_group_local_id()] = ( 0 );
+
+ //
+ // store source lane at starting lane
+ //
+ if (is_scratch_store) {
+ smem->scratch[scratch_idx] = get_sub_group_local_id();
+ }
+
+ //
+ // propagate lanes to right using max scan
+ //
+ skc_int_v_t const scratch = smem->scratch[get_sub_group_local_id()];
+ skc_int_v_t const source = sub_group_scan_inclusive_max(scratch);
+
+ return source;
+}
+
+//
+//
+//
+
+static
+skc_bool
+skc_xk_clip(union skc_tile_clip const * const tile_clip,
+ skc_ttxk_t * const xk)
+{
+ //
+ // clip the sk and pk keys
+ //
+ // if fully clipped then return false
+ //
+ // alternatively -- we can expand all these keys in place
+ //
+ // alternatively -- keep sk and pk keys segregated because sk
+ // represents the vast majority of keys and are easier to process.
+ // don't mess with the fastpath!
+ //
+ return false;
+}
+
+//
+//
+//
+
+static
+skc_ttck_t
+skc_sk_to_ck(__local union skc_subgroup_smem volatile * const smem,
+ union skc_cmd_place const * const cmd,
+ skc_uint const sk_idx)
+{
+ skc_uint const lo = smem->lo.sk[sk_idx]; // assumes prefix bit is 0
+ skc_uint const hi = smem->hi.sk[sk_idx];
+
+ skc_ttck_t ck;
+
+ ck.lo = lo | (cmd->layer_id << SKC_TTCK_LO_BITS_ID_PREFIX_ESCAPE); // FIXME -- preshift the layer id
+
+ // FIXME -- x and y should already be clipped and shifted
+ skc_uint const x = (cmd->tx + SKC_BFE(hi,SKC_TTXK_HI_BITS_X,SKC_TTXK_HI_OFFSET_X)) << SKC_TTCK_HI_OFFSET_X;
+ skc_uint const y = (cmd->ty + SKC_BFE(hi,SKC_TTXK_HI_BITS_Y,SKC_TTXK_HI_OFFSET_Y)) << SKC_TTCK_HI_OFFSET_Y;
+
+ ck.hi = (cmd->layer_id >> SKC_TTCK_HI_SHR_LAYER) | x | y;
+
+ return ck;
+}
+
+static
+skc_ttck_t
+skc_pk_to_ck(__local union skc_subgroup_smem volatile * const smem,
+ union skc_cmd_place const * const cmd,
+ skc_uint const pk_idx,
+ skc_uint const dx)
+{
+ skc_uint const lo = smem->lo.pk[pk_idx] & SKC_TTXK_LO_MASK_ID_PREFIX; // assumes prefix bit is 1
+ skc_uint const hi = smem->hi.pk[pk_idx];
+
+ skc_ttck_t ck;
+
+ ck.lo = lo | (cmd->layer_id << SKC_TTCK_LO_BITS_ID_PREFIX_ESCAPE); // FIXME -- preshift the layer id
+
+ // FIXME -- x and y should already be clipped and shifted
+ skc_uint const x = (cmd->tx + dx + SKC_BFE(hi,SKC_TTXK_HI_BITS_X,SKC_TTXK_HI_OFFSET_X)) << SKC_TTCK_HI_OFFSET_X;
+ skc_uint const y = (cmd->ty + SKC_BFE(hi,SKC_TTXK_HI_BITS_Y,SKC_TTXK_HI_OFFSET_Y)) << SKC_TTCK_HI_OFFSET_Y;
+
+ ck.hi = (cmd->layer_id >> SKC_TTCK_HI_SHR_LAYER) | x | y;
+
+ return ck;
+}
+
+//
+//
+//
+
+static
+void
+skc_ttsk_flush(__global SKC_ATOMIC_UINT volatile * const place_atomics,
+ __global skc_ttck_t * const ck_extent,
+ __local union skc_subgroup_smem volatile * const smem,
+ union skc_cmd_place const * const cmd,
+ skc_uint const sk)
+{
+ //
+ // Pretty sure you can never ever have an sk count equal to 0
+ //
+ skc_uint ck_base = 0;
+
+ // last lane performs the block pool allocation with an atomic increment
+ if (get_sub_group_local_id() == 0) {
+ ck_base = SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE(place_atomics,sk);
+ }
+
+ // broadcast base to all lanes
+ ck_base = sub_group_broadcast(ck_base,0);
+
+ // convert sk keys to ck keys
+ for (skc_uint ii=get_sub_group_local_id(); ii<sk; ii+=SKC_PLACE_SUBGROUP_SIZE)
+ {
+ ck_extent[ck_base+ii] = skc_sk_to_ck(smem,cmd,ii);
+ }
+}
+
+//
+//
+//
+
+static
+skc_int
+skc_ttpk_get_span(__local union skc_subgroup_smem volatile * const smem,
+ skc_uint const idx)
+{
+ skc_uint const lo = smem->lo.pk[idx];
+ skc_uint const hi = smem->hi.pk[idx];
+
+ skc_uint const span_lo = lo >> SKC_TTXK_LO_OFFSET_SPAN;
+ skc_uint const span_hi = (hi & SKC_BITS_TO_MASK(SKC_TTXK_HI_BITS_SPAN)) << SKC_TTXK_LO_BITS_SPAN;
+
+ return (span_lo | span_hi) + 1;
+}
+
+//
+//
+//
+
+static
+void
+skc_ttpk_flush(__global SKC_ATOMIC_UINT volatile * const place_atomics,
+ __global skc_ttck_t * const ck_extent,
+ __local union skc_subgroup_smem volatile * const smem,
+ union skc_cmd_place const * const cmd,
+ skc_uint const pk)
+{
+ // bail out if pk queue is empty
+ if (pk == 0)
+ return;
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("%u\n",pk);
+#endif
+
+ //
+ // FIXME -- this nested loop iterates over the queue processing a
+ // subgroup of 64-bit keys at a time. This is probably not the most
+ // efficient approach so investigate how to store and iterate over a
+ // wider than subgroup (node-sized) queue of keys.
+ //
+
+ // round up so we work with full subgroups
+ skc_uint const pk_ru = (pk + SKC_PLACE_SUBGROUP_SIZE - 1) & ~SKC_PLACE_SUBGROUP_MASK;
+ skc_uint ii = 0;
+
+ // nested loop that expands all ttpk keys
+#if (SKC_PLACE_SMEM_COUNT_TTPK > SKC_PLACE_SUBGROUP_SIZE)
+ for (; ii<pk_ru; ii+=SKC_PLACE_SUBGROUP_SIZE)
+#endif
+ {
+ skc_uint idx = ii + get_sub_group_local_id();
+ skc_int span = 0;
+
+ // how many tiles does this ttpk span?
+ if (idx < pk)
+ span = skc_ttpk_get_span(smem,idx);
+
+ // we need inclusive, exclusive and total
+ skc_int iss = sub_group_scan_inclusive_add(span);
+ skc_int ess = iss - span;
+ skc_int rem = sub_group_broadcast(iss,SKC_PLACE_SUBGROUP_SIZE-1);
+
+ // printf("%u : %u\n",span,iss);
+ // continue;
+
+ // atomically allocate space for the pk keys
+ skc_uint ck_base = 0;
+
+ // last lane performs the block pool allocation with an atomic increment
+ if (get_sub_group_local_id() == 0) {
+ ck_base = SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE(place_atomics,rem);
+ }
+
+ // broadcast atomically allocated extent base to all lanes
+ skc_uint ck_idx = sub_group_broadcast(ck_base,0) + get_sub_group_local_id();
+
+ //
+ // FIXME -- this loop would probably be faster if the ttpk keys
+ // were held in registers and accessed with shuffles instead of
+ // SMEM loads
+ //
+
+ //
+ // loop until there are no more expanded pk keys
+ //
+ while (true)
+ {
+ skc_int const source = skc_scatter_scan_max(smem,iss,ess);
+ skc_int const dx = get_sub_group_local_id() - intel_sub_group_shuffle(ess,source);
+
+ // store valid ck keys to gmem
+ if (get_sub_group_local_id() < rem) {
+ ck_extent[ck_idx] = skc_pk_to_ck(smem,cmd,ii+source,dx);
+ }
+
+ // decrement remainder
+ rem -= SKC_PLACE_SUBGROUP_SIZE;
+
+ if (rem <= 0)
+ break;
+
+ // increment/decrement indices
+ ck_idx += SKC_PLACE_SUBGROUP_SIZE;
+ iss -= SKC_PLACE_SUBGROUP_SIZE;
+ ess -= SKC_PLACE_SUBGROUP_SIZE;
+ }
+ }
+}
+
+//
+//
+//
+
+static
+skc_uint
+skc_ballot(skc_uint * const xk, skc_uint const is_xk)
+{
+#if 0
+ //
+ // FIXME -- when available, this should use the idiom:
+ //
+ // ballot() + lane_mask_less_than_or_equal + popcount()
+ //
+ // Supported by:
+ //
+ // - Vulkan 1.1 / SPIR-V 1.3
+ // - CUDA
+ // - AVX2 (SSE*?)
+ //
+#else
+ //
+ // otherwise, emulate with an inclusive scan (yuk)
+ //
+ skc_uint const prefix = sub_group_scan_inclusive_add(is_xk);
+
+ skc_uint const xk_idx = *xk + prefix - is_xk;
+
+ *xk += sub_group_broadcast(prefix,SKC_PLACE_SUBGROUP_LAST);
+
+#if 0
+ printf("< %3u >\n",xk_idx);
+#endif
+
+ return xk_idx;
+#endif
+}
+
+//
+//
+//
+__kernel
+SKC_PLACE_KERNEL_ATTRIBS
+void
+skc_kernel_place(__global skc_bp_elem_t * const bp_elems,
+ __global SKC_ATOMIC_UINT volatile * const place_atomics,
+ __global skc_ttck_t * const ck_extent,
+ __global union skc_cmd_place const * const cmds,
+ __global skc_block_id_t * const map,
+ skc_uint4 const clip,
+ skc_uint const count)
+{
+ //
+ // declare shared memory block
+ //
+#if ( SKC_PLACE_WORKGROUP_SUBGROUPS == 1 )
+ __local union skc_subgroup_smem volatile smem[1];
+#else
+ __local union skc_subgroup_smem volatile smem_wg[SKC_PLACE_WORKGROUP_SUBGROUPS];
+ __local union skc_subgroup_smem volatile * const smem = smem_wg + get_sub_group_id();
+#endif
+
+ //
+ // This is a subgroup-centric kernel
+ //
+ // Which subgroup in the grid is this?
+ //
+ // TAKE NOTE: the Intel GEN compiler appears to be recognizing
+ // get_group_id(0) as a uniform but the alternative calculation used
+ // when there are multiple subgroups per workgroup is not
+ // cooperating and driving spillage elsewhere.
+ //
+ // Test the raster's translated bounds against the composition's
+ // tile clip
+ //
+ // There are 3 cases:
+ //
+ // - the raster is completely clipped -> return
+ // - the raster is partially clipped -> all keys must clipped
+ // - the raster is not clipped -> no keys are tested
+ //
+ //
+ // There are at least 4 implementations of place and we want to
+ // special-case them as much as possible so that, at the least, the
+ // fastpath remains fast.
+ //
+ // - implement NO CLIP + NO TRANSLATION fastpath -- CAN ATOMICALLY ALLOCATE SK+PK KEYS IN ONE STEP
+ //
+ // - implement CLIPPED + NO TRANSLATION path
+ //
+ // - implement NO CLIP + TRANSLATION path
+ //
+ // - implement CLIPPED + TRANSLATION path
+ //
+ //
+ // FIXME/OPTIMIZATION: split scan accumulator into a triple-bin
+ // 12:12:8 integer where:
+ //
+ // 12: ttsk
+ // 12: ttpk
+ // 8: /dev/null -- clipped or invalid key
+ //
+ // Three kinds of nodes in a raster's list:
+ //
+ // - the head node
+ // - an internal node
+ // - the final node
+ //
+
+#if ( SKC_PLACE_WORKGROUP_SUBGROUPS == 1 )
+ skc_uint const cmd_idx = get_group_id(0);
+#else
+ skc_uint const cmd_idx = get_group_id(0) * SKC_PLACE_WORKGROUP_SUBGROUPS + get_sub_group_id();
+#endif
+
+ // load command
+ union skc_cmd_place const cmd = cmds[cmd_idx];
+
+ // get the raster header from the raster host id -- scalar
+ skc_block_id_t id = map[cmd.raster_h];
+
+ //
+ // load all of the head block ttxk keys into registers
+ //
+ // FIXME -- this pattern lends itself to using the higher
+ // performance Intel GEN block load instructions
+ //
+ skc_uint const head_id = id * SKC_DEVICE_SUBBLOCK_WORDS + SKC_PLACE_STRIDE_H(get_sub_group_local_id());
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ union skc_raster_node_elem const h##I = { \
+ .u32v2 = { bp_elems[head_id + SKC_PLACE_STRIDE_V_LO(I)], \
+ bp_elems[head_id + SKC_PLACE_STRIDE_V_HI(I)] } \
+ };
+
+ SKC_PLACE_EXPAND();
+
+ //
+ // load raster header counts -- we only need the "nodes" and "keys"
+ // words but the keys we loaded are doublewords.
+ //
+ // FIXME -- this can be made portable with compile-time macro expansion
+ //
+ skc_uint nodes = sub_group_broadcast(h0.u32v2.lo,1); // SKC_RASTER_HEAD_OFFSET_COUNTS_NODES
+ skc_uint keys = sub_group_broadcast(h0.u32v2.hi,1); // SKC_RASTER_HEAD_OFFSET_COUNTS_KEYS
+
+ //
+ //
+ //
+#if 0
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ printf("%5u : %6u : %3u : %08X . %08X - %08X\n", \
+ nodes,keys, \
+ I*SKC_PLACE_SUBGROUP_SIZE + get_sub_group_local_id(), \
+ h##I.u32v2.hi,h##I.u32v2.lo, \
+ h##I.u32v2.lo & SKC_TTXK_LO_MASK_PREFIX);
+
+ SKC_PLACE_EXPAND();
+#endif
+
+ //
+#if 0
+ if (get_sub_group_local_id() == 0) {
+ printf("place: %u / %u / %u\n",head_id,nodes,keys);
+ }
+#endif
+
+ {
+ //
+ // classify every key in the header
+ //
+ // keys: 0 is not a key / 1 is a key
+ // skpk: 0 is sk / 1 is pk
+ //
+ skc_uint bits_keys = 0;
+ skc_uint bits_skpk = 0;
+
+ //
+ // calculate bits_keys
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_PLACE_IS_ALL_HEADER_ROW(I)) { \
+ skc_uint const idx = I * SKC_PLACE_SUBGROUP_SIZE + get_sub_group_local_id() - SKC_RASTER_HEAD_DWORDS; \
+ if (idx < keys) { \
+ bits_keys |= (1u << I); \
+ } \
+ if (SKC_PLACE_IS_TRAILING_ROW(I)) { \
+ if (keys > SKC_RASTER_HEAD_COUNT_KEYS) { \
+ if (get_sub_group_local_id() == SKC_PLACE_SUBGROUP_LAST) { \
+ bits_keys &= ~(1u << I); \
+ } \
+ } \
+ } \
+ }
+
+ SKC_PLACE_EXPAND();
+
+ //
+ // blindly calculate bits_skpk
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_PLACE_IS_ALL_HEADER_ROW(I)) { \
+ bits_skpk |= (h##I.xk.lo & SKC_TTXK_LO_MASK_PREFIX) >> (SKC_TTXK_LO_OFFSET_PREFIX - I); \
+ }
+
+ SKC_PLACE_EXPAND();
+
+#if 0
+ printf("%2X : %2X\n",bits_keys,bits_skpk);
+#endif
+
+ //
+ // next pointer is last element of last row. save it now because
+ // this might be recognized as a subgroup-uniform/scalar.
+ //
+ id = sub_group_broadcast(SKC_CONCAT(h,SKC_PLACE_EXPAND_I_LAST).next.node,SKC_PLACE_SUBGROUP_LAST);
+
+ //
+ // append SK keys first
+ //
+ skc_uint const bits_sk = bits_keys & ~bits_skpk;
+ skc_uint sk = 0;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_PLACE_IS_ALL_HEADER_ROW(I)) { \
+ skc_uint is_sk = (bits_sk >> I) & 1; \
+ skc_uint sk_idx = skc_ballot(&sk,is_sk); \
+ if (is_sk) { \
+ smem->lo.sk[sk_idx] = h##I.xk.lo; \
+ smem->hi.sk[sk_idx] = h##I.xk.hi; \
+ } \
+ }
+
+ SKC_PLACE_EXPAND();
+
+ //
+ // append PK keys next
+ //
+ skc_uint const bits_pk = bits_keys & bits_skpk;
+ skc_uint pk = 0;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_PLACE_IS_ALL_HEADER_ROW(I)) { \
+ skc_uint is_pk = (bits_pk >> I) & 1; \
+ skc_uint pk_idx = skc_ballot(&pk,is_pk); \
+ if (is_pk) { \
+ smem->lo.pk[pk_idx] = h##I.xk.lo; \
+ smem->hi.pk[pk_idx] = h##I.xk.hi; \
+ } \
+ }
+
+ SKC_PLACE_EXPAND();
+
+#if 0
+ printf("%2u * %2u\n",sk,pk);
+#endif
+ //
+ // flush the keys
+ //
+ skc_ttsk_flush(place_atomics,ck_extent,smem,&cmd,sk);
+ skc_ttpk_flush(place_atomics,ck_extent,smem,&cmd,pk);
+ }
+
+ //
+ // we're done if there was only a head node
+ //
+ if (nodes == 0)
+ return;
+
+ //
+ // decrement keys
+ //
+ keys -= SKC_RASTER_HEAD_COUNT_KEYS;
+
+ //
+ // otherwise, append keys in trailing nodes to smem
+ //
+ while (true)
+ {
+ //
+ // load all of the node block ttxk keys into registers
+ //
+ // FIXME -- this pattern lends itself to using the higher
+ // performance Intel GEN block load instructions
+ //
+ skc_uint const node_id = id * SKC_DEVICE_SUBBLOCK_WORDS + SKC_PLACE_STRIDE_H(get_sub_group_local_id());
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ union skc_raster_node_elem const n##I = { \
+ .u32v2 = { bp_elems[node_id + SKC_PLACE_STRIDE_V_LO(I)], \
+ bp_elems[node_id + SKC_PLACE_STRIDE_V_HI(I)] } \
+ };
+
+ SKC_PLACE_EXPAND();
+
+#if 0
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ printf("%5u : %6u : %3u : %08X . %08X - %08X\n", \
+ nodes,keys, \
+ I*SKC_PLACE_SUBGROUP_SIZE + get_sub_group_local_id(), \
+ n##I.u32v2.hi,n##I.u32v2.lo, \
+ n##I.u32v2.lo & SKC_TTXK_LO_MASK_PREFIX);
+
+ SKC_PLACE_EXPAND();
+#endif
+
+ //
+ // classify every key in the header
+ //
+ // keys: 0 is not a key / 1 is a key
+ // skpk: 0 is sk / 1 is pk
+ //
+ skc_uint bits_keys = 0;
+ skc_uint bits_skpk = 0;
+
+ //
+ // calculate bits_keys
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) { \
+ skc_uint const idx = I * SKC_PLACE_SUBGROUP_SIZE + get_sub_group_local_id(); \
+ if (idx < keys) { \
+ bits_keys |= (1u << I); \
+ } \
+ if (SKC_PLACE_IS_TRAILING_ROW(I)) { \
+ if (keys > SKC_RASTER_NODE_COUNT_KEYS) { \
+ if (get_sub_group_local_id() == SKC_PLACE_SUBGROUP_LAST) { \
+ bits_keys &= ~(1u << I); \
+ } \
+ } \
+ } \
+ }
+
+ SKC_PLACE_EXPAND();
+
+ //
+ // blindly calculate bits_skpk
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) { \
+ bits_skpk |= (n##I.xk.lo & SKC_TTXK_LO_MASK_PREFIX) >> (SKC_TTXK_LO_OFFSET_PREFIX - I); \
+ }
+
+ SKC_PLACE_EXPAND();
+
+#if 0
+ printf("%2X : %2X\n",bits_keys,bits_skpk);
+#endif
+
+ //
+ // next pointer is last element of last row. save it now because
+ // this might be recognized as a subgroup-uniform/scalar.
+ //
+ id = sub_group_broadcast(SKC_CONCAT(n,SKC_PLACE_EXPAND_I_LAST).next.node,SKC_PLACE_SUBGROUP_LAST);
+
+ //
+ // append SK keys first
+ //
+ skc_uint const bits_sk = bits_keys & ~bits_skpk;
+ skc_uint sk = 0;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) { \
+ skc_uint is_sk = (bits_sk >> I) & 1; \
+ skc_uint sk_idx = skc_ballot(&sk,is_sk); \
+ if (is_sk) { \
+ smem->lo.sk[sk_idx] = n##I.xk.lo; \
+ smem->hi.sk[sk_idx] = n##I.xk.hi; \
+ } \
+ }
+
+ SKC_PLACE_EXPAND();
+
+ //
+ // append PK keys next
+ //
+ skc_uint const bits_pk = bits_keys & bits_skpk;
+ skc_uint pk = 0;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) { \
+ skc_uint is_pk = (bits_pk >> I) & 1; \
+ skc_uint pk_idx = skc_ballot(&pk,is_pk); \
+ if (is_pk) { \
+ smem->lo.pk[pk_idx] = n##I.xk.lo; \
+ smem->hi.pk[pk_idx] = n##I.xk.hi; \
+ } \
+ }
+
+ SKC_PLACE_EXPAND();
+
+#if 0
+ printf("%2u * %2u\n",sk,pk);
+#endif
+ //
+ // if total for either the sk or pk queue reaches the
+ // highwater mark then flush it to the extent
+ //
+ skc_ttsk_flush(place_atomics,ck_extent,smem,&cmd,sk);
+ skc_ttpk_flush(place_atomics,ck_extent,smem,&cmd,pk);
+
+ //
+ // if this was the last node then we're done
+ //
+ if (--nodes == 0)
+ return;
+
+ //
+ // otherwise decrement keys
+ //
+ keys -= SKC_RASTER_NODE_COUNT_KEYS;
+ }
+}
+
+//
+//
+//
diff --git a/src/compute/skc/prefix.cl b/src/compute/skc/prefix.cl
new file mode 100644
index 0000000..960b6cf
--- /dev/null
+++ b/src/compute/skc/prefix.cl
@@ -0,0 +1,1042 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "device_cl_12_gen9.h"
+#include "raster_builder_cl_12.h"
+#include "block.h"
+#include "raster.h"
+#include "atomic_cl.h"
+#include "macros.h"
+#include "tile.h"
+
+//
+// INPUT:
+//
+// TTRK (64-BIT COMPARE)
+//
+// 0 63
+// | TTSB ID | X | Y | COHORT ID |
+// +---------+------+------+-----------+
+// | 27 | 12 | 12 | 13 |
+//
+//
+// TTRK (32-BIT COMPARE)
+//
+// 0 63
+// | TTSB ID | N/A | X | Y | COHORT ID |
+// +---------+-----+------+------+-----------+
+// | 27 | 5 | 12 | 12 | 8 |
+//
+//
+// OUTPUT:
+//
+// TTSK v2:
+//
+// 0 63
+// | TTSB ID | PREFIX | N/A | X | Y |
+// +---------+--------+------+----+----+
+// | 27 | 1 (=0) | 12 | 12 | 12 |
+//
+//
+// TTPK v1:
+//
+// 0 63
+// | TTPB ID | ALL ZEROES | SPAN | X | Y |
+// +---------+------------+------+-----+-----+
+// | 27 | 1 | 12 | 12 | 12 |
+//
+//
+// TTPK v2:
+//
+// 0 63
+// | TTPB ID | PREFIX | SPAN | X | Y |
+// +---------+--------+------+-----+-----+
+// | 27 | 1 (=1) | 12 | 12 | 12 |
+//
+
+#define SKC_PREFIX_SUBGROUP_MASK (SKC_PREFIX_SUBGROUP_SIZE - 1)
+
+//
+// smem accumulator
+//
+
+union skc_subgroup_accum
+{
+ struct {
+ SKC_ATOMIC_INT ttp[SKC_TILE_HEIGHT];
+ } atomic;
+
+ struct {
+ skc_ttp_t ttp[SKC_TILE_HEIGHT];
+ } aN;
+
+ struct {
+ SKC_PREFIX_TTP_V ttp[SKC_PREFIX_SUBGROUP_SIZE];
+ } vN;
+
+ struct {
+ SKC_PREFIX_SMEM_ZERO ttp[SKC_TILE_HEIGHT / SKC_PREFIX_SMEM_ZERO_WIDTH];
+ } zero;
+};
+
+//
+//
+//
+
+struct skc_subgroup_smem
+{
+ // prefix accumulator
+ union skc_subgroup_accum accum;
+};
+
+//
+//
+//
+
+static
+skc_uint
+skc_subgroup_lane()
+{
+#if ( SKC_PREFIX_SUBGROUP_SIZE > 1 )
+ return get_sub_group_local_id();
+#else
+ return 0;
+#endif
+}
+
+//
+//
+//
+
+static
+SKC_PREFIX_TTS_V_BITFIELD
+skc_tts_get_dy(skc_tts_v_t const ttsv)
+{
+ // tts.dy is packed to fit in range [-32,31] and unpacked to [-32..-1,+1..+32]
+ SKC_PREFIX_TTS_V_BITFIELD const dy = ttsv >> SKC_TTS_OFFSET_DY;
+
+ return dy - (~ttsv >> 31);
+}
+
+static
+SKC_PREFIX_TTS_V_BITFIELD
+skc_tts_get_py(skc_tts_v_t const ttsv)
+{
+ return SKC_BFE(ttsv,SKC_TTS_BITS_TY-SKC_SUBPIXEL_RESL_Y_LOG2,SKC_TTS_OFFSET_TY+SKC_SUBPIXEL_RESL_Y_LOG2);
+}
+
+//
+//
+//
+
+static
+void
+skc_accum_scatter(__local struct skc_subgroup_smem * const smem, skc_tts_v_t const tts_v)
+{
+ // get "altitude"
+ SKC_PREFIX_TTS_V_BITFIELD dy = skc_tts_get_dy(tts_v);
+
+ // get the y pixel coordinate
+ SKC_PREFIX_TTS_V_BITFIELD py = skc_tts_get_py(tts_v);
+
+ //
+ // FIXME -- benchmark performance of setting dy to 0 if tts_v is invalid?
+ //
+ // FIXME -- consider making TTS_INVALID a dy/py/etc. that's a no-op
+ //
+
+#if 0
+ if (tts_v != SKC_TTS_INVALID)
+ printf("< %08X = %u : %d >\n",tts_v,py,dy);
+#endif
+
+ //
+ // scatter-add the "altitude" to accumulator
+ //
+#if ( SKC_PREFIX_SUBGROUP_SIZE > 1 )
+ //
+ // GPU/SIMT -- IMPLIES SUPPORT FOR ATOMIC SCATTER-ADD
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) \
+ if (tts_v C != SKC_TTS_INVALID) { \
+ SKC_ATOMIC_ADD_LOCAL_RELAXED_SUBGROUP(smem->accum.atomic.ttp + py C, dy C); \
+ }
+
+#else
+ //
+ // CPU/SIMD -- ITERATE OVER VECTOR, NO NEED FOR ATOMICS
+ //
+ // WITH SIMD, ONCE A TTS_INVALID IS DETECTED WE CAN QUIT
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) \
+ if (tts_v C == SKC_TTS_INVALID) \
+ return; \
+ smem->accum.aN.ttp[py C] = dy C;
+#endif
+
+ SKC_PREFIX_TTS_VECTOR_INT_EXPAND();
+}
+
+//
+// The implication here is that if our device configuration has a
+// rectangular 1:2 tile then we need a block size of at least 2
+// subblocks. The subblock size of course needs to match the length of
+// the smallest tile side.
+//
+
+static
+void
+skc_accum_flush(__local struct skc_subgroup_smem * const smem,
+ __global skc_bp_elem_t * const bp_elems,
+ skc_block_id_t const pb_id)
+{
+ // load the ttp elements
+ SKC_PREFIX_TTP_V const ttp_v = smem->accum.vN.ttp[get_sub_group_local_id()];
+ skc_uint const offset = pb_id * (SKC_DEVICE_SUBBLOCK_WORDS / SKC_TILE_RATIO) + skc_subgroup_lane();
+
+#if ( SKC_TILE_RATIO == 1 )
+
+ bp_elems[offset] = ttp_v;
+
+#elif ( SKC_TILE_RATIO == 2 )
+
+ vstore2(ttp_v,offset,bp_elems);
+
+#else
+
+#error("tile ratio greater than 2 not supported")
+
+#endif
+}
+
+//
+//
+//
+
+static
+void
+skc_accum_reset(__local struct skc_subgroup_smem * const smem)
+{
+ for (uint ii=0; ii<SKC_TILE_HEIGHT / SKC_PREFIX_SMEM_ZERO_WIDTH / SKC_PREFIX_SUBGROUP_SIZE; ii++)
+ smem->accum.zero.ttp[ii * SKC_PREFIX_SUBGROUP_SIZE + skc_subgroup_lane()] = ( 0 );
+}
+
+//
+// get next sk key
+//
+
+static
+skc_ttsk_s_t
+skc_ttsk_v_get_next(skc_ttsk_v_t * const sk_v,
+ skc_uint * const sk_next,
+ skc_int * const rkpk_rem)
+{
+ // decrement count
+ *rkpk_rem -= 1;
+
+#if ( SKC_PREFIX_SUBGROUP_SIZE > 1 )
+ //
+ // SIMT with subgroup support is easy
+ //
+ // SIMT without subgroup support can always emulate with smem
+ //
+#if 0
+ //
+ // BUG TICKLED BY FILTHY CODE -- Intel compiler doesn't properly
+ // broadcast a uint2 cast to a long. It was probably bad to do this
+ // anyway without a union wrapping the TTSK scalar type.
+ //
+ // Consider creating a union { ulong; uint2 } at a later date --
+ // probably no need to ever do this unless it makes broadcast faster
+ // which is unlikely since it will probably be implemented as 2
+ // 32-bit broadcasts.
+ //
+ // Additionally, the TTRK and TTXK key bitfield sizes are probably
+ // cast in stone and we aren't going to change them no matter
+ // architecture we're on.
+ //
+ skc_ttsk_s_t sk_s = sub_group_broadcast(SKC_AS(ulong)(*sk_v),(*sk_next)++);
+#else
+ skc_ttsk_s_t sk_s;
+
+ sk_s.lo = sub_group_broadcast(sk_v->lo,*sk_next);
+ sk_s.hi = sub_group_broadcast(sk_v->hi,*sk_next);
+ *sk_next += 1;
+#endif
+
+#else
+ //
+ // SIMD will always grab component .s0 and then rotate the vector
+ //
+ sk_s = ( sk_v->s0 );
+
+ skc_ttsk_v_rotate_down(sk_v);
+
+#endif
+
+ return sk_s;
+}
+
+//
+//
+//
+
+static
+skc_raster_yx_s
+skc_ttsk_v_first(skc_ttsk_v_t * const sk_v, skc_uint const sk_next)
+{
+#if ( SKC_PREFIX_SUBGROUP_SIZE > 1 )
+ //
+ // SIMT with subgroup support is easy
+ //
+ // SIMT without subgroup support can always emulate with smem
+ //
+ skc_raster_yx_s const yx_s = sub_group_broadcast(sk_v->hi,sk_next);
+
+#else
+ //
+ // SIMD will always grab component .s0 and then rotate the vector
+ //
+ skc_raster_yx_s const yx_s = ( sk_v->s0.hi );
+
+#endif
+
+ return yx_s;
+}
+
+//
+// mask off ttsb id
+//
+
+static
+skc_block_id_s_t
+skc_ttsk_s_get_ttsb_id(skc_ttsk_s_t const * const sk_s)
+{
+ return ( sk_s->lo & SKC_TTXK_LO_MASK_ID );
+}
+
+//
+// load tts_v as early as possible
+//
+
+static
+skc_tts_v_t
+skc_load_tts(__global skc_bp_elem_t * const bp_elems,
+ skc_block_id_s_t const sb_id)
+{
+ return ( bp_elems[sb_id * SKC_DEVICE_SUBBLOCK_WORDS + skc_subgroup_lane()] );
+}
+
+//
+// massage ttrk keys into ttsk keys
+//
+
+static
+void
+skc_ttrk_to_ttsk(skc_ttsk_v_t * const sk_v)
+{
+ sk_v->lo = sk_v->lo & SKC_TTXK_LO_MASK_ID; // clear high (N/A) bits
+ sk_v->hi = sk_v->hi << SKC_TTRK_HI_BITS_COHORT; // shift cohort away -- zeroes low bits
+}
+
+//
+// replenish ttsk keys
+//
+
+static
+void
+skc_ttsk_v_replenish(skc_ttsk_v_t * const sk_v,
+ skc_uint * const sk_next,
+ skc_uint * const rks_next,
+ __global skc_ttrk_e_t const * const rks)
+{
+ // if there are still keys available then return
+ if (*sk_next < SKC_PREFIX_TTXK_V_SIZE)
+ return;
+
+ //
+ // otherwise, replenish sk_v
+ //
+ // NOTE NOTE NOTE -- we are assuming rks[] extent size is always
+ // divisible by TTXK_V_SIZE and therefore loading some keys from the
+ // next raster is OK.
+ //
+ *sk_next = 0;
+ *rks_next += SKC_PREFIX_SUBGROUP_SIZE;
+ *sk_v = rks[*rks_next];
+
+#if 0
+ printf("* %08X ( %3u, %3u )\n",
+ sk_v->hi,
+ (sk_v->hi >> 12) & 0xFFF,
+ (sk_v->hi ) & 0xFFF);
+#endif
+
+ skc_ttrk_to_ttsk(sk_v);
+
+#if 0
+ printf("! %08X ( %3u, %3u )\n",
+ sk_v->hi,
+ (sk_v->hi >> 20) & 0xFFF,
+ (sk_v->hi >> 8) & 0xFFF);
+#endif
+}
+
+//
+// replenish block ids
+//
+// note that you can't overrun the block id pool since it's a ring
+//
+
+static
+void
+skc_blocks_replenish(skc_uint * const blocks_next,
+ skc_uint * const blocks_idx,
+ skc_block_id_v_t * const blocks,
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_block_id_t const * const bp_ids)
+
+{
+ *blocks_idx += SKC_PREFIX_BLOCK_ID_V_SIZE;
+ *blocks = bp_ids[*blocks_idx & bp_mask];
+ *blocks_next = 0;
+
+#if 0
+ printf("replenish blocks: %u\n",*blocks);
+#endif
+}
+
+//
+//
+//
+
+static
+skc_block_id_t
+skc_blocks_get_next(skc_uint * const blocks_next,
+ skc_uint * const blocks_idx,
+ skc_block_id_v_t * const blocks,
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_block_id_t const * const bp_ids)
+{
+ // replenish?
+ if (*blocks_next == SKC_PREFIX_BLOCK_ID_V_SIZE)
+ {
+ skc_blocks_replenish(blocks_next,blocks_idx,blocks,bp_mask,bp_ids);
+ }
+
+#if ( SKC_PREFIX_SUBGROUP_SIZE > 1 )
+ //
+ // SIMT
+ //
+ skc_block_id_t id = sub_group_broadcast(*blocks,*blocks_next);
+
+#else
+ //
+ // SIMD
+ //
+ skc_block_id_t id = blocks->s0;
+
+ skc_shuffle_down_1(*blocks);
+
+#endif
+
+ *blocks_next += 1;
+
+ return id;
+}
+
+//
+// subblock allocator
+//
+
+#if ( SKC_DEVICE_SUBBLOCK_WORDS_LOG2 < SKC_DEVICE_BLOCK_WORDS_LOG2 )
+
+static
+skc_block_id_t
+skc_subblocks_get_next_pb_id(skc_block_id_t * const subblocks,
+ skc_uint * const blocks_next,
+ skc_uint * const blocks_idx,
+ skc_block_id_v_t * const blocks,
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_block_id_t const * const bp_ids)
+{
+ if ((*subblocks & SKC_DEVICE_SUBBLOCKS_PER_BLOCK_MASK) == 0)
+ {
+ *subblocks = skc_blocks_get_next(blocks_next,blocks_idx,blocks,bp_mask,bp_ids);
+ }
+
+ skc_block_id_t const pb_id = *subblocks;
+
+ *subblocks += SKC_TILE_RATIO; // note this is one or two subblocks
+
+ return pb_id;
+}
+
+#endif
+
+//
+// append a ttsk key to the work-in-progress node
+//
+
+static
+void
+skc_node_v_append_sk(skc_ttsk_s_t const * const sk_s,
+
+ skc_ttxk_v_t * const xk_v,
+ skc_uint * const xk_v_next,
+ skc_uint * const xk_v_idx,
+ __global skc_bp_elem_t * const bp_elems,
+
+ skc_int const rkpk_rem,
+
+ skc_uint * const blocks_next,
+ skc_uint * const blocks_idx,
+ skc_block_id_v_t * const blocks,
+ skc_uint const bp_mask,
+ __global skc_block_id_t const * const bp_ids)
+{
+ //
+ // Append an sk key to the in-register xk_v vector
+ //
+ // If the work-in-progress node in gmem will only have room for one
+ // more key then:
+ //
+ // - if this was the final SK then write out xk_v and exit
+ //
+ // - otherwise, acquire a block id, link it, write out xk_v,
+ // prepare new node
+ //
+ // Note that this does *not* try to squeeze in a final key into the
+ // next node slot. This optimization isn't worth the added
+ // down-pipeline complexity.
+ //
+#if ( SKC_PREFIX_SUBGROUP_SIZE > 1 )
+ //
+ // SIMT
+ //
+ if (get_sub_group_local_id() == (*xk_v_next & SKC_PREFIX_TTXK_V_MASK))
+ {
+ *xk_v = *sk_s;
+ }
+
+ *xk_v_next += 1;
+
+ // are there more keys coming?
+ if (rkpk_rem > 0)
+ {
+ // is the node almost full?
+ if (*xk_v_next == SKC_RASTER_NODE_DWORDS - 1)
+ {
+ skc_block_id_t const id = skc_blocks_get_next(blocks_next,blocks_idx,blocks,bp_mask,bp_ids);
+
+ if (get_sub_group_local_id() == SKC_PREFIX_TTXK_V_SIZE - 1)
+ {
+ xk_v->lo = id;
+ xk_v->hi = SKC_UINT_MAX; // this initialization isn't necessary
+ }
+
+ // store xk_v (uint2) to bp (uint)
+ bp_elems[*xk_v_idx ] = xk_v->lo;
+ bp_elems[*xk_v_idx+SKC_PREFIX_SUBGROUP_SIZE] = xk_v->hi;
+#if 0
+ printf("S) %u : %08v2X\n",*xk_v_idx,*xk_v);
+#endif
+ // reinitialize xk_v
+ xk_v->lo = SKC_UINT_MAX;
+ xk_v->hi = SKC_UINT_MAX;
+
+ // update node elem idx
+ *xk_v_idx = id * SKC_DEVICE_SUBBLOCK_WORDS + get_sub_group_local_id();
+
+ // reset node count
+ *xk_v_next = 0;
+ }
+ // is xk_v full?
+ else if ((*xk_v_next & SKC_PREFIX_TTXK_V_MASK) == 0)
+ {
+ // store xk_v to bp
+ bp_elems[*xk_v_idx ] = xk_v->lo;
+ bp_elems[*xk_v_idx+SKC_PREFIX_SUBGROUP_SIZE] = xk_v->hi;
+#if 0
+ printf("s) %u : %08v2X\n",*xk_v_idx,*xk_v);
+#endif
+ // reinitialize xk_v
+ xk_v->lo = SKC_UINT_MAX;
+ xk_v->hi = SKC_UINT_MAX;
+
+ // increment node elem idx
+ *xk_v_idx += SKC_PREFIX_SUBGROUP_SIZE * 2;
+ }
+ }
+ else
+ {
+ bp_elems[*xk_v_idx ] = xk_v->lo;
+ bp_elems[*xk_v_idx+SKC_PREFIX_SUBGROUP_SIZE] = xk_v->hi;
+#if 0
+ printf("z) %u : %08v2X\n",*xk_v_idx,*xk_v);
+#endif
+ while ((*xk_v_idx & SKC_DEVICE_BLOCK_WORDS_MASK) < SKC_DEVICE_BLOCK_WORDS - SKC_PREFIX_SUBGROUP_SIZE * 2)
+ {
+ *xk_v_idx += SKC_PREFIX_SUBGROUP_SIZE * 2;
+
+ bp_elems[*xk_v_idx] = SKC_UINT_MAX;
+ bp_elems[*xk_v_idx+SKC_PREFIX_SUBGROUP_SIZE] = SKC_UINT_MAX;
+ }
+ }
+
+#else
+ //
+ // SIMD
+ //
+
+#endif
+}
+
+//
+//
+//
+
+static
+skc_ttpk_s_t
+skc_ttpk_create(skc_raster_yx_s const yx_prev,
+ skc_raster_yx_s const yx_next,
+ skc_block_id_t const pb_id)
+{
+ // - yx_prev is already incremented by one
+ // - yx_span is already shifted up at hi.x
+ skc_uint const yx_span = yx_next - yx_prev;
+
+ skc_ttpk_s_t pk;
+
+ // turn on prefix bit | shift span bits upward
+ pk.lo = pb_id | SKC_TTXK_LO_MASK_PREFIX | (yx_span << SKC_TTPK_LO_SHL_YX_SPAN);
+
+ // shift down high span bits | yx of tile
+ pk.hi = (yx_span >> SKC_TTPK_HI_SHR_YX_SPAN) | yx_prev;
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("* %08v2X : %u\n",pk,yx_span);
+#endif
+
+ return pk;
+}
+
+//
+// append a ttpk key to the work-in-progress node
+//
+
+static
+void
+skc_node_v_append_pk(skc_ttpk_s_t const * const pk_s,
+
+ skc_ttxk_v_t * const xk_v,
+ skc_uint * const xk_v_next,
+ skc_uint * const xk_v_idx,
+ __global skc_bp_elem_t * const bp_elems,
+
+ skc_uint * const blocks_next,
+ skc_uint * const blocks_idx,
+ skc_block_id_v_t * const blocks,
+ skc_uint const bp_mask,
+ __global skc_block_id_t const * const bp_ids)
+{
+ //
+ // append a pk key to the in-register xk_v vector
+ //
+ // if the work-in-progress node in gmem will only have room for one
+ // more key then:
+ //
+ // - if this was the final SK then write out xk_v and exit
+ //
+ // - otherwise, acquire a block id, link it, write out xk_v,
+ // prepare new node
+ //
+#if ( SKC_PREFIX_SUBGROUP_SIZE > 1 )
+ //
+ // SIMT
+ //
+ if (get_sub_group_local_id() == (*xk_v_next & SKC_PREFIX_TTXK_V_MASK))
+ {
+ *xk_v = *pk_s;
+ }
+
+ *xk_v_next += 1;
+
+ // is the node almost full?
+ if (*xk_v_next == SKC_RASTER_NODE_DWORDS - 1)
+ {
+ skc_block_id_t const id = skc_blocks_get_next(blocks_next,blocks_idx,blocks,bp_mask,bp_ids);
+
+ if (get_sub_group_local_id() == SKC_PREFIX_TTXK_V_SIZE - 1)
+ {
+ xk_v->lo = id;
+ xk_v->hi = SKC_UINT_MAX; // this initialization isn't necessary
+ }
+
+ // store xk_v to bp
+ bp_elems[*xk_v_idx ] = xk_v->lo;
+ bp_elems[*xk_v_idx+SKC_PREFIX_SUBGROUP_SIZE] = xk_v->hi;
+#if 0
+ printf("P) %u : %08v2X\n",*xk_v_idx,*xk_v);
+#endif
+ // reinitialize xk_v
+ xk_v->lo = SKC_UINT_MAX;
+ xk_v->hi = SKC_UINT_MAX;
+
+ // update node elem idx
+ *xk_v_idx = id * SKC_DEVICE_SUBBLOCK_WORDS + get_sub_group_local_id();
+
+ // reset node count
+ *xk_v_next = 0;
+ }
+ // is xk_v full?
+ else if ((*xk_v_next & SKC_PREFIX_TTXK_V_MASK) == 0)
+ {
+ // store xk_v to bp
+ bp_elems[*xk_v_idx ] = xk_v->lo;
+ bp_elems[*xk_v_idx+SKC_PREFIX_SUBGROUP_SIZE] = xk_v->hi;
+#if 0
+ printf("p) %u : %08v2X\n",*xk_v_idx,*xk_v);
+#endif
+ // reinitialize xk_v
+ xk_v->lo = SKC_UINT_MAX;
+ xk_v->hi = SKC_UINT_MAX;
+
+ // increment node elem idx
+ *xk_v_idx += SKC_PREFIX_SUBGROUP_SIZE * 2;
+ }
+
+#else
+ //
+ // SIMD
+ //
+#endif
+}
+
+//
+// append the first 3 fields of meta info to the raster header
+//
+
+static
+void
+skc_node_v_init_header(skc_ttxk_v_t * const xk_v,
+ skc_uint * const xk_v_next,
+ union skc_raster_cohort_meta_out const * const meta)
+{
+#if ( SKC_PREFIX_SUBGROUP_SIZE > 1 )
+ //
+ // SIMT
+ //
+ if (get_sub_group_local_id() < 2)
+ {
+ *xk_v = ((get_sub_group_local_id() & 1) == 0) ? meta->u32v4.lo : meta->u32v4.hi;
+ }
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("header: %08v4X\n",meta->u32v4);
+#endif
+
+ //
+ // increment counter: uint4 + uint4 = uint2 x 4
+ //
+ *xk_v_next = 2 + 2; // +2 for unitialized bounds
+
+#else
+ //
+ // SIMD
+ //
+
+#endif
+}
+
+//
+//
+//
+
+__kernel
+SKC_PREFIX_KERNEL_ATTRIBS
+void
+skc_kernel_prefix(__global skc_uint const * const bp_atomics,
+ __global skc_block_id_t const * const bp_ids,
+ __global skc_bp_elem_t * const bp_elems,
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_ttrk_e_t const * const rks,
+ __global skc_block_id_t * const map,
+ __global skc_uint const * const metas,
+ skc_uint const count)
+{
+ //
+ // declare shared memory block
+ //
+#if ( SKC_PREFIX_WORKGROUP_SUBGROUPS == 1 )
+ __local struct skc_subgroup_smem smem[1];
+#else
+ __local struct skc_subgroup_smem smems[SKC_PREFIX_WORKGROUP_SUBGROUPS];
+ __local struct skc_subgroup_smem * restrict const smem = smems + get_sub_group_id();
+#endif
+
+ //
+ // where is this subgroup in the grid?
+ //
+#if ( SKC_PREFIX_WORKGROUP_SUBGROUPS == 1 )
+ skc_uint const sgi = get_group_id(0);
+#else
+ skc_uint const sgi = get_group_id(0) * SKC_PREFIX_WORKGROUP_SUBGROUPS + get_sub_group_id();
+#endif
+
+ skc_uint const sgl = get_sub_group_local_id();
+
+ //
+ // return if this subgroup is excess
+ //
+#if ( SKC_PREFIX_WORKGROUP_SUBGROUPS > 1 )
+ if (sgi >= count)
+ return;
+#endif
+
+ //
+ // get meta info for this subgroup's raster
+ //
+ union skc_raster_cohort_meta_out const meta = { vload4(sgi,metas) };
+ skc_uint const reads = metas[SKC_RASTER_COHORT_META_OFFSET_READS + sgi];
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("%3u : %5u / %5u / %5u / %5u / %u\n",
+ sgi,
+ meta.blocks,
+ meta.offset,
+ meta.nodes,
+ meta.keys,
+ reads);
+#endif
+
+ //
+ // preload blocks -- align on subgroup
+ //
+ skc_uint blocks_idx = (reads & ~SKC_PREFIX_SUBGROUP_MASK) + skc_subgroup_lane();
+ skc_block_id_v_t blocks = bp_ids[blocks_idx & bp_mask];
+ skc_uint blocks_next = (reads & SKC_PREFIX_SUBGROUP_MASK);
+
+ //
+ // prime xk_v_idx with a block but note that OpenCL vstore_n() will scale the offset
+ //
+ skc_uint xk_v_idx = sub_group_broadcast(blocks,blocks_next++) * SKC_DEVICE_SUBBLOCK_WORDS + get_sub_group_local_id();
+
+ //
+ // initialize raster header -- assumes block is greater than 8 words (4 doublewords)
+ //
+ skc_ttxk_v_t xk_v = { SKC_UINT_MAX, SKC_UINT_MAX };
+ skc_uint xk_v_next;
+
+ skc_node_v_init_header(&xk_v,&xk_v_next,&meta);
+
+ //
+ // no keys -- this is an empty raster!
+ //
+ if (meta.keys == 0)
+ {
+ bp_elems[xk_v_idx ] = xk_v.lo;
+ bp_elems[xk_v_idx+SKC_PREFIX_SUBGROUP_SIZE] = xk_v.hi;
+
+ while ((xk_v_idx & SKC_DEVICE_BLOCK_WORDS_MASK) < SKC_DEVICE_BLOCK_WORDS - SKC_PREFIX_SUBGROUP_SIZE * 2)
+ {
+ xk_v_idx += SKC_PREFIX_SUBGROUP_SIZE * 2;
+
+ bp_elems[xk_v_idx] = SKC_UINT_MAX;
+ bp_elems[xk_v_idx+SKC_PREFIX_SUBGROUP_SIZE] = SKC_UINT_MAX;
+ }
+
+ return;
+ }
+
+ //
+ // load TTRK keys and in-place convert to TTSK keys
+ //
+ skc_uint rks_next = (meta.offset & ~SKC_PREFIX_SUBGROUP_MASK) + skc_subgroup_lane();
+ skc_ttsk_v_t sk_v = rks[rks_next];
+ skc_uint sk_next = (meta.offset & SKC_PREFIX_SUBGROUP_MASK);
+ skc_int rkpk_rem = meta.keys; // signed count of remaining rk+pk keys
+
+#if 0
+ printf("* %08X ( %3u, %3u )\n",
+ sk_v.hi,
+ (sk_v.hi >> 12) & 0xFFF,
+ (sk_v.hi ) & 0xFFF);
+#endif
+
+ skc_ttrk_to_ttsk(&sk_v);
+
+#if 0
+ printf("! %08X ( %3u, %3u )\n",
+ sk_v.hi,
+ (sk_v.hi >> 20) & 0xFFF,
+ (sk_v.hi >> 8) & 0xFFF);
+#endif
+
+ //
+ // subblocks
+ //
+#if ( SKC_DEVICE_SUBBLOCK_WORDS_LOG2 < SKC_DEVICE_BLOCK_WORDS_LOG2 )
+ skc_block_id_t subblocks = 0;
+#endif
+
+ //
+ // begin "scan" of tiles
+ //
+ skc_raster_yx_s yx_prev = skc_ttsk_v_first(&sk_v,sk_next);
+
+ //
+ // zero the accumulator
+ //
+ skc_accum_reset(smem);
+
+ while (true)
+ {
+ // get next rk key
+ skc_ttsk_s_t const sk_s = skc_ttsk_v_get_next(&sk_v,&sk_next,&rkpk_rem);
+
+ // load ttsb id
+ skc_block_id_s_t const sb_id = skc_ttsk_s_get_ttsb_id(&sk_s);
+
+ // load tts_v transaction "in flight" as early as possible
+ skc_tts_v_t const tts_v = skc_load_tts(bp_elems,sb_id);
+
+#if 0
+ printf("{ %08X }\n",tts_v);
+#endif
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("[ %d, %X ]\n",rkpk_rem,sb_id);
+#endif
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("@ %08X ( %3u, %3u )\n",sk_s.hi,(sk_s.hi >> 20),(sk_s.hi >> 8) & 0xFFF);
+#endif
+
+ //
+ // FIXME -- SOME OF THESE COMPARISONS CAN BE PERFORMED AHEAD OF
+ // TIME AND SIMD'IZED
+ //
+
+ // if yx's don't match then we're either issuing a ttpk or
+ // resetting the accumulator
+ if (sk_s.hi != yx_prev)
+ {
+ // if yx_next.y == yx_last.y then x changed
+ if (((sk_s.hi ^ yx_prev) & SKC_TTXK_HI_MASK_Y) == 0)
+ {
+ //
+ // if the tile is not square then it's ratio is 1:2
+ //
+#if SKC_DEVICE_SUBBLOCK_WORDS_LOG2 < SKC_DEVICE_BLOCK_WORDS_LOG2
+ skc_block_id_t const pb_id = skc_subblocks_get_next_pb_id(&subblocks,
+ &blocks_next,
+ &blocks_idx,
+ &blocks,
+ bp_mask,
+ bp_ids);
+#else
+ skc_block_id_t const pb_id = skc_blocks_get_next(&blocks_next,
+ &blocks_idx,
+ &blocks,
+ bp_mask,
+ bp_ids);
+#endif
+
+ // flush accumulated ttp vector to block/subblock at ttpb_id
+ skc_accum_flush(smem,bp_elems,pb_id);
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ {
+ printf("%8u : ( %4u, %4u ) -> ( %4u, %4u )\n",
+ pb_id,
+ (yx_prev >> SKC_TTXK_HI_OFFSET_Y),
+ (yx_prev >> SKC_TTXK_HI_OFFSET_X) & 0xFFF,
+ (sk_s.hi >> SKC_TTXK_HI_OFFSET_Y) & 0xFFF,
+ (sk_s.hi >> SKC_TTXK_HI_OFFSET_X) & 0xFFF);
+ }
+#endif
+
+ //
+ // FIXME -- A SIMD-WIDE BLOCK OF TTPK KEYS CAN BE CREATED IN ONE STEP
+ //
+ rkpk_rem -= 1;
+
+ // create the pk
+ skc_ttpk_s_t const pk_s = skc_ttpk_create(yx_prev+SKC_TTXK_HI_ONE_X,sk_s.hi,pb_id);
+
+ // append pk key to xk buffer
+ skc_node_v_append_pk(&pk_s,
+
+ &xk_v,
+ &xk_v_next,
+ &xk_v_idx,
+ bp_elems,
+
+ &blocks_next,
+ &blocks_idx,
+ &blocks,
+ bp_mask,
+ bp_ids);
+ }
+ else if (rkpk_rem > 0) // we're starting a new tile row
+ {
+ skc_accum_reset(smem);
+ }
+ }
+
+ //
+ // append sk key to node_v
+ //
+ // if rkpk_rem is zero then return from kernel
+ //
+ skc_node_v_append_sk(&sk_s,
+
+ &xk_v,
+ &xk_v_next,
+ &xk_v_idx,
+ bp_elems,
+
+ rkpk_rem,
+
+ &blocks_next,
+ &blocks_idx,
+ &blocks,
+ bp_mask,
+ bp_ids);
+
+ // we're done if no more sk keys
+ if (rkpk_rem == 0)
+ break;
+
+ // move to new tile
+ yx_prev = sk_s.hi;
+
+ // scatter tts values into accumulator
+ skc_accum_scatter(smem,tts_v);
+
+ // replenish sk keys
+ skc_ttsk_v_replenish(&sk_v,&sk_next,&rks_next,rks);
+ }
+}
+
+//
+//
+//
diff --git a/src/compute/skc/raster.h b/src/compute/skc/raster.h
new file mode 100644
index 0000000..c2b9583
--- /dev/null
+++ b/src/compute/skc/raster.h
@@ -0,0 +1,178 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_RASTER
+#define SKC_ONCE_RASTER
+
+//
+//
+//
+
+#include "block.h"
+
+//
+// The raster "head" structure aliases a block.
+//
+// Blocks are guaranteed to be at least 16 words.
+//
+// Note that the end of the ttsk key sequence and beginning of the
+// ttpk key sequence may share a node.
+//
+// Note that keys are 64-bits and the "next" id is only a 32-bit
+// (27-bit tagged block id) so there is room for another next id or a
+// key/node countdown. For now we'll leave the second to last word
+// empty/unused.
+//
+
+typedef skc_uint2 skc_ttsk_t;
+typedef skc_uint2 skc_ttpk_t;
+typedef skc_uint2 skc_ttxk_t;
+
+union skc_raster_node_next
+{
+ skc_uint2 u32v2;
+
+ struct {
+ skc_block_id_t node; // low word
+ skc_uint na;
+ };
+};
+
+//
+//
+//
+
+union skc_raster_node_elem
+{
+ skc_uint2 u32v2;
+ skc_ttsk_t sk;
+ skc_ttpk_t pk;
+ skc_ttxk_t xk;
+ union skc_raster_node_next next;
+};
+
+//
+//
+//
+
+union skc_raster_header
+{
+ skc_uint4 u32v4;
+
+ struct {
+ skc_uint blocks; // # of blocks -- head+node+skb+pkb -- uint2.lo
+ skc_uint na; // unused -- uint2.hi
+ skc_uint nodes; // # of nodes -- not including header -- uint2.lo
+ skc_uint keys; // # of sk+pk keys -- uint2.hi
+ };
+};
+
+//
+//
+//
+
+struct skc_raster_head
+{
+ union skc_raster_header header; // 3 counters and a spare
+ skc_int4 bounds; // sub-pixel resolution bounds
+ union skc_raster_node_elem elems[]; // 64-bit keys and index of next node
+};
+
+//
+//
+//
+
+#define SKC_RASTER_HEAD_WORDS 8
+
+#define SKC_RASTER_HEAD_OFFSET_COUNTS_BLOCKS 0
+#define SKC_RASTER_HEAD_OFFSET_COUNTS_NA 1
+#define SKC_RASTER_HEAD_OFFSET_COUNTS_NODES 2
+#define SKC_RASTER_HEAD_OFFSET_COUNTS_KEYS 3
+
+#define SKC_RASTER_HEAD_OFFSET_BOUNDS 4
+#define SKC_RASTER_HEAD_OFFSET_ELEMS 8
+
+//
+//
+//
+
+#define SKC_RASTER_HEAD_WORDS_CALC (sizeof(struct skc_raster_head) / sizeof(skc_uint))
+
+#define SKC_RASTER_HEAD_OFFSET_COUNTS_BLOCKS_CALC (SKC_OFFSET_OF(struct skc_raster_head,header.blocks) / sizeof(skc_uint))
+#define SKC_RASTER_HEAD_OFFSET_COUNTS_NODES_CALC (SKC_OFFSET_OF(struct skc_raster_head,header.nodes) / sizeof(skc_uint))
+#define SKC_RASTER_HEAD_OFFSET_COUNTS_KEYS_CALC (SKC_OFFSET_OF(struct skc_raster_head,header.keys) / sizeof(skc_uint))
+
+#define SKC_RASTER_HEAD_OFFSET_BOUNDS_CALC (SKC_OFFSET_OF(struct skc_raster_head,bounds) / sizeof(skc_uint))
+#define SKC_RASTER_HEAD_OFFSET_ELEMS_CALC (SKC_OFFSET_OF(struct skc_raster_head,elems) / sizeof(skc_uint))
+
+//
+// NOT ALL OPENCL PREPROCESSORS ARE HAPPY WITH CALCULATING OFFSET_OF()
+//
+// - Intel ioc compiler failed in the past
+//
+
+#if !defined(__OPENCL_C_VERSION__)
+SKC_STATIC_ASSERT(SKC_RASTER_HEAD_WORDS == SKC_RASTER_HEAD_WORDS_CALC);
+SKC_STATIC_ASSERT(SKC_RASTER_HEAD_OFFSET_COUNTS_BLOCKS == SKC_RASTER_HEAD_OFFSET_COUNTS_BLOCKS_CALC);
+SKC_STATIC_ASSERT(SKC_RASTER_HEAD_OFFSET_COUNTS_NODES == SKC_RASTER_HEAD_OFFSET_COUNTS_NODES_CALC);
+SKC_STATIC_ASSERT(SKC_RASTER_HEAD_OFFSET_COUNTS_KEYS == SKC_RASTER_HEAD_OFFSET_COUNTS_KEYS_CALC);
+SKC_STATIC_ASSERT(SKC_RASTER_HEAD_OFFSET_BOUNDS == SKC_RASTER_HEAD_OFFSET_BOUNDS_CALC);
+SKC_STATIC_ASSERT(SKC_RASTER_HEAD_OFFSET_ELEMS == SKC_RASTER_HEAD_OFFSET_ELEMS_CALC);
+#endif
+
+//
+//
+//
+
+#if 0
+#if !defined(__OPENCL_C_VERSION__)
+struct skc_raster_node
+{
+ union skc_raster_node_elem elems[];
+};
+#endif
+#endif
+
+//
+//
+//
+
+#define SKC_RASTER_HEAD_DWORDS (SKC_RASTER_HEAD_WORDS / 2)
+#define SKC_RASTER_NODE_DWORDS SKC_DEVICE_BLOCK_DWORDS
+
+//
+//
+
+#define SKC_RASTER_NODE_COUNT_KEYS (SKC_DEVICE_BLOCK_DWORDS - 1)
+#define SKC_RASTER_HEAD_COUNT_KEYS (SKC_RASTER_NODE_COUNT_KEYS - SKC_RASTER_HEAD_DWORDS)
+
+//
+// these are the most possible keys that could be produced by a node
+//
+
+#define SKC_RASTER_HEAD_MAX_TTSK SKC_RASTER_HEAD_COUNT_KEYS
+#define SKC_RASTER_HEAD_MAX_TTPK ((SKC_DEVICE_BLOCK_DWORDS - SKC_RASTER_HEAD_DWORDS) / 2)
+
+#define SKC_RASTER_NODE_MAX_TTSK SKC_RASTER_NODE_COUNT_KEYS // a node could be all TTSK keys minus next pointer
+#define SKC_RASTER_NODE_MAX_TTPK (SKC_RASTER_NODE_DWORDS / 2) // a node could be at most half TTPK keys and (half-1) TTSK keys
+
+#define SKC_RASTER_HEAD_MIN_TTSK (SKC_RASTER_HEAD_MAX_TTSK - SKC_RASTER_NODE_MAX_TTPK)
+#define SKC_RASTER_HEAD_MIN_TTPK 0
+
+#define SKC_RASTER_NODE_MIN_TTSK (SKC_RASTER_NODE_MAX_TTSK - SKC_RASTER_NODE_MAX_TTPK)
+#define SKC_RASTER_NODE_MIN_TTPK 0
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/raster_builder.c b/src/compute/skc/raster_builder.c
new file mode 100644
index 0000000..6da8071
--- /dev/null
+++ b/src/compute/skc/raster_builder.c
@@ -0,0 +1,321 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdlib.h>
+#include <memory.h>
+#include <float.h>
+
+#include "raster_builder.h"
+
+#include "context.h"
+#include "weakref.h"
+
+#include "scheduler.h"
+#include "handle.h"
+
+#include "common.h"
+
+//
+//
+//
+
+#ifndef NDEBUG
+
+#include <stdio.h>
+
+#define SKC_CONTEXT_WAIT_DEBUG(p) \
+ fprintf(stderr,"WAITING ON: " p "\n")
+
+#else
+
+#define SKC_CONTEXT_WAIT_DEBUG(p)
+
+#endif
+
+//
+//
+//
+
+#define SKC_CONTEXT_WAIT_WHILE(c,p) \
+ while (p) { \
+ SKC_CONTEXT_WAIT_DEBUG(#p); \
+ skc_context_wait(c); \
+ }
+
+//
+//
+//
+
+#if 0
+
+//
+// IDENTITY TRANSFORM
+//
+
+static
+float const skc_transform_identity[8] =
+ {
+ 1.0f, 0.0f, 0.0f, // sx shx tx
+ 0.0f, 1.0f, 0.0f, // shy sy ty
+ 0.0f, 0.0f // w0 w1 1 <-- always 1
+ };
+
+float const * const skc_transform_identity_ptr = skc_transform_identity;
+
+//
+// DEFAULT RASTER CLIP
+//
+
+static
+float const skc_raster_clip_default[4] =
+ {
+ -FLT_MAX, -FLT_MAX, // lower left corner of bounding box
+ +FLT_MAX, +FLT_MAX // upper right corner of bounding box
+ };
+
+float const * const skc_raster_clip_default_ptr = skc_raster_clip_default;
+
+#endif
+
+//
+//
+//
+
+skc_err
+skc_raster_builder_retain(skc_raster_builder_t raster_builder)
+{
+ raster_builder->refcount += 1;
+
+ return SKC_ERR_SUCCESS;
+}
+
+//xbli
+//
+//
+
+skc_err
+skc_raster_builder_release(skc_raster_builder_t raster_builder)
+{
+ SKC_ASSERT_STATE_ASSERT(SKC_RASTER_BUILDER_STATE_READY,raster_builder);
+
+ raster_builder->release(raster_builder->impl);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+static
+skc_bool
+skc_raster_builder_path_ids_append(struct skc_raster_builder * const raster_builder,
+ union skc_cmd_fill * const cmd,
+ skc_path_t const path)
+{
+ SKC_CONTEXT_WAIT_WHILE(raster_builder->context,skc_extent_ring_is_full(&raster_builder->path_ids.ring));
+
+ cmd->path = path;
+
+ raster_builder->path_ids.extent[skc_extent_ring_wip_index_inc(&raster_builder->path_ids.ring)] = path;
+
+ return skc_extent_ring_wip_is_full(&raster_builder->path_ids.ring);
+}
+
+static
+skc_bool
+skc_raster_builder_transforms_append(struct skc_raster_builder * const raster_builder,
+ union skc_cmd_fill * const cmd,
+ skc_transform_weakref_t * const transform_weakref,
+ skc_float const * const transform)
+{
+ //
+ // FIXME -- check weakref
+ //
+ SKC_CONTEXT_WAIT_WHILE(raster_builder->context,skc_extent_ring_is_full(&raster_builder->transforms.ring));
+
+ cmd->transform = skc_extent_ring_wip_count(&raster_builder->transforms.ring);
+
+ skc_uint const base = skc_extent_ring_wip_index_inc(&raster_builder->transforms.ring);
+
+ memcpy(raster_builder->transforms.extent[base].f32a8,transform,sizeof(skc_float8));
+
+ return skc_extent_ring_wip_is_full(&raster_builder->transforms.ring);
+}
+
+static
+skc_bool
+skc_raster_builder_clips_append(struct skc_raster_builder * const raster_builder,
+ union skc_cmd_fill * const cmd,
+ skc_raster_clip_weakref_t * const raster_clip_weakref,
+ skc_float const * const raster_clip)
+{
+ //
+ // FIXME -- check weakref
+ //
+ SKC_CONTEXT_WAIT_WHILE(raster_builder->context,skc_extent_ring_is_full(&raster_builder->clips.ring));
+
+ cmd->clip = skc_extent_ring_wip_count(&raster_builder->clips.ring);
+
+ skc_uint const base = skc_extent_ring_wip_index_inc(&raster_builder->clips.ring);
+
+ memcpy(raster_builder->clips.extent[base].f32a4,raster_clip,sizeof(skc_float4));
+
+ return skc_extent_ring_wip_is_full(&raster_builder->clips.ring);
+}
+
+static
+skc_bool
+skc_raster_builder_cmds_append(struct skc_raster_builder * const raster_builder,
+ union skc_cmd_fill * const cmd)
+{
+ SKC_CONTEXT_WAIT_WHILE(raster_builder->context,skc_extent_ring_is_full(&raster_builder->fill_cmds.ring));
+
+ cmd->cohort = skc_extent_ring_wip_count(&raster_builder->raster_ids.ring);
+
+ skc_uint const base = skc_extent_ring_wip_index_inc(&raster_builder->fill_cmds.ring);
+
+ raster_builder->fill_cmds.extent[base] = *cmd;
+
+#if 0
+ fprintf(stderr,"[ %4u, %4u, %4u, %4u ]\n",
+ cmd->path,
+ cmd->transform,
+ cmd->clip,
+ cmd->cohort);
+#endif
+
+ return skc_extent_ring_wip_is_full(&raster_builder->fill_cmds.ring);
+}
+
+//
+//
+//
+
+static
+skc_bool
+skc_raster_builder_raster_ids_append(struct skc_raster_builder * const raster_builder,
+ skc_raster_t const raster)
+{
+ SKC_CONTEXT_WAIT_WHILE(raster_builder->context,skc_extent_ring_is_full(&raster_builder->raster_ids.ring));
+
+ raster_builder->raster_ids.extent[skc_extent_ring_wip_index_inc(&raster_builder->raster_ids.ring)] = raster;
+
+ return skc_extent_ring_wip_is_full(&raster_builder->raster_ids.ring);
+}
+
+//
+//
+//
+
+static
+void
+skc_raster_builder_checkpoint(struct skc_raster_builder * const raster_builder)
+{
+ skc_extent_ring_checkpoint(&raster_builder->path_ids .ring);
+ skc_extent_ring_checkpoint(&raster_builder->transforms.ring);
+ skc_extent_ring_checkpoint(&raster_builder->clips .ring);
+ skc_extent_ring_checkpoint(&raster_builder->fill_cmds .ring);
+ skc_extent_ring_checkpoint(&raster_builder->raster_ids.ring);
+}
+
+//
+// RASTER OPS
+//
+
+skc_err
+skc_raster_begin(skc_raster_builder_t raster_builder)
+{
+ SKC_ASSERT_STATE_TRANSITION(SKC_RASTER_BUILDER_STATE_READY,
+ SKC_RASTER_BUILDER_STATE_BUILDING,
+ raster_builder);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_raster_end(skc_raster_builder_t raster_builder, skc_raster_t * raster)
+{
+ SKC_ASSERT_STATE_TRANSITION(SKC_RASTER_BUILDER_STATE_BUILDING,
+ SKC_RASTER_BUILDER_STATE_READY,
+ raster_builder);
+ // get a raster id
+ raster_builder->end(raster_builder->impl,raster);
+
+ // if cohort is full then launch
+ skc_bool const snap = skc_raster_builder_raster_ids_append(raster_builder,*raster);
+
+ // checkpoint the current ring range
+ skc_raster_builder_checkpoint(raster_builder);
+
+ // snapshot and force start because the cohort is full -- no need to wait
+ if (snap)
+ raster_builder->force(raster_builder->impl);
+
+ // add guard bit
+ *raster |= SKC_TYPED_HANDLE_TYPE_IS_RASTER; // FIXME -- the guard bit can be buried
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+// PATH-TO-RASTER OPS
+//
+
+skc_err
+skc_raster_add_filled(skc_raster_builder_t raster_builder,
+ skc_path_t path,
+ skc_transform_weakref_t * transform_weakref,
+ float const * transform,
+ skc_raster_clip_weakref_t * raster_clip_weakref,
+ float const * raster_clip)
+{
+ SKC_ASSERT_STATE_ASSERT(SKC_RASTER_BUILDER_STATE_BUILDING,raster_builder);
+
+ //
+ // validate and retain the path handle before proceeding
+ //
+ skc_err err = raster_builder->add(raster_builder->impl,&path,1);
+
+ if (err)
+ return err;
+
+ // mask off the guard bits
+ path = SKC_TYPED_HANDLE_TO_HANDLE(path);
+
+ //
+ // build the command...
+ //
+ union skc_cmd_fill cmd;
+
+ // append path to ring
+ skc_bool snap = skc_raster_builder_path_ids_append(raster_builder,&cmd,path);
+
+ // append transform
+ snap = skc_raster_builder_transforms_append(raster_builder,&cmd,transform_weakref,transform) || snap;
+
+ // append raster clip
+ snap = skc_raster_builder_clips_append(raster_builder,&cmd,raster_clip_weakref,raster_clip) || snap;
+
+ // append fill command
+ snap = skc_raster_builder_cmds_append(raster_builder,&cmd) || snap;
+
+ // snapshot and lazily start
+ if (snap)
+ raster_builder->start(raster_builder->impl);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/raster_builder.h b/src/compute/skc/raster_builder.h
new file mode 100644
index 0000000..9996a2b
--- /dev/null
+++ b/src/compute/skc/raster_builder.h
@@ -0,0 +1,79 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+#include "assert_state.h"
+#include "extent_ring.h" // note that these structs are *not* opaque
+
+//
+//
+//
+
+typedef enum skc_raster_builder_state_e {
+
+ SKC_RASTER_BUILDER_STATE_READY,
+ SKC_RASTER_BUILDER_STATE_BUILDING
+
+} skc_raster_builder_state_e;
+
+//
+// Construct and dispose of a raster builder and its opaque
+// implementation.
+//
+
+struct skc_raster_builder
+{
+ struct skc_context * context;
+
+ struct skc_raster_builder_impl * impl;
+
+ skc_err (* add )(struct skc_raster_builder_impl * const impl, skc_path_t const * paths, skc_uint count);
+ void (* end )(struct skc_raster_builder_impl * const impl, skc_raster_t * const raster);
+ void (* start )(struct skc_raster_builder_impl * const impl);
+ void (* force )(struct skc_raster_builder_impl * const impl);
+ void (* release)(struct skc_raster_builder_impl * const impl);
+
+ struct {
+ skc_path_t * extent;
+ struct skc_extent_ring ring;
+ } path_ids;
+
+ struct {
+ union skc_transform * extent;
+ struct skc_extent_ring ring;
+ } transforms;
+
+ struct {
+ union skc_path_clip * extent;
+ struct skc_extent_ring ring;
+ } clips;
+
+ struct {
+ union skc_cmd_fill * extent;
+ struct skc_extent_ring ring;
+ } fill_cmds;
+
+ struct {
+ skc_raster_t * extent;
+ struct skc_extent_ring ring;
+ } raster_ids;
+
+ skc_uint refcount; // FIXME -- split this into host and impl refcounts
+
+ SKC_ASSERT_STATE_DECLARE(skc_raster_builder_state_e);
+};
+
+//
+//
+//
diff --git a/src/compute/skc/raster_builder_cl_12.c b/src/compute/skc/raster_builder_cl_12.c
new file mode 100644
index 0000000..33992cb
--- /dev/null
+++ b/src/compute/skc/raster_builder_cl_12.c
@@ -0,0 +1,1349 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+// get rid of these
+#include <stdio.h>
+#include <stdlib.h>
+
+//
+//
+//
+
+#include "hs/cl/hs_cl_launcher.h"
+
+#include "common/cl/assert_cl.h"
+
+#include "context.h"
+#include "grid.h"
+#include "raster.h"
+#include "extent_ring.h"
+#include "raster_builder.h"
+
+#include "tile.h"
+
+#include "config_cl.h"
+#include "runtime_cl_12.h"
+#include "extent_cl_12.h"
+#include "raster_builder_cl_12.h"
+
+//
+// RASTERIZATION SUB-PIPELINE
+// --------------------------
+//
+// Phase 1: expand commands
+//
+// Phase 2: rasterize
+//
+// Phase 3: sort & segment || release paths
+//
+// Phase 4: prefix
+//
+// Phase 5: release rasters
+//
+// RASTER COHORT
+// ==============
+//
+// BUILDER RASTERIZER POST PROCESSING
+// <-----------------------------------------------> <------------> <--------------------------------------------------------------------->
+//
+// fill cmds transforms raster clips path release rasterize cmds cohort map raster release TTSB TTSK cohort atomics context atomics
+// --------- ---------- ------------ ------------ -------------- ---------- -------------- ---- ---- -------------- ---------------
+// 1,2 1,2 1,2 1,2 2 1-4 1,2,3,4 2-4 2-4 2-4 global
+//
+//
+// NOTES: FINE-GRAINED SVM
+// -----------------------
+//
+// 1) In a fine-grained system we know the exact number of
+// rasterize cmds per segment type before phase 1
+//
+// 2) A raster that's "under construction" shouldn't be rasterized
+// until it is complete. This implies that a raster is not part
+// of a cohort until it is complete. The raster builder must
+// handle raster promises being "forced" to completion -- this is
+// likely the result of composition construction and subsequent
+// rendering to a surface.
+//
+// 3) The raster cohort rasterizer state retains the fill cmd,
+// transform, raster clip and path release "ring" extents.
+//
+// 4) The rasterize cmd extent sizes (line, quad, cubic, rational
+// quad, rational cubic) are known ahead of time.
+//
+// 5) The raster cohort post processor is standalone and retains the
+// raster_map, cohort atomics, TTSK_RYX extent, and raster
+// references until complete.
+//
+
+//
+// Notes:
+//
+// - Could have a pipeline stage before expansion count the exact
+// number of line/quad/cubic commands but the command buffers are
+// relatively small (64-bit commands * # of path segments).
+//
+
+// raster
+// cohort atomics path_ids raster_ids transforms clips cmds_fill cmds_l/q/c ttsk_ryx
+//
+//
+// BEGIN ^
+// |
+// EXPAND |
+// |
+// RASTERIZE |
+// |
+// SORT || RELEASE PATHS |
+// |
+// PREFIX |
+// |
+// RELEASE RASTERS |
+// |
+// END v
+//
+//
+// BEGIN
+//
+// EXPAND -- PRODUCES: one or more extents of rasterization commands
+//
+// RASTERIZE -- DEPENDENCY: requires size of command extents before launching
+// -- PRODUCES: an extent of ttsk_ryx keys
+//
+// SORT || RELEASE PATHS -- DEPENDENCY: requires size of key extent before launching
+// -- PRODUCES: sorted array of keys
+//
+// PREFIX -- DEPENDENCY: none -- can execute after SORT because grid size is number of rasters
+//
+// RELEASE RASTERS -- DEPENDENCY: none -- can execute after prefix
+//
+// END
+//
+
+// ------------------------
+//
+// DEPENDENCY is cleanly implemented with a host callback or device kernel launcher
+//
+// Can this hide resource acquisition? Yes. But there are two cases:
+//
+// 1. acqusition of resources occurs on the host thread and lack of
+// resources drains the host command queue until resources are
+// available (OpenCL 2.x)
+//
+// 2. the host commands lazily acquire resources (OpenCL 1.2)
+//
+// ------------------------
+//
+// How to express?
+//
+// Each substage launches its successors. This supports both dependency models.
+//
+// If OpenCL 1.2 then the substage can't be launched until the prior
+// stage's event is complete. So this requires registering a callback
+// to invoke the substage.
+//
+// ------------------------
+
+//
+// BUILD
+//
+
+struct skc_raster_builder_impl
+{
+ struct skc_raster_builder * raster_builder;
+ struct skc_runtime * runtime;
+
+ skc_grid_t cohort;
+
+ // these are all durable/perm extents
+ struct skc_extent_phrwg_thr1s path_ids; // read/write by host
+ struct skc_extent_phw1g_tdrNs transforms; // write once by host + read by device
+ struct skc_extent_phw1g_tdrNs clips; // write once by host + read by device
+ struct skc_extent_phw1g_tdrNs fill_cmds; // write once by host + read by device
+ struct skc_extent_phrwg_tdrNs raster_ids; // read/write by host + read by device
+
+ struct {
+ cl_kernel fills_expand;
+ cl_kernel rasterize_all;
+ cl_kernel segment;
+ cl_kernel rasters_alloc;
+ cl_kernel prefix;
+ } kernels;
+};
+
+//
+// RASTER COHORT
+//
+// This sub-pipeline snapshots the raster builder and then acquires
+// and releases host and device resources as necessary (as late as
+// possible).
+//
+// Note that the cohort extents are ephemeral and are only used by one
+// or more stages of a the rasterization sub-pipeline.
+//
+// The pipeline implementation may vary between compute platforms.
+//
+
+struct skc_raster_cohort
+{
+ struct skc_raster_builder_impl * impl;
+
+ struct skc_extent_phrwg_thr1s_snap path_ids; // read/write by host
+ struct skc_extent_phw1g_tdrNs_snap transforms; // write once by host + read by device
+ struct skc_extent_phw1g_tdrNs_snap clips; // write once by host + read by device
+ struct skc_extent_phw1g_tdrNs_snap fill_cmds; // write once by host + read by device
+ struct skc_extent_phrwg_tdrNs_snap raster_ids; // read/write by host + read by device
+
+ cl_command_queue cq;
+
+ // sub-pipeline atomics
+ struct skc_extent_thr_tdrw atomics;
+
+ // path primitives are expanded into line/quad/cubic/rational cmds
+ struct skc_extent_tdrw cmds;
+
+ // rasterization output
+ struct skc_extent_tdrw keys;
+ // struct skc_extent_thrw_tdrw keys;
+
+ // post-sort extent with metadata for each raster
+ struct skc_extent_tdrw metas;
+ // struct skc_extent_thrw_tdrw metas;
+
+ // subbuf id
+ skc_subbuf_id_t id;
+
+ //
+ // pipeline also uses the following global resources:
+ //
+ // - command queue from global factory
+ // - global block pool and its atomics
+ // - global path and raster host id map
+ // - temporary host and device allocations
+ //
+};
+
+//
+// TTRK (64-BIT COMPARE)
+//
+// 0 63
+// | TTSB ID | X | Y | COHORT ID |
+// +---------+------+------+-----------+
+// | 27 | 12 | 12 | 13 |
+//
+//
+// TTRK (32-BIT COMPARE)
+//
+// 0 63
+// | TTSB ID | N/A | X | Y | COHORT ID |
+// +---------+-----+------+------+-----------+
+// | 27 | 5 | 12 | 12 | 8 |
+//
+
+//
+// TTRK is sortable intermediate key format for TTSK
+//
+// We're going to use the 32-bit comparison version for now
+//
+
+union skc_ttrk
+{
+ skc_ulong u64;
+ skc_uint2 u32v2;
+
+ struct {
+ skc_uint block : SKC_TTXK_LO_BITS_ID;
+ skc_uint na0 : SKC_TTRK_LO_BITS_NA;
+ skc_uint x : SKC_TTXK_HI_BITS_X;
+ skc_uint y : SKC_TTXK_HI_BITS_Y;
+ skc_uint cohort : SKC_TTRK_HI_BITS_COHORT;
+ };
+
+ struct {
+ skc_uint na1;
+ skc_uint yx : SKC_TTXK_HI_BITS_YX;
+ skc_uint na2 : SKC_TTRK_HI_BITS_COHORT;
+ };
+
+ struct {
+ skc_uint na3;
+ skc_uint na4 : SKC_TTXK_HI_BITS_X;
+ skc_uint cohort_y : SKC_TTRK_HI_BITS_COHORT_Y;
+ };
+};
+
+//
+//
+//
+
+static
+void
+skc_raster_builder_pfn_release(struct skc_raster_builder_impl * const impl)
+{
+ // decrement reference count
+ if (--impl->raster_builder->refcount != 0)
+ return;
+
+ //
+ // otherwise, dispose of the the raster builder and its impl
+ //
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // free the raster builder
+ skc_runtime_host_perm_free(runtime,impl->raster_builder);
+
+ // free durable/perm extents
+ skc_extent_phrwg_thr1s_free(runtime,&impl->path_ids);
+ skc_extent_phw1g_tdrNs_free(runtime,&impl->transforms);
+ skc_extent_phw1g_tdrNs_free(runtime,&impl->clips);
+ skc_extent_phw1g_tdrNs_free(runtime,&impl->fill_cmds);
+ skc_extent_phrwg_tdrNs_free(runtime,&impl->raster_ids);
+
+ // release kernels
+ cl(ReleaseKernel(impl->kernels.fills_expand));
+ cl(ReleaseKernel(impl->kernels.rasterize_all));
+
+#if 0
+ cl(ReleaseKernel(impl->kernels.rasterize_lines));
+ cl(ReleaseKernel(impl->kernels.rasterize_quads));
+ cl(ReleaseKernel(impl->kernels.rasterize_cubics));
+#endif
+
+ cl(ReleaseKernel(impl->kernels.segment));
+ cl(ReleaseKernel(impl->kernels.rasters_alloc));
+ cl(ReleaseKernel(impl->kernels.prefix));
+
+ // free the impl
+ skc_runtime_host_perm_free(runtime,impl);
+}
+
+//
+//
+//
+
+static
+void
+skc_raster_builder_rasters_release(struct skc_runtime * const runtime,
+ skc_raster_t const * const rasters,
+ skc_uint const size,
+ skc_uint const from,
+ skc_uint const to)
+{
+ if (from <= to) // no wrap
+ {
+ skc_raster_t const * rasters_from = rasters + from;
+ skc_uint count_from = to - from;
+
+ skc_grid_deps_unmap(runtime->deps,rasters_from,count_from);
+ skc_runtime_raster_device_release(runtime,rasters_from,count_from);
+ }
+ else // from > to implies wrap
+ {
+ skc_raster_t const * rasters_lo = rasters + from;
+ skc_uint count_lo = size - from;
+
+ skc_grid_deps_unmap(runtime->deps,rasters_lo,count_lo);
+ skc_runtime_raster_device_release(runtime,rasters_lo,count_lo);
+
+ skc_grid_deps_unmap(runtime->deps,rasters,to);
+ skc_runtime_raster_device_release(runtime,rasters,to);
+ }
+}
+
+static
+void
+skc_raster_builder_paths_release(struct skc_runtime * const runtime,
+ struct skc_extent_phrwg_thr1s_snap * const snap)
+{
+ // release lo
+ skc_runtime_path_device_release(runtime,snap->hr1.lo,snap->count.lo);
+
+ // release hi
+ if (snap->count.hi)
+ skc_runtime_path_device_release(runtime,snap->hr1.hi,snap->count.hi);
+}
+
+static
+void
+skc_raster_builder_cohort_grid_pfn_dispose(skc_grid_t const grid)
+{
+ //
+ // ALLOCATED RESOURCES
+ //
+ // path_ids -
+ // raster_ids a
+ // transforms -
+ // clips -
+ // fill_cmds -
+ // cq a
+ // cohort atomics a
+ // cmds -
+ // keys a
+ // meta a
+ //
+
+ struct skc_raster_cohort * const cohort = skc_grid_get_data(grid);
+ struct skc_raster_builder_impl * const impl = cohort->impl;
+ struct skc_runtime * const runtime = impl->runtime;
+
+ //
+ // release paths -- FIXME -- Note that releasing paths can be
+ // performed after rasterization is complete
+ //
+
+ // snap alloc the paths -- this host snap simply sets up pointers
+ skc_extent_phrwg_thr1s_snap_alloc(runtime,&impl->path_ids,&cohort->path_ids);
+
+ // unmap and release raster ids
+ skc_raster_builder_paths_release(runtime,&cohort->path_ids);
+
+ // release path ids
+ skc_extent_phrwg_thr1s_snap_free(runtime,&cohort->path_ids);
+
+ //
+ // release rasters
+ //
+ skc_uint const size = cohort->raster_ids.snap->ring->size.pow2;
+ skc_uint const from = skc_extent_ring_snap_from(cohort->raster_ids.snap);
+ skc_uint const to = skc_extent_ring_snap_to(cohort->raster_ids.snap);
+
+ // unmap and release raster ids
+ skc_raster_builder_rasters_release(runtime,impl->raster_ids.hrw,size,from,to);
+
+ // release cohort's remaining allocated resources
+ skc_extent_phrwg_tdrNs_snap_free(runtime,&cohort->raster_ids);
+ skc_runtime_release_cq_in_order(runtime,cohort->cq);
+ skc_extent_thr_tdrw_free(runtime,&cohort->atomics);
+ skc_extent_tdrw_free(runtime,&cohort->keys);
+ skc_extent_tdrw_free(runtime,&cohort->metas);
+ // skc_extent_thrw_tdrw_free(runtime,&cohort->keys);
+ // skc_extent_thrw_tdrw_free(runtime,&cohort->metas);
+ skc_runtime_host_temp_free(runtime,cohort,cohort->id);
+
+ // release the raster builder
+ skc_raster_builder_pfn_release(impl);
+
+ //
+ // ALLOCATED RESOURCES
+ //
+ // path_ids -
+ // raster_ids -
+ // transforms -
+ // clips -
+ // fill_cmds -
+ // cq -
+ // cohort atomics -
+ // cmds -
+ // keys -
+ // meta -
+ //
+}
+
+//
+//
+//
+
+static
+void
+skc_raster_cohort_prefix_release(skc_grid_t const grid)
+{
+ // FIXME -- note that pfn_dispose can be accomplished here
+
+ // release the grid
+ skc_grid_complete(grid);
+}
+
+static
+void
+skc_raster_cohort_prefix_cb(cl_event event, cl_int status, skc_grid_t const grid)
+{
+ SKC_CL_CB(status);
+
+ struct skc_raster_cohort * const cohort = skc_grid_get_data(grid);
+ struct skc_scheduler * const scheduler = cohort->impl->runtime->scheduler;
+
+ // as quickly as possible, enqueue next stage in pipeline to context command scheduler
+ SKC_SCHEDULER_SCHEDULE(scheduler,skc_raster_cohort_prefix_release,grid);
+}
+
+//
+//
+//
+
+#if 0
+static
+int cmp64(const void * ptr_a, const void * ptr_b)
+{
+ skc_ulong const a = *(const skc_ulong *)ptr_a;
+ skc_ulong const b = *(const skc_ulong *)ptr_b;
+
+ if (a < b) return -1;
+ if (a > b) return +1;
+ else return 0;
+}
+#endif
+
+//
+//
+//
+
+static
+void
+skc_raster_cohort_sort_prefix(skc_grid_t const grid)
+{
+ //
+ // ALLOCATED RESOURCES
+ //
+ // path_ids i
+ // raster_ids i
+ // transforms a
+ // clips a
+ // fill_cmds -
+ // cq a
+ // cohort atomics a
+ // cmds a
+ // keys a
+ // meta -
+ //
+
+ // use the backpointers
+ struct skc_raster_cohort * const cohort = skc_grid_get_data(grid);
+ struct skc_raster_builder_impl * const impl = cohort->impl;
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // release transforms
+ skc_extent_phw1g_tdrNs_snap_free(runtime,&cohort->transforms);
+
+ // release clips
+ skc_extent_phw1g_tdrNs_snap_free(runtime,&cohort->clips);
+
+ // release expanded cmds
+ skc_extent_tdrw_free(runtime,&cohort->cmds);
+
+ // alloc the snapshost -- could be zero-sized
+ skc_extent_phrwg_tdrNs_snap_alloc(runtime,
+ &impl->raster_ids,
+ &cohort->raster_ids,
+ cohort->cq,NULL);
+
+ // will never be zero
+ skc_uint const rasters = skc_extent_ring_snap_count(cohort->raster_ids.snap);
+
+ // acquire fixed-size device-side extent
+ skc_extent_tdrw_alloc(runtime,
+ &cohort->metas,
+ sizeof(struct skc_raster_cohort_meta));
+
+ // skc_extent_thrw_tdrw_alloc(runtime,
+ // &cohort->metas,
+ // sizeof(struct skc_raster_cohort_meta));
+
+ // zero the metas
+ skc_extent_tdrw_zero(&cohort->metas,cohort->cq,NULL);
+
+ // get the read-only host copy of the device atomics
+ struct skc_raster_cohort_atomic const * const atomics = cohort->atomics.hr;
+
+ //
+ // SORT
+ //
+ if (atomics->keys > 0)
+ {
+#ifndef NDEBUG
+ fprintf(stderr,"raster cohort sort: %u\n",atomics->keys);
+#endif
+
+ //
+ //
+ //
+ uint32_t keys_padded_in, keys_padded_out;
+
+ hs_pad(atomics->keys,&keys_padded_in,&keys_padded_out);
+
+ hs_sort(cohort->cq,
+ cohort->keys.drw,
+ cohort->keys.drw,
+ atomics->keys,
+ keys_padded_in,
+ keys_padded_out,
+ false);
+
+ cl(SetKernelArg(impl->kernels.segment,0,SKC_CL_ARG(cohort->keys.drw)));
+ cl(SetKernelArg(impl->kernels.segment,1,SKC_CL_ARG(cohort->metas.drw)));
+
+#ifndef NDEBUG
+ fprintf(stderr,"post-sort\n");
+#endif
+
+ // find start of each tile
+ skc_device_enqueue_kernel(runtime->device,
+ SKC_DEVICE_KERNEL_ID_SEGMENT_TTRK,
+ cohort->cq,
+ impl->kernels.segment,
+ atomics->keys,
+ 0,NULL,NULL);
+
+#ifndef NDEBUG
+ fprintf(stderr,"post-segment\n");
+#endif
+
+ //
+ // DELETE ALL THIS WHEN READY
+ //
+
+#if 0
+ //
+ //
+ //
+ cl(Finish(cohort->cq));
+
+ // map keys to host
+ union skc_ttrk * const keys = skc_extent_thrw_tdrw_map(&cohort->keys,
+ cohort->cq,
+ NULL);
+ // map meta to host
+ struct skc_raster_cohort_meta * const metas = skc_extent_thrw_tdrw_map(&cohort->metas,
+ cohort->cq,
+ NULL);
+ // block until done
+ cl(Finish(cohort->cq));
+
+ // sort keys
+ qsort(keys,atomics->keys,sizeof(*keys),cmp64);
+
+ // mask to determine if rk id is a new block
+ skc_uint const subblock_mask = runtime->config->block.subblocks - 1;
+
+ //
+ // some counters
+ //
+ union skc_raster_cohort_meta_in meta_in = {
+ .blocks = 0,
+ .offset = 0,
+ .pk = 0,
+ .rk = 0
+ };
+
+ // get first key
+ union skc_ttrk curr = keys[0];
+
+ skc_uint ii=0, jj=0;
+
+ // for all TTRK keys
+ while (true)
+ {
+ // increment ttrk count
+ meta_in.rk += 1;
+
+ // was this a new block?
+ if ((curr.u32v2.lo & subblock_mask) == 0)
+ meta_in.blocks += 1;
+
+ // break if we're out of keys
+ if (++ii >= atomics->keys)
+ break;
+
+ // otherwise, process next key
+ union skc_ttrk const next = keys[ii];
+
+ // if new cohort then save curr meta and init next meta
+ if (next.cohort != curr.cohort)
+ {
+ fprintf(stderr,"[ %u, %u, %u, %u ]\n",
+ meta_in.blocks,
+ meta_in.offset,
+ meta_in.pk,
+ meta_in.rk);
+
+ // store back to buffer
+ metas->inout[curr.cohort].in = meta_in;
+
+ // update meta_in
+ meta_in.blocks = 0;
+ meta_in.offset = ii;
+ meta_in.pk = 0;
+ meta_in.rk = 0;
+ }
+ // otherwise, if same y but new x then increment TTPK count
+ else if ((next.y == curr.y) && (next.x != curr.x))
+ {
+ meta_in.pk += 1;
+
+#if 0
+ fprintf(stderr,"%3u : %3u : ( %3u, %3u ) -> ( %3u )\n",
+ jj++,curr.cohort,curr.y,curr.x,next.x);
+#endif
+ }
+
+#if 0
+ fprintf(stderr,"( %3u, %3u )\n",next.y,next.x);
+#endif
+
+ curr = next;
+ }
+
+ fprintf(stderr,"[ %u, %u, %u, %u ]\n",
+ meta_in.blocks,
+ meta_in.offset,
+ meta_in.pk,
+ meta_in.rk);
+
+ // store back to buffer
+ metas->inout[curr.cohort].in = meta_in;
+
+
+ // unmap
+ skc_extent_thrw_tdrw_unmap(&cohort->keys,
+ keys,
+ cohort->cq,
+ NULL);
+
+ // unmap
+ skc_extent_thrw_tdrw_unmap(&cohort->metas,
+ metas,
+ cohort->cq,
+ NULL);
+#endif
+ }
+
+#ifndef NDEBUG
+ fprintf(stderr,"rasters_alloc: %u\n",rasters);
+#endif
+
+ //
+ // RASTER ALLOC/INIT
+ //
+ cl(SetKernelArg(impl->kernels.rasters_alloc,0,SKC_CL_ARG(runtime->block_pool.atomics.drw)));
+ cl(SetKernelArg(impl->kernels.rasters_alloc,1,SKC_CL_ARG(runtime->block_pool.ids.drw)));
+ cl(SetKernelArg(impl->kernels.rasters_alloc,2,SKC_CL_ARG(runtime->block_pool.size->ring_mask)));
+ cl(SetKernelArg(impl->kernels.rasters_alloc,3,SKC_CL_ARG(runtime->handle_pool.map.drw)));
+ cl(SetKernelArg(impl->kernels.rasters_alloc,4,SKC_CL_ARG(cohort->metas.drw)));
+ cl(SetKernelArg(impl->kernels.rasters_alloc,5,SKC_CL_ARG(cohort->raster_ids.drN)));
+ cl(SetKernelArg(impl->kernels.rasters_alloc,6,SKC_CL_ARG(rasters)));
+
+ skc_device_enqueue_kernel(runtime->device,
+ SKC_DEVICE_KERNEL_ID_RASTERS_ALLOC,
+ cohort->cq,
+ impl->kernels.rasters_alloc,
+ rasters,
+ 0,NULL,NULL);
+
+#ifndef NDEBUG
+ fprintf(stderr,"post-alloc\n");
+#endif
+
+ //
+ // PREFIX
+ //
+ cl(SetKernelArg(impl->kernels.prefix,0,SKC_CL_ARG(runtime->block_pool.atomics.drw)));
+ cl(SetKernelArg(impl->kernels.prefix,1,SKC_CL_ARG(runtime->block_pool.ids.drw)));
+ cl(SetKernelArg(impl->kernels.prefix,2,SKC_CL_ARG(runtime->block_pool.blocks.drw)));
+ cl(SetKernelArg(impl->kernels.prefix,3,SKC_CL_ARG(runtime->block_pool.size->ring_mask)));
+
+ cl(SetKernelArg(impl->kernels.prefix,4,SKC_CL_ARG(cohort->keys.drw)));
+ cl(SetKernelArg(impl->kernels.prefix,5,SKC_CL_ARG(runtime->handle_pool.map.drw)));
+
+ cl(SetKernelArg(impl->kernels.prefix,6,SKC_CL_ARG(cohort->metas.drw)));
+ cl(SetKernelArg(impl->kernels.prefix,7,SKC_CL_ARG(rasters)));
+
+ cl_event complete;
+
+ skc_device_enqueue_kernel(runtime->device,
+ SKC_DEVICE_KERNEL_ID_PREFIX,
+ cohort->cq,
+ impl->kernels.prefix,
+ rasters,
+ 0,NULL,
+ &complete);
+
+ cl(SetEventCallback(complete,CL_COMPLETE,skc_raster_cohort_prefix_cb,grid));
+ cl(ReleaseEvent(complete));
+
+#ifndef NDEBUG
+ fprintf(stderr,"post-prefix\n");
+#endif
+
+ // flush command queue
+ cl(Flush(cohort->cq));
+
+ //
+ // ALLOCATED RESOURCES
+ //
+ // path_ids a
+ // raster_ids a
+ // transforms -
+ // clips -
+ // fill_cmds -
+ // cq a
+ // cohort atomics a
+ // cmds -
+ // keys a
+ // meta a
+ //
+}
+
+static
+void
+skc_raster_cohort_rasterize_cb(cl_event event, cl_int status, skc_grid_t const grid)
+{
+ SKC_CL_CB(status);
+
+ struct skc_raster_cohort * const cohort = skc_grid_get_data(grid);
+
+ // as quickly as possible, enqueue next stage in pipeline to context command scheduler
+ SKC_SCHEDULER_SCHEDULE(cohort->impl->runtime->scheduler,skc_raster_cohort_sort_prefix,grid);
+}
+
+static
+void
+skc_raster_cohort_rasterize(skc_grid_t const grid)
+{
+ //
+ // ALLOCATED RESOURCES
+ //
+ // path_ids i
+ // raster_ids i
+ // transforms i
+ // clips i
+ // fill_cmds s
+ // cq a
+ // cohort atomics a
+ // cmds a
+ // cmds_quad a
+ // cmds_cubic a
+ // keys -
+ // meta -
+
+ // use the backpointers
+ struct skc_raster_cohort * const cohort = skc_grid_get_data(grid);
+ struct skc_raster_builder_impl * const impl = cohort->impl;
+ struct skc_runtime * const runtime = impl->runtime;
+
+ //
+ // RELEASED RESOURCES
+ //
+ // cmds snap
+ //
+
+ // release the cmds extent and snap since it's only used by the expand stage
+ skc_extent_phw1g_tdrNs_snap_free(runtime,&cohort->fill_cmds);
+
+ //
+ // NEW ALLOCATED RESOURCES
+ //
+ // transforms snap
+ // clips snap
+ // ttrk keys
+ //
+ skc_extent_phw1g_tdrNs_snap_alloc(runtime,
+ &impl->transforms,
+ &cohort->transforms,
+ cohort->cq,NULL);
+
+ skc_extent_phw1g_tdrNs_snap_alloc(runtime,
+ &impl->clips,
+ &cohort->clips,
+ cohort->cq,NULL);
+
+ // acquire device-side extent
+ skc_extent_tdrw_alloc(runtime,
+ &cohort->keys,
+ sizeof(union skc_ttrk) * runtime->config->raster_cohort.rasterize.keys);
+
+ // skc_extent_thrw_tdrw_alloc(runtime,
+ // &cohort->keys,
+ // sizeof(union skc_ttrk) * runtime->config->raster_cohort.rasterize.keys);
+
+ //
+ // acquire out-of-order command queue
+ //
+ // and launch up to 3 kernels
+ //
+ // for each kernel:
+ //
+ // set runtime "global" kernel args:
+ //
+ // - block pool atomics
+ // - block pool extent
+ //
+ // set cohort "local" kernel args:
+ //
+ // - atomics
+ // - cmds
+ //
+ // enqueue barrier
+ // enqueue copy back of atomics on the command queue
+ // set callback on copy back event
+ // release command queue
+ //
+ struct skc_raster_cohort_atomic const * const atomics = cohort->atomics.hr;
+
+ if (atomics->cmds > 0)
+ {
+ cl(SetKernelArg(impl->kernels.rasterize_all,0,SKC_CL_ARG(runtime->block_pool.atomics.drw)));
+ cl(SetKernelArg(impl->kernels.rasterize_all,1,SKC_CL_ARG(runtime->block_pool.blocks.drw)));
+ cl(SetKernelArg(impl->kernels.rasterize_all,2,SKC_CL_ARG(runtime->block_pool.ids.drw)));
+ cl(SetKernelArg(impl->kernels.rasterize_all,3,SKC_CL_ARG(runtime->block_pool.size->ring_mask)));
+
+ cl(SetKernelArg(impl->kernels.rasterize_all,4,SKC_CL_ARG(cohort->atomics.drw)));
+ cl(SetKernelArg(impl->kernels.rasterize_all,5,SKC_CL_ARG(cohort->keys.drw)));
+
+ cl(SetKernelArg(impl->kernels.rasterize_all,6,SKC_CL_ARG(cohort->transforms.drN)));
+ cl(SetKernelArg(impl->kernels.rasterize_all,7,SKC_CL_ARG(cohort->clips.drN)));
+ cl(SetKernelArg(impl->kernels.rasterize_all,8,SKC_CL_ARG(cohort->cmds.drw)));
+ cl(SetKernelArg(impl->kernels.rasterize_all,9,SKC_CL_ARG(atomics->cmds)));
+
+ skc_device_enqueue_kernel(runtime->device,
+ SKC_DEVICE_KERNEL_ID_RASTERIZE_ALL,
+ cohort->cq,
+ impl->kernels.rasterize_all,
+ atomics->cmds,
+ 0,NULL,NULL);
+ }
+
+ //
+ // copyback number of TTSK keys
+ //
+ cl_event complete;
+
+ skc_extent_thr_tdrw_read(&cohort->atomics,cohort->cq,&complete);
+
+ cl(SetEventCallback(complete,CL_COMPLETE,skc_raster_cohort_rasterize_cb,grid));
+ cl(ReleaseEvent(complete));
+
+ // flush command queue
+ cl(Flush(cohort->cq));
+
+ //
+ // ALLOCATED RESOURCES
+ //
+ // path_ids i
+ // raster_ids i
+ // transforms a
+ // clips a
+ // fill_cmds -
+ // cq a
+ // cohort atomics a
+ // cmds a
+ // keys a
+ // meta -
+}
+
+static
+void
+skc_raster_cohort_fills_expand_cb(cl_event event, cl_int status, skc_grid_t const grid)
+{
+ SKC_CL_CB(status);
+
+ struct skc_raster_cohort * const cohort = skc_grid_get_data(grid);
+
+ // as quickly as possible, enqueue next stage in pipeline to context command scheduler
+ SKC_SCHEDULER_SCHEDULE(cohort->impl->runtime->scheduler,skc_raster_cohort_rasterize,grid);
+}
+
+static
+void
+skc_raster_builder_cohort_grid_pfn_execute(skc_grid_t const grid)
+{
+ //
+ // ALLOCATED RESOURCES
+ //
+ // path_ids i
+ // raster_ids i
+ // transforms i
+ // clips i
+ // fill_cmds i
+ // cq -
+ // cohort atomics -
+ // cmds -
+ // keys -
+ // meta -
+ //
+
+ // allocate the cohort
+ struct skc_raster_cohort * const cohort = skc_grid_get_data(grid);
+
+ // get impl
+ struct skc_raster_builder_impl * const impl = cohort->impl;
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // acquire in-order cq
+ cohort->cq = skc_runtime_acquire_cq_in_order(runtime);
+
+ // alloc the snapshot -- could be zero-sized
+ skc_extent_phw1g_tdrNs_snap_alloc(runtime,
+ &impl->fill_cmds,
+ &cohort->fill_cmds,
+ cohort->cq,NULL);
+
+ // flush the cq to get the fill running
+ // cl(Flush(cohort->cq));
+
+ // create split atomics
+ skc_extent_thr_tdrw_alloc(runtime,&cohort->atomics,sizeof(struct skc_raster_cohort_atomic));
+
+ // zero the atomics
+ skc_extent_thr_tdrw_zero(&cohort->atomics,cohort->cq,NULL);
+
+ // get config
+ struct skc_config const * const config = runtime->config;
+
+ // acquire device-side extents
+ skc_extent_tdrw_alloc(runtime,
+ &cohort->cmds,
+ sizeof(union skc_cmd_rasterize) * config->raster_cohort.expand.cmds);
+
+ //
+ // FILLS EXPAND
+ //
+ // need result of cmd counts before launching RASTERIZE grids
+ //
+ // - OpenCL 1.2: copy atomic counters back to host and launch RASTERIZE grids from host
+ // - OpenCL 2.x: have a kernel size and launch RASTERIZE grids from device
+ // - or launch a device-wide grid that feeds itself but that's unsatisfying
+ //
+
+ // how many commands? could be zero
+ skc_uint const work_size = skc_extent_ring_snap_count(cohort->fill_cmds.snap);
+
+ if (work_size > 0)
+ {
+ cl(SetKernelArg(impl->kernels.fills_expand,0,SKC_CL_ARG(impl->runtime->block_pool.blocks.drw)));
+ cl(SetKernelArg(impl->kernels.fills_expand,1,SKC_CL_ARG(cohort->atomics.drw)));
+ cl(SetKernelArg(impl->kernels.fills_expand,2,SKC_CL_ARG(runtime->handle_pool.map.drw)));
+ cl(SetKernelArg(impl->kernels.fills_expand,3,SKC_CL_ARG(cohort->fill_cmds.drN)));
+ cl(SetKernelArg(impl->kernels.fills_expand,4,SKC_CL_ARG(cohort->cmds.drw)));
+
+ skc_device_enqueue_kernel(runtime->device,
+ SKC_DEVICE_KERNEL_ID_FILLS_EXPAND,
+ cohort->cq,
+ impl->kernels.fills_expand,
+ work_size,
+ 0,NULL,NULL);
+ }
+
+ //
+ // copyback number of rasterization commands
+ //
+ cl_event complete;
+
+ skc_extent_thr_tdrw_read(&cohort->atomics,cohort->cq,&complete);
+
+ cl(SetEventCallback(complete,CL_COMPLETE,skc_raster_cohort_fills_expand_cb,grid));
+ cl(ReleaseEvent(complete));
+
+ // flush command queue
+ cl(Flush(cohort->cq));
+
+ //
+ // ALLOCATED RESOURCES
+ //
+ // path_ids i
+ // raster_ids i
+ // transforms i
+ // clips i
+ // fill_cmds s
+ // cq a
+ // cohort atomics a
+ // cmds a
+ // keys -
+ // meta -
+ //
+}
+
+//
+// move grid into waiting state
+//
+// this entails allocating a cohort from the temporary extent
+//
+
+static
+void
+skc_raster_builder_cohort_grid_pfn_waiting(skc_grid_t const grid)
+{
+ // get the impl
+ struct skc_raster_builder_impl * const impl = skc_grid_get_data(grid);
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // retain the raster builder
+ impl->raster_builder->refcount += 1;
+
+ // allocate the ephemeral/temp cohort
+ skc_subbuf_id_t id;
+
+ struct skc_raster_cohort * const cohort =
+ skc_runtime_host_temp_alloc(runtime,
+ SKC_MEM_FLAGS_READ_WRITE,
+ sizeof(*cohort),
+ &id,
+ NULL);
+
+ // save the id and backpointer
+ cohort->id = id;
+ cohort->impl = impl;
+
+ // set grid data -- replaces impl
+ skc_grid_set_data(grid,cohort);
+
+ //
+ // ACQUIRE RESOURCES FOR THE COHORT
+ //
+
+ struct skc_raster_builder * const raster_builder = impl->raster_builder;
+
+ // immediately take snapshots of all rings -- these are very inexpensive operations
+ skc_extent_phrwg_thr1s_snap_init(runtime,&raster_builder->path_ids .ring,&cohort->path_ids);
+ skc_extent_phw1g_tdrNs_snap_init(runtime,&raster_builder->transforms.ring,&cohort->transforms);
+ skc_extent_phw1g_tdrNs_snap_init(runtime,&raster_builder->clips .ring,&cohort->clips);
+ skc_extent_phw1g_tdrNs_snap_init(runtime,&raster_builder->fill_cmds .ring,&cohort->fill_cmds);
+ skc_extent_phrwg_tdrNs_snap_init(runtime,&raster_builder->raster_ids.ring,&cohort->raster_ids);
+
+ //
+ // ALLOCATED RESOURCES
+ //
+ // path_ids i
+ // raster_ids i
+ // transforms i
+ // clips i
+ // fill_cmds i
+ // cq -
+ // cohort atomics -
+ // cmds -
+ // keys -
+ // meta -
+ //
+}
+
+//
+//
+//
+
+static
+void
+skc_raster_builder_cohort_create(struct skc_raster_builder_impl * const impl)
+{
+ // attach a grid
+ impl->cohort = SKC_GRID_DEPS_ATTACH(impl->runtime->deps,
+ &impl->cohort,
+ impl,
+ skc_raster_builder_cohort_grid_pfn_waiting,
+ skc_raster_builder_cohort_grid_pfn_execute,
+ skc_raster_builder_cohort_grid_pfn_dispose);
+}
+
+//
+//
+//
+
+static
+skc_err
+skc_raster_builder_pfn_add(struct skc_raster_builder_impl * const impl,
+ skc_path_t const * paths,
+ skc_uint count)
+{
+ // validate and retain the path
+ skc_err err;
+
+ err = skc_runtime_handle_device_validate_retain(impl->runtime,
+ SKC_TYPED_HANDLE_TYPE_IS_PATH,
+ paths,
+ count);
+
+ if (err)
+ return err;
+
+ skc_runtime_handle_device_retain(impl->runtime,paths,count);
+
+ // make sure there is a grid
+ if (impl->cohort == NULL) {
+ skc_raster_builder_cohort_create(impl);
+ }
+
+ // declare rasterization grid happens after path
+ while (count-- > 0)
+ skc_grid_happens_after_handle(impl->cohort,SKC_TYPED_HANDLE_TO_HANDLE(*paths++));
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+static
+void
+skc_raster_builder_pfn_end(struct skc_raster_builder_impl * const impl, skc_raster_t * const raster)
+{
+ //
+ // acquire host-managed path raster handle and bump reference count
+ // to 2 handles will be released (reduced to 1) once the rasters are
+ // completely rasterized
+ //
+ *raster = skc_runtime_handle_device_acquire(impl->runtime);
+
+ // make sure there is a grid
+ if (impl->cohort == NULL) {
+ skc_raster_builder_cohort_create(impl);
+ }
+
+ // map a handle to a grid
+ skc_grid_map(impl->cohort,*raster);
+}
+
+//
+// snapshot the ring and lazily start the grid
+//
+// FIXME -- might want to revisit this and settle on an even more
+// opaque implementation. Some options:
+//
+// - never let the SKC API expose a forced grid start
+// - make snapshots kick off a forced grid start
+// - be lazy all the time everywhere
+//
+
+static
+void
+skc_raster_builder_pfn_start(struct skc_raster_builder_impl * const impl)
+{
+ skc_grid_t const cohort = impl->cohort;
+
+ if (cohort != NULL) {
+ skc_grid_start(cohort);
+ }
+}
+
+//
+// NOTE: THIS MIGHT BE REMOVED
+//
+
+static
+void
+skc_raster_builder_pfn_force(struct skc_raster_builder_impl * const impl)
+{
+ skc_grid_t const cohort = impl->cohort;
+
+ if (cohort != NULL) {
+ skc_grid_force(cohort);
+ }
+}
+
+//
+//
+//
+
+skc_err
+skc_raster_builder_cl_12_create(struct skc_context * const context,
+ struct skc_raster_builder * * const raster_builder)
+{
+ struct skc_runtime * const runtime = context->runtime;
+
+ // allocate raster builder
+ (*raster_builder) = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(**raster_builder));
+
+ // refcount
+ (*raster_builder)->refcount = 1;
+
+ // state
+ SKC_ASSERT_STATE_INIT((*raster_builder),SKC_RASTER_BUILDER_STATE_READY);
+
+ // allocate runtime raster builder
+ struct skc_raster_builder_impl * const impl = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(*impl));
+
+ // save the impl
+ (*raster_builder)->impl = impl;
+
+ // intialize impl
+ impl->raster_builder = (*raster_builder);
+ impl->runtime = runtime;
+ impl->cohort = NULL;
+
+ // get config
+ struct skc_config const * const config = runtime->config;
+
+ skc_extent_phrwg_thr1s_alloc(runtime,&impl->path_ids ,sizeof(skc_path_t ) * config->raster_cohort.path_ids .elem_count);
+ skc_extent_phw1g_tdrNs_alloc(runtime,&impl->transforms,sizeof(union skc_transform) * config->raster_cohort.transforms.elem_count);
+ skc_extent_phw1g_tdrNs_alloc(runtime,&impl->clips ,sizeof(union skc_path_clip) * config->raster_cohort.clips .elem_count);
+ skc_extent_phw1g_tdrNs_alloc(runtime,&impl->fill_cmds ,sizeof(union skc_cmd_fill ) * config->raster_cohort.fill .elem_count);
+ skc_extent_phrwg_tdrNs_alloc(runtime,&impl->raster_ids,sizeof(skc_raster_t ) * config->raster_cohort.raster_ids.elem_count);
+
+ // retain the context
+ //skc_context_retain(context);
+
+ (*raster_builder)->context = context;
+
+ (*raster_builder)->add = skc_raster_builder_pfn_add;
+ (*raster_builder)->end = skc_raster_builder_pfn_end;
+ (*raster_builder)->start = skc_raster_builder_pfn_start;
+ (*raster_builder)->force = skc_raster_builder_pfn_force;
+ (*raster_builder)->release = skc_raster_builder_pfn_release;
+
+ // initialize raster builder with host-writable buffers
+ (*raster_builder)->path_ids .extent = impl->path_ids.hrw;
+ (*raster_builder)->transforms.extent = impl->transforms.hw1;
+ (*raster_builder)->clips .extent = impl->clips.hw1;
+ (*raster_builder)->fill_cmds .extent = impl->fill_cmds.hw1;
+ (*raster_builder)->raster_ids.extent = impl->raster_ids.hrw;
+
+ //
+ // the rings perform bookkeeping on the extents
+ //
+ // the ring snapshotting and checkpointing are necessary because
+ // another part of the API can _force_ the raster cohort to flush
+ // its work-in-progress commands but only up to a checkpointed
+ // boundary
+ //
+ skc_extent_ring_init(&(*raster_builder)->path_ids.ring,
+ config->raster_cohort.path_ids.elem_count,
+ config->raster_cohort.path_ids.snap_count,
+ sizeof(skc_path_t));
+
+ skc_extent_ring_init(&(*raster_builder)->transforms.ring,
+ config->raster_cohort.transforms.elem_count,
+ config->raster_cohort.transforms.snap_count,
+ sizeof(union skc_transform));
+
+ skc_extent_ring_init(&(*raster_builder)->clips.ring,
+ config->raster_cohort.clips.elem_count,
+ config->raster_cohort.clips.snap_count,
+ sizeof(union skc_path_clip));
+
+ skc_extent_ring_init(&(*raster_builder)->fill_cmds.ring,
+ config->raster_cohort.fill.elem_count,
+ config->raster_cohort.fill.snap_count,
+ sizeof(union skc_cmd_fill));
+
+ skc_extent_ring_init(&(*raster_builder)->raster_ids.ring,
+ config->raster_cohort.raster_ids.elem_count,
+ config->raster_cohort.raster_ids.snap_count,
+ sizeof(skc_raster_t));
+
+ //
+ // acquire kernels
+ //
+ impl->kernels.fills_expand = skc_device_acquire_kernel(runtime->device, SKC_DEVICE_KERNEL_ID_FILLS_EXPAND);
+ impl->kernels.rasterize_all = skc_device_acquire_kernel(runtime->device, SKC_DEVICE_KERNEL_ID_RASTERIZE_ALL);
+
+#if 0
+ impl->kernels.rasterize_lines = skc_device_acquire_kernel(runtime->device, SKC_DEVICE_KERNEL_ID_RASTERIZE_LINES);
+ impl->kernels.rasterize_quads = skc_device_acquire_kernel(runtime->device, SKC_DEVICE_KERNEL_ID_RASTERIZE_QUADS);
+ impl->kernels.rasterize_cubics = skc_device_acquire_kernel(runtime->device, SKC_DEVICE_KERNEL_ID_RASTERIZE_CUBICS);
+#endif
+
+ impl->kernels.segment = skc_device_acquire_kernel(runtime->device, SKC_DEVICE_KERNEL_ID_SEGMENT_TTRK);
+ impl->kernels.rasters_alloc = skc_device_acquire_kernel(runtime->device, SKC_DEVICE_KERNEL_ID_RASTERS_ALLOC);
+ impl->kernels.prefix = skc_device_acquire_kernel(runtime->device, SKC_DEVICE_KERNEL_ID_PREFIX);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/raster_builder_cl_12.h b/src/compute/skc/raster_builder_cl_12.h
new file mode 100644
index 0000000..f6e1751
--- /dev/null
+++ b/src/compute/skc/raster_builder_cl_12.h
@@ -0,0 +1,165 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_RASTER_BUILDER_CL_12_ONCE
+#define SKC_RASTER_BUILDER_CL_12_ONCE
+
+//
+//
+//
+
+#include "types.h"
+#include "macros.h"
+#include "common.h"
+
+//
+// FIXME -- these magic numbers will be replaced with tile.h constants
+// although they're probably universal across all devices
+//
+// FIXME -- NEED TO EVALUATE IF THIS DISTRIBUTION OF BITS IS GOING TO
+// BE TOO SMALL -- plenty of room to jiggle these bits
+//
+
+#define SKC_CMD_RASTERIZE_BITS_TRANSFORM 12
+#define SKC_CMD_RASTERIZE_BITS_CLIP 12
+#define SKC_CMD_RASTERIZE_BITS_COHORT 8
+
+SKC_STATIC_ASSERT(SKC_CMD_RASTERIZE_BITS_TRANSFORM == SKC_CMD_FILL_BITS_TRANSFORM);
+SKC_STATIC_ASSERT(SKC_CMD_RASTERIZE_BITS_CLIP == SKC_CMD_FILL_BITS_CLIP);
+SKC_STATIC_ASSERT(SKC_CMD_RASTERIZE_BITS_COHORT == SKC_CMD_FILL_BITS_COHORT);
+
+//
+// device-side rasterization cmd
+//
+
+union skc_cmd_rasterize
+{
+ skc_ulong u64;
+
+ skc_uint2 u32v2;
+
+ struct {
+ //
+ // Unlike anywhere else in the pipeline, the nodeword index points
+ // "inside" of a path node (with word resolution). This means
+ // there is up to 16 GB of 32-bit word addressing in a unified
+ // block pool:
+ //
+ // "16GB ought to be enough for anyone" -- ASM 5/30/17
+ //
+ skc_uint nodeword;
+#if defined(__OPENCL_C_VERSION__)
+ skc_uint tcc;
+#else
+ skc_uint transform : SKC_CMD_RASTERIZE_BITS_TRANSFORM;
+ skc_uint clip : SKC_CMD_RASTERIZE_BITS_CLIP;
+ skc_uint cohort : SKC_CMD_RASTERIZE_BITS_COHORT;
+#endif
+ };
+};
+
+SKC_STATIC_ASSERT(sizeof(union skc_cmd_rasterize) == sizeof(skc_uint2));
+
+//
+//
+//
+
+#define SKC_CMD_RASTERIZE_HI_OFFSET_COHORT (SKC_CMD_RASTERIZE_BITS_TRANSFORM + SKC_CMD_RASTERIZE_BITS_CLIP)
+#define SKC_CMD_RASTERIZE_MASK_COHORT(c) ((c).u32v2.hi & SKC_BITS_TO_MASK_AT(SKC_CMD_RASTERIZE_BITS_COHORT,SKC_CMD_RASTERIZE_HI_OFFSET_COHORT))
+
+#define SKC_CMD_RASTERIZE_GET_TRANSFORM(c) ((c).u32v2.hi & SKC_BITS_TO_MASK(SKC_CMD_RASTERIZE_BITS_TRANSFORM))
+#define SKC_CMD_RASTERIZE_GET_CLIP(c) SKC_BFE((c).tcc,SKC_CMD_RASTERIZE_BITS_CLIP,SKC_CMD_RASTERIZE_BITS_TRANSFORM)
+#define SKC_CMD_RASTERIZE_GET_COHORT(c) ((c).u32v2.hi >> SKC_CMD_RASTERIZE_HI_OFFSET_COHORT)
+// SKC_BFE((c).tcc,SKC_CMD_RASTERIZE_BITS_COHORT,SKC_CMD_RASTERIZE_HI_OFFSET_COHORT)
+
+//
+//
+//
+
+#define SKC_TTSK_SIZE_COHORT (1 << SKC_CMD_RASTERIZE_BITS_COHORT)
+
+//
+// COHORT META DATA
+//
+
+union skc_raster_cohort_meta_in
+{
+ skc_uint4 u32v4;
+
+ struct {
+ skc_uint blocks; // # of rk blocks
+ skc_uint offset; // start of rk span
+ skc_uint pk; // # of pk keys
+ skc_uint rk; // # of rk keys
+ };
+};
+
+union skc_raster_cohort_meta_out
+{
+ skc_uint4 u32v4;
+
+ struct {
+ skc_uint blocks; // # of blocks in raster -- initially just rk blocks
+ skc_uint offset; // start of rk span
+ skc_uint nodes; // # of nodes in raster -- necessary for walking
+ skc_uint keys; // # of rk & pk keys -- initially just rk
+ };
+};
+
+union skc_raster_cohort_meta_inout
+{
+ union skc_raster_cohort_meta_in in;
+ union skc_raster_cohort_meta_out out;
+};
+
+//
+// followed by one word for the offset
+//
+
+struct skc_raster_cohort_meta
+{
+ union skc_raster_cohort_meta_inout inout[SKC_TTSK_SIZE_COHORT];
+ skc_uint reads[SKC_TTSK_SIZE_COHORT]; // starting ring reads -- [0] is raster head
+};
+
+#define SKC_RASTER_COHORT_META_OFFSET_READS (SKC_OFFSET_OF(struct skc_raster_cohort_meta,reads) / sizeof(skc_uint))
+
+//
+// COHORT ATOMICS
+//
+
+struct skc_raster_cohort_atomic
+{
+ // rasterization input
+ skc_uint cmds;
+
+ // rasterization output
+ skc_uint keys;
+
+ // block pool base -- idea here is to perform one atomic allocation
+ // skc_uint bp_base;
+};
+
+#define SKC_RASTER_COHORT_ATOMIC_OFFSET_CMDS 0
+#define SKC_RASTER_COHORT_ATOMIC_OFFSET_KEYS 1
+
+#define SKC_RASTER_COHORT_ATOMIC_OFFSET_CMDS_CALC (SKC_OFFSET_OF(struct skc_raster_cohort_atomic,cmds) / sizeof(skc_uint))
+#define SKC_RASTER_COHORT_ATOMIC_OFFSET_KEYS_CALC (SKC_OFFSET_OF(struct skc_raster_cohort_atomic,keys) / sizeof(skc_uint))
+
+SKC_STATIC_ASSERT(SKC_RASTER_COHORT_ATOMIC_OFFSET_CMDS == SKC_RASTER_COHORT_ATOMIC_OFFSET_CMDS_CALC); // verify
+SKC_STATIC_ASSERT(SKC_RASTER_COHORT_ATOMIC_OFFSET_KEYS == SKC_RASTER_COHORT_ATOMIC_OFFSET_KEYS_CALC); // verify
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/rasterize.cl b/src/compute/skc/rasterize.cl
new file mode 100644
index 0000000..c9462ec
--- /dev/null
+++ b/src/compute/skc/rasterize.cl
@@ -0,0 +1,3367 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "device_cl_12_gen9.h"
+#include "raster_builder_cl_12.h"
+#include "block_pool_cl.h"
+
+#include "atomic_cl.h"
+#include "common.h"
+#include "tile.h"
+
+// #define SKC_ARCH_AVX2
+// #define SKC_RASTERIZE_SIMD_USES_SMEM
+
+#define PRINTF_ENABLE 0
+#define PRINTF_BLOCK_COUNT 0
+
+//
+// NOTE:
+//
+// ON SIMD DEVICES THE BIN COUNT MUST BE POW2 SO THAT WE CAN LOAD IT
+// AS A VECTOR AND PERFORM A SWIZZLE/SHUFFLE
+//
+// NOTE:
+//
+// IGNORE FOR NOW ANY AVX2 CODE SNIPPETS. THEY WILL BE MOVED ASAP.
+//
+//
+
+#if 0 // SKC_ARCH_AVX2
+
+// #define SKC_RASTERIZE_SUBGROUP_SIZE 1
+// #define SKC_RASTERIZE_VECTOR_SIZE_LOG2 3
+// #define SKC_RASTERIZE_WORKGROUP_COUNT_SUBGROUP 1
+
+// #define SKC_TTXB_WORDS 8
+
+// #define SKC_RASTERIZE_FLOAT float8
+// #define SKC_RASTERIZE_UINT uint8
+// #define SKC_RASTERIZE_INT int8
+// #define SKC_RASTERIZE_PREDICATE int8
+
+// #define SKC_RASTERIZE_BIN_BLOCK uint16
+// #define SKC_RASTERIZE_BIN uint8
+
+// #define SKC_RASTERIZE_POOL uint8
+// #define SKC_RASTERIZE_POOL_SCALE 6
+
+// #define SKC_RASTERIZE_TILE_HASH_X_BITS 1
+// #define SKC_RASTERIZE_TILE_HASH_Y_BITS 2
+
+// #define SKC_RASTERIZE_VECTOR_EXPAND() SKC_EXPAND_8()
+
+#endif
+
+//
+// SIMT
+//
+
+#define SKC_RASTERIZE_BLOCK_ID_V_SIZE SKC_RASTERIZE_SUBGROUP_SIZE
+#define SKC_RASTERIZE_TTSK_V_SIZE SKC_RASTERIZE_SUBGROUP_SIZE
+#define SKC_RASTERIZE_TTSK_V_MASK (SKC_RASTERIZE_TTSK_V_SIZE - 1)
+
+//
+//
+//
+
+#define SKC_RASTERIZE_VECTOR_SIZE (1 << SKC_RASTERIZE_VECTOR_SIZE_LOG2)
+#define SKC_RASTERIZE_ELEMS_PER_SUBGROUP (SKC_RASTERIZE_SUBGROUP_SIZE * SKC_RASTERIZE_VECTOR_SIZE)
+
+//
+//
+//
+
+#define SKC_RASTERIZE_YX_INIT 0x7FFF7FFF // { +32767, +32767 }
+#define SKC_RASTERIZE_YX_INVALID 0x80008000 // { -32768, -32768 }
+
+//
+//
+//
+
+#define SKC_RASTERIZE_TILE_HASH_X_MASK SKC_BITS_TO_MASK(SKC_RASTERIZE_TILE_HASH_X_BITS)
+#define SKC_RASTERIZE_TILE_HASH_Y_MASK SKC_BITS_TO_MASK(SKC_RASTERIZE_TILE_HASH_Y_BITS)
+#define SKC_RASTERIZE_TILE_HASH_BITS (SKC_RASTERIZE_TILE_HASH_X_BITS + SKC_RASTERIZE_TILE_HASH_Y_BITS)
+#define SKC_RASTERIZE_TILE_HASH_BIN_COUNT (1 << SKC_RASTERIZE_TILE_HASH_BITS)
+#define SKC_RASTERIZE_TILE_HASH_BIN_BITS (SKC_RASTERIZE_TILE_HASH_BITS + 1) // FIXME -- LOG2_RU(BIN_COUNT)
+#define SKC_RASTERIZE_TILE_HASH_BIN_MASK SKC_BITS_TO_MASK(SKC_RASTERIZE_TILE_HASH_BIN_BITS)
+
+//
+// Norbert Juffa notes: "GPU Pro Tip: Lerp Faster in C++"
+//
+// https://devblogs.nvidia.com/parallelforall/lerp-faster-cuda/
+//
+// Lerp in two fma/mad ops:
+//
+// t * b + ((-t) * a + a)
+//
+// Note: OpenCL documents mix() as being implemented as:
+//
+// a + (b - a) * t
+//
+// But this may be a native instruction on some devices. For example,
+// on GEN9 there is an LRP "linear interoplation" opcode but it
+// doesn't appear to support half floats.
+//
+// Feel free to toggle this option and then benchmark and inspect the
+// generated code. We really want the double FMA to be generated when
+// there isn't support for a LERP/MIX operation.
+//
+
+#if 1
+#define SKC_LERP(a,b,t) mad(t,b,mad(-(t),a,a))
+#else
+#define SKC_LERP(a,b,t) mix(a,b,t)
+#endif
+
+//
+// There is no integer MAD in OpenCL with "don't care" overflow
+// semantics.
+//
+// FIXME -- verify if the platform needs explicit MAD operations even
+// if a "--fastmath" option is available at compile time. It might
+// make sense to explicitly use MAD calls if the platform requires it.
+//
+
+#if 1
+#define SKC_MAD_UINT(a,b,c) ((a) * (b) + (c))
+#else
+#define SKC_MAD_UINT(a,b,c) mad_sat(a,b,c)
+#endif
+
+//
+//
+//
+
+#define SKC_RASTERIZE_SEGMENT(id) (id * SKC_DEVICE_SUBBLOCK_WORDS + skc_subgroup_lane())
+
+//
+//
+//
+
+union skc_bp_elem
+{
+ skc_uint u32;
+ skc_tagged_block_id_t tag_id;
+ skc_float coord;
+};
+
+//
+//
+//
+
+struct skc_subgroup_smem
+{
+ //
+ // SIMT subgroup scratchpad for max scan -- also shared with 'winner' member
+ //
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE > 1 ) || defined ( SKC_RASTERIZE_SIMD_USES_SMEM )
+ struct {
+ union {
+
+ skc_uint winner;
+
+ struct {
+ skc_uint scratch[SKC_RASTERIZE_SUBGROUP_SIZE];
+ } aN;
+
+ struct {
+ SKC_RASTERIZE_UINT scratch[SKC_RASTERIZE_SUBGROUP_SIZE];
+ } vN;
+ };
+ } subgroup;
+#endif
+
+ //
+ // work-in-progress TTSB blocks and associated YX keys
+ //
+ union {
+ struct {
+ // FIXME -- some typedefs are valid here
+ skc_uint ttsb [SKC_RASTERIZE_TILE_HASH_BIN_COUNT][SKC_DEVICE_SUBBLOCK_WORDS];
+ skc_uint yx [SKC_RASTERIZE_TILE_HASH_BIN_COUNT];
+ skc_uint id [SKC_RASTERIZE_TILE_HASH_BIN_COUNT];
+ skc_uint count[SKC_RASTERIZE_TILE_HASH_BIN_COUNT];
+ } aN;
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ struct {
+ SKC_RASTERIZE_BIN_BLOCK ttsb[SKC_RASTERIZE_TILE_HASH_BIN_COUNT];
+ SKC_RASTERIZE_BIN yx;
+ SKC_RASTERIZE_BIN id;
+ SKC_RASTERIZE_BIN count;
+ } vN;
+#endif
+ } bin;
+};
+
+//
+//
+//
+
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+#define skc_subgroup_lane() 0
+#else
+#define skc_subgroup_lane() get_sub_group_local_id()
+#endif
+
+//
+// replenish block ids
+//
+// note that you can't overrun the block id pool since it's a ring
+//
+
+static
+void
+skc_blocks_replenish(skc_uint * const blocks_next,
+ skc_block_id_v_t * const blocks,
+ __global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_block_id_t const * const bp_ids)
+{
+ //
+ // get a new vector of block ids -- this is kind of a narrow
+ // allocation but subblocks help stretch out the pool.
+ //
+ // FIXME -- there is now plenty of SMEM to allocate a LOT of block ids
+ //
+ skc_uint bp_idx = 0;
+
+ if (skc_subgroup_lane() == 0)
+ {
+ bp_idx = SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE(bp_atomics+SKC_BP_ATOMIC_OFFSET_READS,
+ SKC_RASTERIZE_BLOCK_ID_V_SIZE); // ring_reads
+#if 0
+ printf("r+: %8u + %u\n",bp_idx,SKC_RASTERIZE_BLOCK_ID_V_SIZE);
+#endif
+ }
+
+ bp_idx = (sub_group_broadcast(bp_idx,0) + skc_subgroup_lane()) & bp_mask;
+ *blocks = bp_ids[bp_idx];
+ *blocks_next = 0;
+}
+
+//
+//
+//
+
+static
+skc_block_id_t
+skc_blocks_get_next(skc_uint * const blocks_next,
+ skc_block_id_v_t * const blocks,
+ __global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_block_id_t const * const bp_ids)
+{
+ // replenish?
+ if (*blocks_next == SKC_RASTERIZE_BLOCK_ID_V_SIZE)
+ {
+ skc_blocks_replenish(blocks_next,blocks,bp_atomics,bp_mask,bp_ids);
+ }
+
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE > 1 )
+ //
+ // SIMT
+ //
+ skc_block_id_t id = sub_group_broadcast(*blocks,*blocks_next);
+
+#else
+ //
+ // SIMD
+ //
+ skc_block_id_t id = blocks->s0;
+
+ skc_shuffle_down_1(*blocks);
+
+#endif
+
+ *blocks_next += 1;
+
+ return id;
+}
+
+//
+// subblock allocator
+//
+
+#if SKC_DEVICE_BLOCK_WORDS_LOG2 > SKC_DEVICE_SUBBLOCK_WORDS_LOG2
+
+static
+skc_block_id_t
+skc_subblocks_get_next(skc_block_id_t * const subblocks,
+ skc_uint * const blocks_next,
+ skc_block_id_v_t * const blocks,
+ __global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_block_id_t const * const bp_ids)
+{
+ if ((*subblocks & SKC_DEVICE_SUBBLOCKS_PER_BLOCK_MASK) == 0)
+ {
+ *subblocks = skc_blocks_get_next(blocks_next,blocks,bp_atomics,bp_mask,bp_ids);
+ }
+
+ skc_block_id_t const sb_id = *subblocks;
+
+ *subblocks += 1;
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("= %u\n",sb_id);
+#endif
+
+ return sb_id;
+}
+
+
+#define SKC_SUBBLOCKS_BLOCKS_PROTO() skc_block_id_t * const subblocks, skc_block_id_t * const blocks
+#define SKC_SUBBLOCKS_BLOCKS_ARGS() subblocks, blocks
+
+#else
+
+#define SKC_SUBBLOCKS_BLOCKS_PROTO() skc_block_id_t * const blocks
+#define SKC_SUBBLOCKS_BLOCKS_ARGS() blocks
+
+#endif
+
+//
+//
+//
+
+static
+skc_block_id_t
+skc_ttsk_v_append(SKC_SUBBLOCKS_BLOCKS_PROTO(),
+ skc_uint * const blocks_next,
+ __global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_block_id_t const * const bp_ids,
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ skc_ttsk_v_t * const sk_v,
+ skc_uint * const sk_v_next,
+ __global skc_ttsk_s_t * const sk_extent,
+ skc_uint const new_yx)
+{
+#if SKC_DEVICE_BLOCK_WORDS_LOG2 > SKC_DEVICE_SUBBLOCK_WORDS_LOG2
+ skc_block_id_t const new_id = skc_subblocks_get_next(subblocks,
+ blocks_next,
+ blocks,
+ bp_atomics,
+ bp_mask,
+ bp_ids);
+#else
+ skc_block_id_t const new_id = skc_blocks_get_next(blocks_next,
+ blocks,
+ bp_atomics,
+ bp_mask, // pow2 modulo mask for block pool ring
+ bp_ids);
+#endif
+
+ if (get_sub_group_local_id() == (*sk_v_next & SKC_RASTERIZE_TTSK_V_MASK))
+ {
+ sk_v->lo = new_id;
+ sk_v->hi = (sk_v->hi & SKC_TTRK_HI_MASK_COHORT) | new_yx;
+#if 0
+ printf("@ ( %3u, %3u ) %u\n",
+ (new_yx >> 12) & 0xFFF,
+ (new_yx ) & 0xFFF,
+ new_id);
+#endif
+ }
+
+ *sk_v_next += 1;
+
+ if (*sk_v_next == SKC_RASTERIZE_TTSK_V_SIZE)
+ {
+ *sk_v_next = 0;
+
+ skc_uint sk_idx = 0;
+
+ if (skc_subgroup_lane() == 0)
+ {
+ sk_idx = SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE
+ (cohort_atomics+SKC_RASTER_COHORT_ATOMIC_OFFSET_KEYS,SKC_RASTERIZE_TTSK_V_SIZE);
+#if 0
+ printf("+ %u\n",sk_idx);
+#endif
+ }
+
+ sk_idx = sub_group_broadcast(sk_idx,0) + skc_subgroup_lane();
+
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE > SKC_RASTERIZE_TTSK_V_SIZE )
+ if (skc_subgroup_lane() < SKC_RASTERIZE_TTSK_V_SIZE)
+#endif
+ {
+ sk_extent[sk_idx] = *sk_v;
+#if 0
+ printf("> %u : %v2u\n",sk_idx,*sk_v);
+#endif
+ }
+ }
+
+ return new_id;
+}
+
+//
+//
+//
+
+static
+SKC_RASTERIZE_FLOAT
+skc_subgroup_scan_inclusive_add_float(SKC_RASTERIZE_FLOAT const v)
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+ // Note that there isn't a built-in horizontal scan for vectors so
+ // we'll define some here for various widths.
+ //
+ // FIXME -- a scalar version might be faster so put in a
+ // compile-time switch to selection between implementations
+ //
+
+#if ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 0 )
+ return v;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 1 )
+ // 01
+ // 0 +
+ // --
+ // 01
+ SKC_RASTERIZE_FLOAT const w = mad(v.s10,(SKC_RASTERIZE_FLOAT)(0,1),v);
+ return w;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 2 )
+ // 0123
+ // 012 +
+ // ----
+ // 0123
+ // 01 +
+ // ----
+ // 0123
+ //
+ SKC_RASTERIZE_FLOAT const w = mad(v.s3012,(SKC_RASTERIZE_FLOAT)(0,1,1,1),v);
+ SKC_RASTERIZE_FLOAT const x = mad(w.s2301,(SKC_RASTERIZE_FLOAT)(0,0,1,1),w);
+ return x;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 3 )
+ // 01234567
+ // 0123456 +
+ // --------
+ // 01234567
+ // 012345 +
+ // --------
+ // 01234567
+ // 0123 +
+ // --------
+ // 01234567
+ //
+ SKC_RASTERIZE_FLOAT const w = mad(v.s70123456,(SKC_RASTERIZE_FLOAT)(0,1,1,1,1,1,1,1),v);
+ SKC_RASTERIZE_FLOAT const x = mad(w.s67012345,(SKC_RASTERIZE_FLOAT)(0,0,1,1,1,1,1,1),w);
+ SKC_RASTERIZE_FLOAT const y = mad(x.s45670123,(SKC_RASTERIZE_FLOAT)(0,0,0,0,1,1,1,1),x);
+ return y;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 4 )
+ // 0123456789abcdef
+ // 0123456789abcde +
+ // ----------------
+ // 0123456789abcdef
+ // 0123456789abcd +
+ // ----------------
+ // 0123456789abcdef
+ // 0123456789ab +
+ // ----------------
+ // 0123456789abcdef
+ // 01234567 +
+ // ----------------
+ // 0123456789abcdef
+ //
+ SKC_RASTERIZE_FLOAT const w = mad(v.sf0123456789abcde,(SKC_RASTERIZE_FLOAT)(0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1),v);
+ SKC_RASTERIZE_FLOAT const x = mad(w.sef0123456789abcd,(SKC_RASTERIZE_FLOAT)(0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1),w);
+ SKC_RASTERIZE_FLOAT const y = mad(x.scdef0123456789ab,(SKC_RASTERIZE_FLOAT)(0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1),x);
+ SKC_RASTERIZE_FLOAT const z = mad(y.s89abcdef01234567,(SKC_RASTERIZE_FLOAT)(0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1),y);
+ return z;
+
+#endif
+
+#else
+ //
+ // SIMT
+ //
+
+ return sub_group_scan_inclusive_add(v);
+
+#endif
+}
+
+//
+//
+//
+
+static
+SKC_RASTERIZE_UINT
+skc_subgroup_scan_inclusive_add_uint(SKC_RASTERIZE_UINT const v)
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+ // Note that there isn't a built-in horizontal scan for vectors so
+ // we'll define some here for various widths.
+ //
+ // FIXME -- a scalar version might be faster so put in a
+ // compile-time switch to selection between implementations
+ //
+
+#if ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 0 )
+ return v;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 1 )
+ // 01
+ // 0 +
+ // --
+ // 01
+ SKC_RASTERIZE_UINT const w = SKC_MAD_UINT(v.s10,(SKC_RASTERIZE_UINT)(0,1),v);
+ return w;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 2 )
+ // 0123
+ // 012 +
+ // ----
+ // 0123
+ // 01 +
+ // ----
+ // 0123
+ //
+ SKC_RASTERIZE_UINT const w = SKC_MAD_UINT(v.s3012,(SKC_RASTERIZE_UINT)(0,1,1,1),v);
+ SKC_RASTERIZE_UINT const x = SKC_MAD_UINT(w.s2301,(SKC_RASTERIZE_UINT)(0,0,1,1),w);
+ return x;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 3 )
+ // 01234567
+ // 0123456 +
+ // --------
+ // 01234567
+ // 012345 +
+ // --------
+ // 01234567
+ // 0123 +
+ // --------
+ // 01234567
+ //
+ SKC_RASTERIZE_UINT const w = SKC_MAD_UINT(v.s70123456,(SKC_RASTERIZE_UINT)(0,1,1,1,1,1,1,1),v);
+ SKC_RASTERIZE_UINT const x = SKC_MAD_UINT(w.s67012345,(SKC_RASTERIZE_UINT)(0,0,1,1,1,1,1,1),w);
+ SKC_RASTERIZE_UINT const y = SKC_MAD_UINT(x.s45670123,(SKC_RASTERIZE_UINT)(0,0,0,0,1,1,1,1),x);
+ return y;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 4 )
+ // 0123456789abcdef
+ // 0123456789abcde +
+ // ----------------
+ // 0123456789abcdef
+ // 0123456789abcd +
+ // ----------------
+ // 0123456789abcdef
+ // 0123456789ab +
+ // ----------------
+ // 0123456789abcdef
+ // 01234567 +
+ // ----------------
+ // 0123456789abcdef
+ //
+ SKC_RASTERIZE_UINT const w = SKC_MAD_UINT(v.sf0123456789abcde,(SKC_RASTERIZE_UINT)(0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1),v);
+ SKC_RASTERIZE_UINT const x = SKC_MAD_UINT(w.sef0123456789abcd,(SKC_RASTERIZE_UINT)(0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1),w);
+ SKC_RASTERIZE_UINT const y = SKC_MAD_UINT(x.scdef0123456789ab,(SKC_RASTERIZE_UINT)(0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1),x);
+ SKC_RASTERIZE_UINT const z = SKC_MAD_UINT(y.s89abcdef01234567,(SKC_RASTERIZE_UINT)(0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1),y);
+ return z;
+
+#endif
+
+#else
+ //
+ // SIMT
+ //
+
+ return sub_group_scan_inclusive_add(v);
+
+#endif
+}
+
+//
+//
+//
+
+static
+SKC_RASTERIZE_UINT
+skc_subgroup_scan_inclusive_max(SKC_RASTERIZE_UINT const v)
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+ // Note that there isn't a built-in horizontal scan for vectors so
+ // we'll define some here for various widths.
+ //
+ // FIXME -- a scalar version might be faster so put in a
+ // compile-time switch to selection between implementations
+ //
+
+#if ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 0 )
+ return v;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 1 )
+ // 01
+ // 00 max
+ // --
+ // 01
+ SKC_RASTERIZE_UINT const w = max(v.s00,v);
+ return w;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 2 )
+ // 0123
+ // 0012 +
+ // ----
+ // 0123
+ // 0101 +
+ // ----
+ // 0123
+ //
+ SKC_RASTERIZE_UINT const w = max(v.s0012,v);
+ SKC_RASTERIZE_UINT const x = max(w.s0101,w);
+ return x;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 3 )
+ // 01234567
+ // 00123456 +
+ // --------
+ // 01234567
+ // 01012345 +
+ // --------
+ // 01234567
+ // 01230123 +
+ // --------
+ // 01234567
+ //
+ SKC_RASTERIZE_UINT const w = max(v.s00123456,v);
+ SKC_RASTERIZE_UINT const x = max(w.s01012345,w);
+ SKC_RASTERIZE_UINT const y = max(x.s01230123,x);
+ return y;
+
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 4 )
+ // 0123456789abcdef
+ // 00123456789abcde +
+ // ----------------
+ // 0123456789abcdef
+ // 010123456789abcd +
+ // ----------------
+ // 0123456789abcdef
+ // 01230123456789ab +
+ // ----------------
+ // 0123456789abcdef
+ // 0123456701234567 +
+ // ----------------
+ // 0123456789abcdef
+ //
+ SKC_RASTERIZE_UINT const w = max(v.s00123456789abcde,v);
+ SKC_RASTERIZE_UINT const x = max(w.s010123456789abcd,w);
+ SKC_RASTERIZE_UINT const y = max(x.s01230123456789ab,x);
+ SKC_RASTERIZE_UINT const z = max(y.s0123456701234567,y);
+ return z;
+
+#endif
+
+#else
+ //
+ // SIMT
+ //
+
+ return sub_group_scan_inclusive_max(v);
+
+#endif
+}
+
+//
+//
+//
+
+static
+float
+skc_subgroup_last_float(SKC_RASTERIZE_FLOAT const v)
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+#if ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 0 )
+ return v;
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 1 )
+ return v.s1;
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 2 )
+ return v.s3;
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 3 )
+ return v.s7;
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 4 )
+ return v.sf;
+#endif
+
+#else
+ //
+ // SIMT
+ //
+ return sub_group_broadcast(v,SKC_RASTERIZE_SUBGROUP_SIZE-1);
+
+#endif
+}
+
+//
+//
+//
+
+static
+SKC_RASTERIZE_UINT
+skc_subgroup_last_uint(SKC_RASTERIZE_UINT const v)
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+#if ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 0 )
+ return v;
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 1 )
+ return v.s1;
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 2 )
+ return v.s3;
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 3 )
+ return v.s7;
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 4 )
+ return v.sf;
+#endif
+
+#else
+ //
+ // SIMT
+ //
+ return sub_group_broadcast(v,SKC_RASTERIZE_SUBGROUP_SIZE-1);
+
+#endif
+}
+
+//
+//
+//
+
+static
+float
+skc_subgroup_first(SKC_RASTERIZE_FLOAT const v)
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+#if ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 0 )
+ return v;
+#else
+ return v.s0;
+#endif
+
+#else
+ //
+ // SIMT
+ //
+ return sub_group_broadcast(v,0);
+
+#endif
+}
+
+//
+//
+//
+
+static
+SKC_RASTERIZE_FLOAT
+skc_subgroup_shuffle(SKC_RASTERIZE_FLOAT const v,
+ SKC_RASTERIZE_UINT const i)
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+#if ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 0 )
+ return v;
+#else
+ return shuffle(v,i);
+#endif
+
+#else
+ //
+ // SIMT
+ //
+ return intel_sub_group_shuffle(v,i);
+
+#endif
+}
+
+//
+//
+//
+
+static
+SKC_RASTERIZE_FLOAT
+skc_subgroup_shuffle_up_1(SKC_RASTERIZE_FLOAT const p, // previous
+ SKC_RASTERIZE_FLOAT const c) // current
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+ // FIXME -- there are alternative formulations here:
+ //
+ // Option 1:
+ //
+ // select(c.rotate(+1),p.rotate(-1),(1,0,0,...))
+ //
+ // Option 2:
+ //
+ // p is a scalar
+ // t = c.rotate(+1)
+ // t.s0 = p;
+ //
+ // Option 3: ...
+ //
+#if ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 0 )
+ return p;
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 1 )
+ return shuffle2(p,c,(uint2)(1,2));
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 2 )
+ return shuffle2(p,c,(uint4)(3,4,5,6));
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 3 )
+ return shuffle2(p,c,(uint8)(7,8,9,10,11,12,13,14));
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 4 )
+ return shuffle2(p,c,(uint16)(15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30));
+#endif
+
+#else
+ //
+ // SIMT
+ //
+ return intel_sub_group_shuffle_up(p,c,1);
+
+#endif
+}
+
+//
+//
+//
+
+static
+bool
+skc_is_lane_first()
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1)
+ //
+ // SIMD
+ //
+ return true;
+#else
+ //
+ // SIMT
+ //
+ return get_sub_group_local_id() == 0;
+#endif
+}
+
+//
+//
+//
+
+static
+SKC_RASTERIZE_FLOAT
+skc_delta_offset()
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+#if ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 0 )
+ return 1;
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 1 )
+ return (SKC_RASTERIZE_FLOAT)( 1, 2 );
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 2 )
+ return (SKC_RASTERIZE_FLOAT)( 1, 2, 3, 4 );
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 3 )
+ return (SKC_RASTERIZE_FLOAT)( 1, 2, 3, 4, 5, 6, 7, 8 );
+#elif ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 4 )
+ return (SKC_RASTERIZE_FLOAT)( 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16 );
+#endif
+
+#else
+ //
+ // SIMT
+ //
+ return 1.0f + get_sub_group_local_id();
+
+#endif
+
+}
+
+//
+//
+//
+
+static
+int
+skc_subgroup_any(SKC_RASTERIZE_PREDICATE const p)
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+ return any(p);
+#else
+ //
+ // SIMT
+ //
+ return sub_group_any(p);
+#endif
+}
+
+//
+//
+//
+
+#define SKC_PATH_NODEWORD_IS_LAST(n) (((n) & SKC_DEVICE_BLOCK_WORDS_MASK) == SKC_DEVICE_BLOCK_WORDS_MASK)
+
+void
+skc_segment_next(__global union skc_bp_elem * const bp_elems,
+ skc_uint * const nodeword,
+ skc_block_id_t * const id)
+{
+ if ((++*id & SKC_DEVICE_SUBBLOCKS_PER_BLOCK_MASK) == 0)
+ {
+ if (SKC_PATH_NODEWORD_IS_LAST(++*nodeword))
+ {
+ *nodeword = SKC_TAGGED_BLOCK_ID_GET_ID(bp_elems[*nodeword].tag_id) * SKC_DEVICE_SUBBLOCK_WORDS;
+ }
+
+ skc_tagged_block_id_t const tag_id = bp_elems[*nodeword].tag_id;
+
+ *id = SKC_TAGGED_BLOCK_ID_GET_ID(tag_id);
+ }
+}
+
+//
+//
+//
+
+static
+SKC_RASTERIZE_FLOAT
+skc_native_length(SKC_RASTERIZE_FLOAT const x, SKC_RASTERIZE_FLOAT const y)
+{
+ return native_sqrt(x * x + y * y);
+}
+
+//
+// Wang's Formula (1985)
+//
+
+#define SKC_WANG_PIXEL_RESL 0.25f // <-- this can be tuned
+
+#define SKC_WANG_EPSILON (SKC_WANG_PIXEL_RESL * SKC_SUBPIXEL_RESL_X_F32)
+
+#define SKC_WANG_CUBIC ((3.0f * 2.0f) / (8.0f * SKC_WANG_EPSILON))
+#define SKC_WANG_QUADRATIC ((2.0f ) / (8.0f * SKC_WANG_EPSILON))
+
+#define SKC_WANG_LENGTH(x,y) skc_native_length(x,y)
+#define SKC_WANG_SQRT(x) native_sqrt(x)
+
+//
+//
+//
+
+static
+SKC_RASTERIZE_FLOAT
+skc_wangs_formula_cubic(SKC_RASTERIZE_FLOAT const t0x, SKC_RASTERIZE_FLOAT const t0y,
+ SKC_RASTERIZE_FLOAT const t1x, SKC_RASTERIZE_FLOAT const t1y,
+ SKC_RASTERIZE_FLOAT const t2x, SKC_RASTERIZE_FLOAT const t2y,
+ SKC_RASTERIZE_FLOAT const t3x, SKC_RASTERIZE_FLOAT const t3y)
+{
+ //
+ // Return the number of evenly spaced (in the parametric sense) line
+ // segments that are guaranteed to be within "epsilon" error of the
+ // curve.
+ //
+ // We're then going to take multiples of the reciprocal of this
+ // number so that the segmentation can be distributed across the
+ // subgroup.
+ //
+ // Note, this can probably be slightly optimized per architecture
+ // but it's probably far from being a hotspot since it's all
+ // straight-line unpredicated code.
+ //
+ // The result is an integer ranging from [1.0,#segments]
+ //
+ // Note that even if all of the control points are coincident, the
+ // max(1.0f) will categorize this as a line of 1 segment.
+ //
+ // This is what we want! We want to convert cubics to lines as
+ // easily as possible and *then* cull lines that are either
+ // horizontal or zero length.
+ //
+ return max(1.0f,
+ ceil(SKC_WANG_SQRT(SKC_WANG_CUBIC *
+ SKC_WANG_LENGTH(max(fabs(t2x - 2.0f * t1x + t0x),
+ fabs(t3x - 2.0f * t2x + t1x)),
+ max(fabs(t2y - 2.0f * t1y + t0y),
+ fabs(t3y - 2.0f * t2y + t1y))))));
+}
+
+static
+SKC_RASTERIZE_FLOAT
+skc_wangs_formula_quadratic(SKC_RASTERIZE_FLOAT const t0x, SKC_RASTERIZE_FLOAT const t0y,
+ SKC_RASTERIZE_FLOAT const t1x, SKC_RASTERIZE_FLOAT const t1y,
+ SKC_RASTERIZE_FLOAT const t2x, SKC_RASTERIZE_FLOAT const t2y)
+{
+ return max(1.0f,
+ ceil(SKC_WANG_SQRT(SKC_WANG_QUADRATIC *
+ SKC_WANG_LENGTH(fabs(t2x - 2.0f * t1x + t0x),
+ fabs(t2y - 2.0f * t1y + t0y)))));
+}
+
+//
+// rational curves
+//
+
+static
+SKC_RASTERIZE_FLOAT
+skc_wangs_formula_cubic_rat()
+{
+ return 0.0f;
+}
+
+static
+SKC_RASTERIZE_FLOAT
+skc_wangs_formula_quad_rat()
+{
+ return 0.0f;
+}
+
+//
+// flush any work-in-progress blocks and return unused block ids
+//
+
+static
+void
+skc_finalize(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ skc_block_id_v_t * const blocks,
+ skc_uint const blocks_next,
+ skc_ttsk_v_t * const sk_v,
+ skc_uint const sk_v_next,
+ __global skc_ttsk_s_t * const sk_extent,
+ __local struct skc_subgroup_smem volatile * const smem)
+{
+ //
+ // flush non-empty bins
+ //
+ // FIXME -- accelerate this iteration/search with a subgroup operation
+ //
+ for (skc_uint ii=0; ii<SKC_RASTERIZE_TILE_HASH_BIN_COUNT; ii++)
+ {
+ if (smem->bin.aN.count[ii] > 0)
+ {
+ skc_block_id_v_t const id = smem->bin.aN.id[ii];
+ skc_uint const idx = id * SKC_DEVICE_SUBBLOCK_WORDS + skc_subgroup_lane();
+ skc_uint const tts = smem->bin.aN.ttsb[ii][skc_subgroup_lane()];
+#if 0
+ printf("???????? : [ %10u = %10u : %08X ]\n",id,idx,tts);
+#endif
+ bp_elems[idx].u32 = tts;
+ }
+
+ //
+ // FIXME -- vectorize with vstoreN()
+ //
+ }
+
+ //
+ // return remaining block ids back to the pool
+ //
+ skc_uint const blocks_rem = SKC_RASTERIZE_BLOCK_ID_V_SIZE - blocks_next;
+
+ if (blocks_rem > 0)
+ {
+ skc_uint bp_idx = 0;
+
+ if (skc_subgroup_lane() == 0)
+ {
+ bp_idx = SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE(bp_atomics+SKC_BP_ATOMIC_OFFSET_WRITES,blocks_rem);
+
+#if 0
+ printf("r-: %8u + %u\n",bp_idx,blocks_rem);
+#endif
+ }
+
+ bp_idx = (sub_group_broadcast(bp_idx,0) + skc_subgroup_lane() - blocks_next) & bp_mask;
+
+ if (skc_subgroup_lane() >= blocks_next)
+ {
+ bp_ids[bp_idx] = *blocks;
+ }
+ }
+
+ //
+ // flush work-in-progress ryx keys
+ //
+ if (sk_v_next > 0)
+ {
+ skc_uint sk_idx = 0;
+
+ if (skc_subgroup_lane() == 0)
+ {
+ sk_idx = SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE
+ (cohort_atomics+SKC_RASTER_COHORT_ATOMIC_OFFSET_KEYS,sk_v_next);
+#if 0
+ printf("* %u\n",sk_idx);
+#endif
+ }
+
+ sk_idx = sub_group_broadcast(sk_idx,0) + skc_subgroup_lane();
+
+ if (skc_subgroup_lane() < sk_v_next)
+ {
+ sk_extent[sk_idx] = *sk_v;
+ }
+ }
+}
+
+//
+// If there are lanes that were unable to append to a bin because
+// their hashes collided with a bin's current ryx key then those bins
+// must be ejected.
+//
+// Note that we do not eject "full" bins because lazily waiting for a
+// collision results in simpler code.
+//
+
+static
+void
+skc_flush(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ skc_block_id_t * const subblocks,
+ skc_block_id_v_t * const blocks,
+ skc_uint * const blocks_next,
+ skc_ttsk_v_t * const sk_v,
+ skc_uint * const sk_v_next,
+ __global skc_ttsk_s_t * const sk_extent,
+ __local struct skc_subgroup_smem volatile * const smem,
+ SKC_RASTERIZE_UINT const hash,
+ SKC_RASTERIZE_UINT const yx,
+ SKC_RASTERIZE_PREDICATE is_collision) // pass by value
+{
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+
+ //
+ // FIXME -- this code is now stale with the changes to the
+ // subblock/block allocation strategy
+ //
+
+ //
+ // get local TTSB ID queue count
+ //
+ skc_uint ttsb_id_count = smem->pool.count; // scalar
+
+ // init hash bit mask
+ skc_uint component_mask = 0;
+
+ for (int cc=0; cc<SKC_RASTERIZE_VECTOR_SIZE; cc++)
+ {
+ // if no collision continue
+ if (((int*)&is_collision)[cc] == 0)
+ continue;
+
+ uint const winner = ((uint*)&hash)[cc];
+ uint const component_bit = 1u << winner;
+
+ // if already processed this hash then continue
+ if (component_mask & component_bit)
+ continue;
+
+ // update component mask
+ component_mask |= component_bit;
+
+ //
+ // new winner requires ejecting the old TTSB
+ //
+ if (smem->bin.aN.count[winner] > 0)
+ {
+ skc_uint const elem_idx = smem->bin.aN.id[winner] * SKC_DEVICE_SUBBLOCK_WORDS + skc_subgroup_lane();
+
+ bp_elems[elem_idx].u32 = smem->bin.aN.ttsb[winner][skc_subgroup_lane()];
+ }
+
+ //
+ // ensure there is at least one TTSK and TTSB ID
+ //
+ if (ttsb_id_count == SKC_RASTERIZE_POOL_SIZE)
+ {
+ //
+ // update remaining count
+ //
+ ttsb_id_count = 0;
+
+ //
+ // flush accumulated ttsk_ryx keys
+ //
+ uint const idx = SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE
+ (cohort_atomics+SKC_RASTER_COHORT_ATOMIC_OFFSET_KEYS,SKC_RASTERIZE_POOL_SIZE); // ttsk_ryx_count
+
+#if 0
+ printf("# %u\n",idx);
+#endif
+
+ for (uint ii=0; ii<SKC_RASTERIZE_POOL_SIZE; ii+=SKC_RASTERIZE_SUBGROUP_SIZE)
+ {
+ ttsk_ryx[idx + ii] = skc_make_ttsk_ryx(smem,SKC_CMD_RASTERIZE_GET_COHORT(cmd),ii);
+ }
+
+ //
+ // allocate more ttsb ids from pool
+ //
+ uint const id = SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE(bp_atomics+0,SKC_RASTERIZE_POOL_SIZE); // ring_reads
+
+ for (uint ii=0; ii<SKC_RASTERIZE_POOL_SIZE; ii+=SKC_RASTERIZE_SUBGROUP_SIZE)
+ smem->pool.aN.id[ii] = bp_ids[id + ii];
+ }
+
+ //
+ // invalidate the winning block
+ //
+
+ //
+ // update bin with winning yx, new ttsb id and zero count
+ //
+ // all lanes are loading/storing from/to the same index
+ //
+ smem->bin.vN.ttsb [winner] = ( SKC_TTS_INVALID );
+ smem->bin.aN.id [winner] = smem->pool.aN.id[ttsb_id_count];
+ smem->bin.aN.yx [winner] = smem->pool.aN.yx[ttsb_id_count] = ((uint*)&yx)[cc];
+ smem->bin.aN.count[winner] = 0;
+
+ //
+ // update count
+ //
+ ttsb_id_count += 1;
+ }
+
+ //
+ // save count
+ //
+ smem->pool.count = ttsb_id_count;
+
+#else
+ //
+ // SIMT
+ //
+
+ do {
+ //
+ // only one lane will win!
+ //
+ if (is_collision)
+ smem->subgroup.winner = hash;
+
+ barrier(CLK_LOCAL_MEM_FENCE);
+
+ //
+ // which bin is being ejected?
+ //
+ skc_uint const winner = smem->subgroup.winner;
+
+ //
+ // which colliding hash is taking over the bin?
+ //
+ SKC_RASTERIZE_PREDICATE const is_winner = is_collision && (hash == winner);
+
+ //
+ // all lanes with the same hash will try to store but only one
+ // lane will win
+ //
+ if (is_winner)
+ smem->subgroup.winner = yx;
+
+ barrier(CLK_LOCAL_MEM_FENCE);
+
+ //
+ // flush this block to the pool
+ //
+ if (smem->bin.aN.count[winner] > 0)
+ {
+ skc_block_id_v_t const id = smem->bin.aN.id[winner];
+ skc_uint const idx = id * SKC_DEVICE_SUBBLOCK_WORDS + skc_subgroup_lane();
+ skc_uint const tts = smem->bin.aN.ttsb[winner][skc_subgroup_lane()];
+#if 0
+ printf("%08X : [ %10u = %10u : %08X ]\n",yx,id,idx,tts);
+#endif
+ bp_elems[idx].u32 = tts;
+ }
+
+ //
+ // append new ttsk
+ //
+ skc_uint const new_yx = smem->subgroup.winner;
+ skc_block_id_t const new_id = skc_ttsk_v_append(SKC_SUBBLOCKS_BLOCKS_ARGS(),
+ blocks_next,
+ bp_atomics,
+ bp_mask, // pow2 modulo mask for block pool ring
+ bp_ids,
+ cohort_atomics,
+ sk_v,
+ sk_v_next,
+ sk_extent,
+ new_yx);
+
+#if 0
+ if (get_sub_group_local_id() == 0) {
+ printf(">>> %9u\n",new_id);
+ }
+#endif
+
+ //
+ // update bin with winning yx, new ttsb id and zero count
+ //
+ smem->bin.aN.ttsb [winner][skc_subgroup_lane()] = SKC_TTS_INVALID;
+ smem->bin.aN.yx [winner] = new_yx;
+ smem->bin.aN.id [winner] = new_id;
+ smem->bin.aN.count[winner] = 0;
+
+ //
+ // remove all lanes matching this hash
+ //
+ is_collision = is_collision && !is_winner;
+
+ //
+ // exit if nothing left to do
+ //
+ } while (sub_group_any(is_collision));
+
+#endif
+}
+
+//
+// scatter scan max
+//
+static
+SKC_RASTERIZE_UINT
+skc_scatter_scan_max(__local struct skc_subgroup_smem volatile * const smem,
+ SKC_RASTERIZE_FLOAT const iss,
+ SKC_RASTERIZE_FLOAT const ess)
+{
+ //
+ // prefix sums determine which lanes we're going to work on next
+ //
+ SKC_RASTERIZE_PREDICATE const is_scratch_store = (iss > 0.0f) && (ess < (float)SKC_RASTERIZE_ELEMS_PER_SUBGROUP);
+ SKC_RASTERIZE_UINT const scratch_idx = SKC_CONVERT(SKC_RASTERIZE_UINT)(max(ess,0.0f));
+
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+#ifdef SKC_RASTERIZE_SIMD_USES_SMEM
+ //
+ // SIMD APPROACH 1: SIMT'ISH
+ //
+
+ // zero the volatile smem scratchpad using vector syntax
+ smem->subgroup.vN.scratch[0] = ( 0 );
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) \
+ if (is_scratch_store C) \
+ smem->subgroup.aN.scratch[scratch_idx C] = I;
+
+ SKC_RASTERIZE_VECTOR_EXPAND();
+
+ // propagate lanes to right using max scan
+ SKC_RASTERIZE_UINT const scratch = smem->subgroup.vN.scratch[0];
+ SKC_RASTERIZE_UINT const source = skc_subgroup_scan_inclusive_max(scratch);
+
+#else
+ //
+ // SIMD APPROACH 2: SCALAR'ISH
+ //
+
+ SKC_RASTERIZE_UINT source = ( 0 );
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) \
+ if (is_scratch_store C) \
+ ((uint *)&source)[scratch_idx C] = I;
+
+ SKC_RASTERIZE_VECTOR_EXPAND();
+
+ for (uint ii=1; ii<SKC_RASTERIZE_ELEMS_PER_SUBGROUP; ii++)
+ ((uint *)&source)[ii] = max(((uint *)&source)[ii-1],((uint *)&source)[ii]);
+#endif
+
+#else
+ //
+ // SIMT
+ //
+
+ //
+ // zero the volatile smem scratchpad using vector syntax
+ //
+ smem->subgroup.vN.scratch[skc_subgroup_lane()] = ( 0 );
+
+ //
+ // store source lane at starting lane
+ //
+ if (is_scratch_store)
+ smem->subgroup.aN.scratch[scratch_idx] = skc_subgroup_lane();
+
+ //
+ // propagate lanes to right using max scan
+ //
+ SKC_RASTERIZE_UINT const scratch = smem->subgroup.vN.scratch[skc_subgroup_lane()];
+ SKC_RASTERIZE_UINT const source = skc_subgroup_scan_inclusive_max(scratch);
+#endif
+
+ return source;
+}
+
+//
+// sliver lines into subpixels
+//
+
+static
+void
+skc_sliver(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ skc_block_id_t * const subblocks,
+ skc_block_id_v_t * const blocks,
+ skc_uint * const blocks_next,
+ skc_ttsk_v_t * const sk_v,
+ skc_uint * const sk_v_next,
+ __global skc_ttsk_s_t * const sk_extent,
+ __local struct skc_subgroup_smem volatile * const smem,
+ SKC_RASTERIZE_FLOAT const l0x,
+ SKC_RASTERIZE_FLOAT const l0y,
+ SKC_RASTERIZE_FLOAT const l1x,
+ SKC_RASTERIZE_FLOAT const l1y)
+{
+ //
+ // Y-SLIVERING
+ // -----------
+ //
+ // immediately sliver all multi-pixel lines in into 1-pixel high
+ // lines
+ //
+ // note this implicitly squelches horizontal lines
+ //
+ // there is another test for horizontal lines after x-slivering
+ // is complete
+ //
+
+ //
+ // will we need to flip the sign of y_delta ?
+ //
+ SKC_RASTERIZE_PREDICATE const y_lt = (l0y <= l1y);
+ SKC_RASTERIZE_UINT const dy_xor = y_lt ? 0 : 0x80000000;
+
+ //
+ // save 1/dy
+ //
+ SKC_RASTERIZE_FLOAT const y_denom = native_recip(l1y - l0y);
+
+ //
+ // how many non-horizontal subpixel y-axis slivers are there?
+ //
+ SKC_RASTERIZE_FLOAT const y_min = floor(fmin(l0y,l1y) * SKC_SUBPIXEL_Y_SCALE_DOWN);
+ SKC_RASTERIZE_FLOAT const y_max = ceil (fmax(l0y,l1y) * SKC_SUBPIXEL_Y_SCALE_DOWN);
+ SKC_RASTERIZE_FLOAT const y_base = y_lt ? y_min : y_max;
+ SKC_RASTERIZE_FLOAT y_segs = y_max - y_min;
+
+ //
+ // inclusive subgroup scan of y_segs
+ //
+ SKC_RASTERIZE_FLOAT y_iss = skc_subgroup_scan_inclusive_add_float(y_segs);
+ SKC_RASTERIZE_FLOAT y_ess = y_iss - y_segs;
+ float y_rem = skc_subgroup_last_float(y_iss);
+
+ //
+ // if this is a horizontal line then tweak y_iss so "is_scratch_store" always fails
+ //
+ if (y_segs == 0.0f)
+ y_iss = 0.0f;
+
+#if 0
+ printf("{ { %5.0f, %5.0f }, { %5.0f, %5.0f } (* %5.0f / %5.0f / %5.0f / %5.0f *) }, \n",a0x,a0y,a1x,a1y,y_segs,y_iss,y_ess,y_rem);
+#endif
+
+ //
+ // these values don't matter on first iteration
+ //
+ SKC_RASTERIZE_FLOAT n1x_prev = 0;
+ SKC_RASTERIZE_FLOAT n1y_prev = 0;
+
+ //
+ // loop until done
+ //
+ while (y_rem > 0.0f)
+ {
+ //
+ // distribute work across lanes
+ //
+ SKC_RASTERIZE_UINT const y_source = skc_scatter_scan_max(smem,y_iss,y_ess);
+
+ //
+ // get line at y_source line
+ //
+ SKC_RASTERIZE_FLOAT const m0x = skc_subgroup_shuffle(l0x,y_source);
+ SKC_RASTERIZE_FLOAT const m0y = skc_subgroup_shuffle(l0y,y_source);
+ SKC_RASTERIZE_FLOAT const m1x = skc_subgroup_shuffle(l1x,y_source);
+ SKC_RASTERIZE_FLOAT const m1y = skc_subgroup_shuffle(l1y,y_source);
+
+ //
+ // every lane will create a 1 pixel tall line "sliver"
+ //
+ // FIXME -- this gets expanded on SIMD
+ //
+ // if numerator == 1 then this is the first lane
+ // if numerator == s then this is the last lane
+ //
+ SKC_RASTERIZE_FLOAT const y_delta = skc_delta_offset() - skc_subgroup_shuffle(y_ess,y_source);
+ SKC_RASTERIZE_FLOAT const y_count = skc_subgroup_shuffle(y_segs,y_source);
+
+ SKC_RASTERIZE_PREDICATE const is_y_first = (y_delta == 1.0f);
+ SKC_RASTERIZE_PREDICATE const is_y_last = (y_delta >= y_count);
+
+ // toggle y_delta sign
+ SKC_RASTERIZE_FLOAT const y_offset = as_float((as_uint(y_delta) ^ intel_sub_group_shuffle(dy_xor,y_source)));
+
+ //
+ // calculate "right" line segment endpoint
+ //
+ SKC_RASTERIZE_FLOAT n1y = (y_offset + skc_subgroup_shuffle(y_base,y_source)) * SKC_SUBPIXEL_Y_SCALE_UP;
+ SKC_RASTERIZE_FLOAT const n_t = (n1y - m0y) * skc_subgroup_shuffle(y_denom,y_source);
+ SKC_RASTERIZE_FLOAT n1x = round(SKC_LERP(m0x,m1x,n_t));
+
+ //
+ // override c1 if this is last point
+ //
+ n1y = select(n1y,m1y,is_y_last);
+ n1x = select(n1x,m1x,is_y_last);
+
+ //
+ // shuffle up "left" line segment endpoint
+ //
+ // NOTE: Intel's shuffle_up is unique with its elegant
+ // "previous" argument so don't get used to it
+ //
+ SKC_RASTERIZE_FLOAT n0y = skc_subgroup_shuffle_up_1(n1y_prev,n1y);
+ SKC_RASTERIZE_FLOAT n0x = skc_subgroup_shuffle_up_1(n1x_prev,n1x);
+
+ //
+ // override shuffle up if this is the first line segment
+ //
+ n0y = select(n0y,m0y,is_y_first);
+ n0x = select(n0x,m0x,is_y_first);
+
+ //
+ // save previous right endpoint
+ //
+ n1x_prev = n1x;
+ n1y_prev = n1y;
+
+ //
+ // decrement by subgroup size
+ //
+ y_iss -= (float)SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+ y_ess -= (float)SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+ y_rem -= (float)SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+
+#if 0
+ //
+ // debug
+ //
+ if (n0y != n1y) {
+ printf("{ { %5.0f, %5.0f }, { %5.0f, %5.0f } },\n",n0x,n0y,n1x,n1y);
+ }
+#endif
+
+ //
+ // X-SLIVERING
+ // -----------
+ //
+ // now sliver 1-pixel high lines into at either vertical or
+ // 1-pixel wide lines
+ //
+ // save original direction and work with increasing x
+ //
+ SKC_RASTERIZE_PREDICATE const x_lt = (n0x <= n1x);
+ SKC_RASTERIZE_UINT const dx_xor = x_lt ? 0 : 0x80000000;
+
+ //
+ // save 1/dy
+ //
+ SKC_RASTERIZE_FLOAT const x_denom = native_recip(n1x - n0x);
+
+ //
+ // how many non-horizontal subpixel y-axis slivers are there?
+ //
+ SKC_RASTERIZE_FLOAT const x_min = floor(fmin(n0x,n1x) * SKC_SUBPIXEL_X_SCALE_DOWN);
+ SKC_RASTERIZE_FLOAT const x_max = ceil (fmax(n0x,n1x) * SKC_SUBPIXEL_X_SCALE_DOWN);
+ SKC_RASTERIZE_FLOAT const x_base = x_lt ? x_min : x_max;
+ SKC_RASTERIZE_FLOAT const x_segs = fmax(x_max - x_min,1.0f);
+
+ //
+ // inclusive subgroup scan of y_segs
+ //
+ SKC_RASTERIZE_FLOAT x_iss = skc_subgroup_scan_inclusive_add_float(x_segs);
+ SKC_RASTERIZE_FLOAT x_ess = x_iss - x_segs;
+ float x_rem = skc_subgroup_last_float(x_iss);
+
+ //
+ // if this is a horizontal line then tweak x_iss so "is_scratch_store" always fails
+ //
+ //if (x_segs == 0.0f)
+ // x_iss = 0.0f;
+
+ //
+ // these values don't matter on first iteration
+ //
+ SKC_RASTERIZE_FLOAT p1x_prev = 0;
+ SKC_RASTERIZE_FLOAT p1y_prev = 0;
+
+ //
+ // loop until done
+ //
+ while (x_rem > 0)
+ {
+ //
+ // distribute work across lanes
+ //
+ SKC_RASTERIZE_UINT const x_source = skc_scatter_scan_max(smem,x_iss,x_ess);
+
+ //
+ // get line at y_source line
+ //
+ SKC_RASTERIZE_FLOAT const o0x = skc_subgroup_shuffle(n0x,x_source);
+ SKC_RASTERIZE_FLOAT const o0y = skc_subgroup_shuffle(n0y,x_source);
+ SKC_RASTERIZE_FLOAT const o1x = skc_subgroup_shuffle(n1x,x_source);
+ SKC_RASTERIZE_FLOAT const o1y = skc_subgroup_shuffle(n1y,x_source);
+
+ //
+ // every lane will create a 1 pixel tall line "sliver"
+ //
+ // FIXME -- this gets expanded on SIMD
+ //
+ // if numerator == 1 then this is the first lane
+ // if numerator == s then this is the last lane
+ //
+ SKC_RASTERIZE_FLOAT const x_delta = skc_delta_offset() - skc_subgroup_shuffle(x_ess,x_source);
+ SKC_RASTERIZE_FLOAT const x_count = skc_subgroup_shuffle(x_segs,x_source);
+
+ SKC_RASTERIZE_PREDICATE const is_x_first = (x_delta == 1.0f);
+ SKC_RASTERIZE_PREDICATE const is_x_last = (x_delta >= x_count);
+
+ // toggle x_delta sign
+ SKC_RASTERIZE_FLOAT const x_offset = as_float((as_uint(x_delta) ^ intel_sub_group_shuffle(dx_xor,x_source)));
+
+ //
+ // calculate "right" line segment endpoint
+ //
+ SKC_RASTERIZE_FLOAT p1x = (x_offset + skc_subgroup_shuffle(x_base,x_source)) * SKC_SUBPIXEL_X_SCALE_UP;
+ SKC_RASTERIZE_FLOAT const p_t = (p1x - o0x) * skc_subgroup_shuffle(x_denom,x_source);
+ SKC_RASTERIZE_FLOAT p1y = round(SKC_LERP(o0y,o1y,p_t));
+
+ //
+ // override c1 if this is last point
+ //
+ p1x = select(p1x,o1x,is_x_last);
+ p1y = select(p1y,o1y,is_x_last);
+
+ //
+ // shuffle up "left" line segment endpoint
+ //
+ // NOTE: Intel's shuffle_up is unique with its elegant
+ // "previous" argument so don't get used to it
+ //
+ SKC_RASTERIZE_FLOAT p0x = skc_subgroup_shuffle_up_1(p1x_prev,p1x);
+ SKC_RASTERIZE_FLOAT p0y = skc_subgroup_shuffle_up_1(p1y_prev,p1y);
+
+ //
+ // override shuffle up if this is the first line segment
+ //
+ p0x = select(p0x,o0x,is_x_first);
+ p0y = select(p0y,o0y,is_x_first);
+
+ //
+ // save previous right endpoint
+ //
+ p1x_prev = p1x;
+ p1y_prev = p1y;
+
+ //
+ // decrement by subgroup size
+ //
+ x_iss -= SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+ x_ess -= SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+ x_rem -= SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+
+ //
+ // only non-horizontal subpixel lines are valid
+ //
+ SKC_RASTERIZE_PREDICATE is_active = (p0y != p1y);
+
+ //
+ // if no lanes are active then continue
+ //
+ // FIXME -- THIS SIMPLE SUB_GROUP_ANY TEST SIGNIFICANTLY
+ // IMPACTS PERFORMANCE (+12% ?)
+ //
+ // IT SHOULDN'T !!!
+ //
+#if 0
+ if (!skc_subgroup_any(is_active))
+ continue;
+#endif
+
+ //
+ // Option 1: use SLM for explicitly managed coalesced stores
+ //
+ // 1. which tile does this line belong?
+ // 2. hash tile coordinates
+ // 3. lookup hash
+ // 4. if tile matches then SLM append keys
+ // 5. if tile doesn't match
+ // a. flush
+ // b. create new TTSK_RYX
+ // c. obtain TTSB block from pool
+ // d. goto 3.
+ //
+
+ //
+ // Option 2: rely on L1/L2/L3 to mitigate non-coalesced stores
+ //
+ // 1. which tile does this line belong?
+ // 2. hash tile coordinates
+ // 3. lookup hash
+ // 4. if tile matches then GMEM append keys
+ // 5. if tile doesn't match
+ // a. flush (and invalidate empty elems)
+ // b. create new TTSK_RYX
+ // c. obtain TTSB block from pool
+ // d. goto 3.
+ //
+
+ //
+ // The virtual rasterization surface is very large and
+ // signed: +/- ~64K-256K, depending on the architecture.
+ //
+ // Rasters must be clipped to the virtual surface and,
+ // optionally, clipped even further on a per raster
+ // basis.
+ //
+
+ //
+ // Clip to the per-raster clip
+ //
+
+ /*
+
+ CLIP HERE
+
+ */
+
+ //
+ // Hash the tile coordinates
+ //
+ // This table lists nominal values for each architecture.
+ // We want to choose values that are naturally fit the
+ // "width" of the architecture.
+ //
+ // SIMD RANGE BITS MAX RANGE MAX BINS HASH BITS
+ // ---- ------- ---- --------- -------- ---------
+ // 4 [0, 4] 3 [0, 7] 10 mod(10) <-- SSE42, ?
+ // 8 [0, 8] 4 [0, 15] 8 3 <-- GEN*,AVX*
+ // 16 [0, 16] 5 [0, 31] 6 mod(6) <-- GEN*,?
+ // 32 [0, 32] 6 [0, 63] 5 mod(5) <-- CUDA,PowerVR,Adreno,GEN*
+ // 64 [0, 64] 7 [0,127] 4 2 <-- AMD Radeon
+ //
+ // NOTE: When possible, bias the hash toward using more y
+ // bits because of:
+ //
+ // 1. the 90 degree counter-clockwise rotation that we put
+ // in place to offset the render-time clockwise
+ // rotation
+ //
+ // 2. the likely presence of left-to-right or
+ // right-to-left glyphs.
+ //
+ // For power-of-two bins, the hash is easy.
+ //
+ // For non-power-of-two, we may want to either implement a
+ // fast mod (compiler should do this for us... hahahaha) or
+ // drop down to the next power-of-two.
+ //
+
+ //
+ // FIXME -- this snarl is not good -- can probably reduce
+ // some of the sign casting but some is there to vectorize a
+ // scalar
+ //
+ SKC_RASTERIZE_INT const z0y = SKC_CONVERT(SKC_RASTERIZE_INT)(p0y);
+ SKC_RASTERIZE_INT const z1y = SKC_CONVERT(SKC_RASTERIZE_INT)(p1y);
+
+ SKC_RASTERIZE_INT const z0x = SKC_CONVERT(SKC_RASTERIZE_INT)(p0x);
+ SKC_RASTERIZE_INT const z1x = SKC_CONVERT(SKC_RASTERIZE_INT)(p1x);
+
+ SKC_RASTERIZE_INT const min_y = min(z0y,z1y);
+ SKC_RASTERIZE_INT const max_y = max(z0y,z1y);
+
+ SKC_RASTERIZE_INT const tile_y = min_y >> SKC_SUBTILE_RESL_Y_LOG2;
+
+ SKC_RASTERIZE_UINT const ty = SKC_AS(SKC_RASTERIZE_UINT)(min_y) & SKC_SUBTILE_MASK_Y;
+ SKC_RASTERIZE_INT dy = SKC_AS(SKC_RASTERIZE_INT)(z1y - z0y);
+
+ //
+ // map [+1,+32] to [ 0,+31]
+ // map [-1,-32] to [-1,-32]
+ //
+ SKC_RASTERIZE_INT dys = (dy + (~dy >> 31)) << 26;
+
+ SKC_RASTERIZE_INT const min_x = min(z0x,z1x);
+ SKC_RASTERIZE_INT const max_x = max(z0x,z1x);
+ SKC_RASTERIZE_INT const tile_x = min_x >> SKC_SUBTILE_RESL_X_LOG2;
+
+ SKC_RASTERIZE_UINT const tx = SKC_AS(SKC_RASTERIZE_UINT)(min_x) & SKC_SUBTILE_MASK_X;
+ SKC_RASTERIZE_UINT const sx = SKC_AS(SKC_RASTERIZE_UINT)(max_x - min_x);
+
+ SKC_RASTERIZE_UINT const tts = dys | (ty << 16) | (sx << 10) | tx;
+
+ SKC_RASTERIZE_UINT const hash = (((SKC_AS(SKC_RASTERIZE_UINT)(tile_y) & SKC_RASTERIZE_TILE_HASH_Y_MASK) << SKC_RASTERIZE_TILE_HASH_X_BITS) |
+ (SKC_AS(SKC_RASTERIZE_UINT)(tile_x) & SKC_RASTERIZE_TILE_HASH_X_MASK));
+
+ SKC_RASTERIZE_UINT const yx = (((SKC_AS(SKC_RASTERIZE_UINT)(tile_y) & 0xFFF) << 12) | (SKC_AS(SKC_RASTERIZE_UINT)(tile_x) & 0xFFF));
+
+#if 0
+ printf("(%3u, %3u)\n",tile_y,tile_x);
+#endif
+
+#if 0
+ if (is_active)
+ printf("( %3u, %3u ) : [ %3u, %3u, %3d, %3d, %3u ]\n",tile_y,tile_x,ty,tx,dy,((int)dys)>>26,sx);
+#endif
+
+ //
+ // debug
+ //
+#if 0 // PRINTF_ENABLE
+
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) \
+ if (is_active C) \
+ printf("{ { %5d, %5d }, { %5d, %5d } (* %2u *) },\n",z0x C,z0y C,z1x C,z1y C,hash C);
+
+ SKC_RASTERIZE_VECTOR_EXPAND();
+#else
+ if (is_active)
+ printf("{ { %5d, %5d }, { %5d, %5d } } (* %2u *),\n",z0x,z0y,z1x,z1y,hash);
+#endif
+
+#endif
+ //
+ // flush all active lanes
+ //
+ while (true)
+ {
+ //
+ // either gather load or vector load+shuffle the yx keys
+ //
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ SKC_RASTERIZE_BIN const yx_bin = smem->bin.vN.yx;
+ SKC_RASTERIZE_UINT const yx_cur = shuffle(yx_bin,hash);
+#else
+ SKC_RASTERIZE_UINT const yx_cur = smem->bin.aN.yx[hash];
+#endif
+
+ //
+ // does yx for lane match yx for hash?
+ //
+ SKC_RASTERIZE_UINT const active_yx = is_active ? yx : SKC_RASTERIZE_YX_INVALID;
+ SKC_RASTERIZE_PREDICATE const is_match = (yx_cur == active_yx);
+
+ //
+ // OpenCL spec: "When casting a bool to a vector integer
+ // data type, the vector components will be set to -1
+ // (i.e. all bits set) if the vector bool value is true
+ // and 0 otherwise.
+ //
+#if ( SKC_RASTERIZE_VECTOR_SIZE_LOG2 == 0 )
+ SKC_RASTERIZE_UINT const h_match = (SKC_RASTERIZE_UINT)is_match;
+#else
+ SKC_RASTERIZE_UINT const h_match = abs(is_match); // {-1,0} -> {+1,0}
+#endif
+ //
+ // how many new elements for each matching hash bin?
+ //
+ SKC_RASTERIZE_UINT const h_shl = hash * SKC_RASTERIZE_TILE_HASH_BIN_BITS;
+ SKC_RASTERIZE_UINT const h = h_match << h_shl;
+
+ //
+ // prefix sum all of the bins in parallel
+ //
+ SKC_RASTERIZE_UINT const h_iss = skc_subgroup_scan_inclusive_add_uint(h);
+ SKC_RASTERIZE_UINT const h_total = skc_subgroup_last_uint(h_iss);
+
+ //
+ // current bin counts
+ //
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ SKC_RASTERIZE_BIN const count_bin = smem->bin.vN.count;
+ SKC_RASTERIZE_UINT const count_cur = shuffle(count_bin,hash);
+#else
+ SKC_RASTERIZE_UINT const count_cur = smem->bin.aN.count[hash];
+#endif
+
+ //
+ // calculate where each cache-hit and in-bounds tts should be stored
+ //
+ SKC_RASTERIZE_UINT const ttsb_index = (h_iss >> h_shl & SKC_RASTERIZE_TILE_HASH_BIN_MASK) + count_cur - 1;
+ SKC_RASTERIZE_UINT const count_new = (h_total >> h_shl & SKC_RASTERIZE_TILE_HASH_BIN_MASK) + count_cur;
+
+ //
+ // which lanes can append to a matching bin?
+ //
+ SKC_RASTERIZE_PREDICATE const is_append = is_match && (ttsb_index < SKC_DEVICE_SUBBLOCK_WORDS);
+
+ //
+ // scatter append tts elements to bin blocks
+ //
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1)
+ //
+ // SIMD
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) \
+ if (is_append C) \
+ { \
+ smem->bin.aN.ttsb [hash C][ttsb_index C] = tts C; \
+ smem->bin.aN.count[hash C] = count_new C; \
+ }
+
+ SKC_RASTERIZE_VECTOR_EXPAND();
+#else
+ //
+ // SIMT
+ //
+ if (is_append)
+ {
+ smem->bin.aN.ttsb [hash][ttsb_index] = tts;
+ smem->bin.aN.count[hash] = count_new; // it's ok if this is > SKC_DEVICE_SUBBLOCK_WORDS
+ }
+#endif
+ //
+ // try to keep predicate updates SIMD-friendly and
+ // outside of predicated code paths -- this is not
+ // always how we would normally do things on SIMT but
+ // either approach is acceptable
+ //
+
+ //
+ // mask off lanes/components that successfully appended
+ //
+ is_active = is_active && !is_append;
+
+ //
+ // are there any active lanes left?
+ //
+ if (!skc_subgroup_any(is_active))
+ break;
+
+ //
+ // There are active lanes that couldn't be appended to a
+ // bin because their hashes collided with the bin's
+ // current ryx key then those bins must be ejected.
+ //
+ // Note that we do not eject "full" bins because lazily
+ // waiting for a collision results in simpler code.
+ //
+ skc_flush(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ subblocks,
+ blocks,
+ blocks_next,
+ sk_v,
+ sk_v_next,
+ sk_extent,
+ smem,
+ hash,
+ yx,
+ is_active);
+ }
+ }
+ }
+}
+
+//
+// INITIALIZE SMEM
+//
+// Note that SIMD/SIMT have nearly the same syntax.
+//
+static
+void
+skc_smem_init(__local struct skc_subgroup_smem volatile * const smem)
+{
+ //
+ // initialize smem bins
+ //
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+ smem->bin.vN.yx = ( SKC_RASTERIZE_YX_INIT );
+ smem->bin.vN.count = ( 0 );
+#else
+ //
+ // SIMT
+ //
+ int idx = skc_subgroup_lane();
+
+#if ( SKC_RASTERIZE_TILE_HASH_BIN_COUNT < SKC_RASTERIZE_ELEMS_PER_SUBGROUP )
+ if (idx < SKC_RASTERIZE_TILE_HASH_BIN_COUNT)
+#elif ( SKC_RASTERIZE_TILE_HASH_BIN_COUNT > SKC_RASTERIZE_ELEMS_PER_SUBGROUP )
+ for (; idx<SKC_RASTERIZE_TILE_HASH_BIN_COUNT; idx+=SKC_RASTERIZE_SUBGROUP_SIZE)
+#endif
+ {
+ smem->bin.aN.yx [idx] = ( SKC_RASTERIZE_YX_INIT );
+ smem->bin.aN.count[idx] = ( 0 );
+ }
+#endif
+}
+
+//
+// RASTERIZE CUBIC KERNEL
+//
+
+static
+void
+skc_rasterize_cubics(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ __global skc_ttsk_s_t * const sk_extent,
+
+ __local struct skc_subgroup_smem volatile * const smem,
+
+ skc_uint * const nodeword,
+ skc_block_id_t * const id,
+
+ union skc_transform const * const tv,
+ union skc_path_clip const * const cv,
+ skc_uint const cohort)
+{
+ //
+ // the initial segment idx and segments-per-block constant determine
+ // how many block ids will need to be loaded
+ //
+ SKC_RASTERIZE_FLOAT const c0x = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c0y = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c1x = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c1y = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c2x = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c2y = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c3x = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c3y = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ //
+ // apply transform
+ //
+ // note that we only care if the end points are rounded to subpixel precision
+ //
+ // FIXME -- transformation is currently affine-only support perspective later
+ //
+ // the affine transformation requires 8 FMA + 2 ROUND operations
+ //
+ SKC_RASTERIZE_FLOAT const b0x = round(c0x * tv->sx + c0y * tv->shx + tv->tx);
+ SKC_RASTERIZE_FLOAT const b0y = round(c0x * tv->shy + c0y * tv->sy + tv->ty);
+
+ SKC_RASTERIZE_FLOAT const t1x = c1x * tv->sx + c1y * tv->shx + tv->tx;
+ SKC_RASTERIZE_FLOAT const t1y = c1x * tv->shy + c1y * tv->sy + tv->ty;
+
+ SKC_RASTERIZE_FLOAT const t2x = c2x * tv->sx + c2y * tv->shx + tv->tx;
+ SKC_RASTERIZE_FLOAT const t2y = c2x * tv->shy + c2y * tv->sy + tv->ty;
+
+ SKC_RASTERIZE_FLOAT const t3x = round(c3x * tv->sx + c3y * tv->shx + tv->tx);
+ SKC_RASTERIZE_FLOAT const t3y = round(c3x * tv->shy + c3y * tv->sy + tv->ty);
+
+ //
+ //
+ //
+#if PRINTF_ENABLE
+
+#if ( SKC_RASTERIZE_SUBGROUP_SIZE == 1 )
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) \
+ printf("{ { %.02f, %.02f }, { %.02f, %.02f }," \
+ " { %.02f, %.02f }, { %.02f, %.02f } },\n", \
+ b0x C,b0y C,t1x C,t1y C, \
+ t2x C,t2y C,t3x C,t3y C);
+
+ SKC_RASTERIZE_VECTOR_EXPAND();
+
+#else
+
+ printf("{ { %.02f, %.02f }, { %.02f, %.02f }, { %.02f, %.02f }, { %.02f, %.02f } },\n",
+ b0x,b0y,t1x,t1y,t2x,t2y,t3x,t3y);
+
+#endif
+
+#endif
+
+ //
+ // OLD APPROACH
+ // ------------
+ //
+ // The Spinel CUDA rasterizer was significantly more complex and
+ // performed a few different tasks that are probably best kept
+ // separate.
+ //
+ // The Spinel rasterizer Bezier held 4-element x and y coordinates
+ // in adjacent lanes. This simplified intermingling of single lane
+ // 4-coordinate line segments with two-lane cubic Beziers.
+ //
+ // After transformation of the input segments, the Spinel rasterizer
+ // would test cubics for flatness and, if flat, collapse the
+ // adjacent lanes into a single line lane and an empty lane.
+ //
+ // Any lines would then be appended to a line queue.
+ //
+ // Any cubics would then be subdivided.
+ //
+ // The reclassification process would be repeated.
+ //
+ // NEW APPROACH
+ // ------------
+ //
+ // Assume we're only working with cubics in this kernel.
+ //
+ // Optimization: if the line segment is a special case -- a cusp,
+ // has 1+ inflections, or a loop -- it might be beneficial to
+ // subdivide the control cage 1+ times in order to separate the
+ // flatter segments the high-velocity region(s).
+ //
+ // This means we want to split using [a,b] formulation to _directly_
+ // subdivide producing a new control cage.
+ //
+ // Wang's Formula is still useful even if we subdivide once or twice
+ // as it's so cheap that it might give some useful hints about where
+ // the high-velocity sections of curve reside.
+ //
+ // But it seems like using Wang's and directly flattening to line
+ // segments without any subdivision is good enough for the limited
+ // set of test cases that I've tried.
+ //
+ // So... use Wang's Formula to estimate how many line segment are
+ // required to properly flatten the cubics.
+ //
+ // Then use inclusive/exclusive scans to put all the lanes to work:
+ //
+ // 1. segmenting cubics to line segments
+ //
+ // 2. slivering line segments into 1-pixel high line segments
+ //
+ // 3. slivering 1-pixel high line segments into 1-pixel wide line
+ // segments
+ //
+ // MORE BACKGROUND ON NEW APPROACH
+ // -------------------------------
+ //
+ // Two options for handling line segments:
+ //
+ // 1. append the line segments onto an SLM array until enough
+ // work has been accrued (Spinel does this)
+ //
+ // 2. immediately sliver the potentially multi-pixel line
+ // segments into subpixel lines
+ //
+ // The advantage of (1) is that it guarantees the slivering
+ // process will, on average, always be emitting a full subgroup
+ // of subpixel lines.
+ //
+ // The advantage of (2) is that it reduces code complexity and
+ // leaves more room for SLM tile bins. The difference between Spinel
+ // and Skia Compute is that Wang's Formula guarantees there will be
+ // a full subgroup of multi-pixel lines unless this is the final
+ // iteration of the warp of multi-pixel lines.
+ //
+ // Note that wider GPU architectures might benefit from (1) and
+ // other work accumulation strategies because it will minimize
+ // partial warp workloads in the final iteration of each stage. It
+ // also minimizes the sunk cost of the uniform control logic steps.
+ //
+ // So let's implement (2) for now...
+ //
+
+ //
+ // And... begin!
+ //
+ // Estimate how many line segments are in quad/cubic curve.
+ //
+ // Wang's Formula will return zero if the control points are
+ // collinear but we bump it up to 1.0f.
+ //
+ SKC_RASTERIZE_FLOAT const s_segs = skc_wangs_formula_cubic(b0x,b0y,t1x,t1y,t2x,t2y,t3x,t3y);
+
+ //
+ // if there are free registers then precalculate the reciprocal for
+ // each estimated segments since it will never change
+ //
+ SKC_RASTERIZE_FLOAT const s_denom = native_recip(s_segs);
+
+
+ //
+ // inclusive add scan of estimated line segments
+ // exclusive add scan of estimated line segments
+ // total number of estimated line segments
+ //
+ SKC_RASTERIZE_FLOAT s_iss = skc_subgroup_scan_inclusive_add_float(s_segs);
+ SKC_RASTERIZE_FLOAT s_ess = s_iss - s_segs;
+ float s_rem = skc_subgroup_last_float(s_iss); // scalar
+
+ //
+ // Precompute cubic polynomial coefficients from transformed control
+ // cage so we can shuffle them in on each iteration of the outer
+ // loop and then evaluate the polynomial in Horner form.
+ //
+ // | 1 0 0 0 | | c0 |
+ // | | | |
+ // | -3 3 0 0 | | c1 |
+ // B(t) = [ 1 t^1 t^2 t^3 ] | | | |
+ // | 3 -6 3 0 | | c2 |
+ // | | | |
+ // | -1 3 -3 1 | | c3 |
+ //
+ //
+ SKC_RASTERIZE_FLOAT const b1x = mad(-3.0f,b0x,3.0f*t1x); // 2 - 1 MAD + MUL
+ SKC_RASTERIZE_FLOAT const b1y = mad(-3.0f,b0y,3.0f*t1y); // 2 - 1 MAD + MUL
+
+ SKC_RASTERIZE_FLOAT const b2x = mad(3.0f,b0x,mad(-6.0f,t1x,3.0f*t2x)); // 3 - 2 MAD + MUL
+ SKC_RASTERIZE_FLOAT const b2y = mad(3.0f,b0y,mad(-6.0f,t1y,3.0f*t2y)); // 3 - 2 MAD + MUL
+
+ SKC_RASTERIZE_FLOAT const b3x = mad(3.0f,t1x,mad(-3.0f,t2x,t3x)) - b0x; // 3 - 2 MAD + SUB
+ SKC_RASTERIZE_FLOAT const b3y = mad(3.0f,t1y,mad(-3.0f,t2y,t3y)) - b0y; // 3 - 2 MAD + SUB
+
+ //
+ // these values don't matter on the first iteration
+ //
+ SKC_RASTERIZE_FLOAT l1x_prev = 0;
+ SKC_RASTERIZE_FLOAT l1y_prev = 0;
+
+ //
+ // allocate and init in-register TTSK keys
+ //
+ skc_uint sk_v_next = 0;
+ skc_ttsk_v_t sk_v;
+
+ sk_v.hi = cohort;
+
+ //
+ // initialize smem
+ //
+ skc_smem_init(smem);
+
+ //
+ // initialize blocks / subblocks
+ //
+ skc_block_id_v_t blocks;
+ skc_uint blocks_next = SKC_RASTERIZE_BLOCK_ID_V_SIZE;
+
+#if SKC_DEVICE_BLOCK_WORDS_LOG2 > SKC_DEVICE_SUBBLOCK_WORDS_LOG2
+ skc_block_id_t subblocks = 0;
+#endif
+
+ //
+ // loop until done
+ //
+ while (s_rem > 0)
+ {
+ //
+ // distribute work across lanes
+ //
+ SKC_RASTERIZE_UINT const s_source = skc_scatter_scan_max(smem,s_iss,s_ess);
+
+ //
+ // every lane has a fraction to work off of
+ //
+ // FIXME -- this gets expanded on SIMD
+ //
+ // if delta == 1 then this is the first lane
+ // if count == s_segs then this is the last lane
+ //
+ SKC_RASTERIZE_FLOAT const s_delta = skc_delta_offset() - skc_subgroup_shuffle(s_ess,s_source);
+ SKC_RASTERIZE_FLOAT const s_count = skc_subgroup_shuffle(s_segs,s_source);
+
+ SKC_RASTERIZE_PREDICATE const is_s_first = (s_delta == 1.0f);
+ SKC_RASTERIZE_PREDICATE const is_s_last = (s_delta >= s_count);
+
+ //
+ // init parametric t
+ //
+ SKC_RASTERIZE_FLOAT s_t = s_delta * skc_subgroup_shuffle(s_denom,s_source); // faster than native_recip(s_count)?
+
+ //
+ // if last then override to a hard 1.0f
+ //
+ s_t = is_s_last ? 1.0f : s_t;
+
+ //
+ // decrement by subgroup size
+ //
+ s_iss -= SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+ s_ess -= SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+ s_rem -= SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+
+ //
+ // now every lane knows what to do and the following lines will
+ // pump out up to SUBGROUP_SIZE line segments
+ //
+ // obtain the src vertices through shared or via a shuffle
+ //
+
+ //
+ // shuffle in the polynomial coefficients their source lane
+ //
+ SKC_RASTERIZE_FLOAT const s0x = skc_subgroup_shuffle(b0x,s_source);
+ SKC_RASTERIZE_FLOAT const s0y = skc_subgroup_shuffle(b0y,s_source);
+
+ SKC_RASTERIZE_FLOAT const s1x = skc_subgroup_shuffle(b1x,s_source);
+ SKC_RASTERIZE_FLOAT const s1y = skc_subgroup_shuffle(b1y,s_source);
+
+ SKC_RASTERIZE_FLOAT const s2x = skc_subgroup_shuffle(b2x,s_source);
+ SKC_RASTERIZE_FLOAT const s2y = skc_subgroup_shuffle(b2y,s_source);
+
+ SKC_RASTERIZE_FLOAT const s3x = skc_subgroup_shuffle(b3x,s_source);
+ SKC_RASTERIZE_FLOAT const s3y = skc_subgroup_shuffle(b3y,s_source);
+
+ //
+ // calculate "right" line segment endpoint using Horner form
+ //
+ SKC_RASTERIZE_FLOAT l1x = round(mad(mad(mad(s3x,s_t,s2x),s_t,s1x),s_t,s0x)); // 3 MAD + ROUND
+ SKC_RASTERIZE_FLOAT l1y = round(mad(mad(mad(s3y,s_t,s2y),s_t,s1y),s_t,s0y)); // 3 MAD + ROUND
+
+ //
+ // shuffle up "left" line segment endpoint
+ //
+ // NOTE: Intel's shuffle_up is unique with its elegant
+ // "previous" argument so don't get used to it
+ //
+ SKC_RASTERIZE_FLOAT l0x = skc_subgroup_shuffle_up_1(l1x_prev,l1x);
+ SKC_RASTERIZE_FLOAT l0y = skc_subgroup_shuffle_up_1(l1y_prev,l1y);
+
+ //
+ // save previous right endpoint
+ //
+ l1x_prev = l1x;
+ l1y_prev = l1y;
+
+ //
+ // override shuffle up if this is the first line segment
+ //
+ l0x = select(l0x,s0x,is_s_first);
+ l0y = select(l0y,s0y,is_s_first);
+
+ //
+ // sliver lines
+ //
+ skc_sliver(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ &subblocks,
+ &blocks,
+ &blocks_next,
+ &sk_v,
+ &sk_v_next,
+ sk_extent,
+ smem,
+ l0x,l0y,l1x,l1y);
+ }
+
+ //
+ // - flush work-in-progress blocks
+ // - return unused block ids
+ //
+ skc_finalize(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ &blocks,
+ blocks_next,
+ &sk_v,
+ sk_v_next,
+ sk_extent,
+ smem);
+}
+
+//
+// RASTERIZE QUAD KERNEL
+//
+
+static
+void
+skc_rasterize_quads(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ __global skc_ttsk_s_t * const sk_extent,
+
+ __local struct skc_subgroup_smem volatile * const smem,
+
+ skc_uint * const nodeword,
+ skc_block_id_t * const id,
+
+ union skc_transform const * const tv,
+ union skc_path_clip const * const cv,
+ skc_uint const cohort)
+{
+ //
+ // the initial segment idx and segments-per-block constant determine
+ // how many block ids will need to be loaded
+ //
+ SKC_RASTERIZE_FLOAT const c0x = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c0y = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c1x = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c1y = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c2x = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c2y = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ //
+ // apply transform
+ //
+ // note that we only care if the end points are rounded to subpixel precision
+ //
+ // FIXME -- transformation is currently affine-only support perspective later
+ //
+ // the affine transformation requires 8 FMA + 2 ROUND operations
+ //
+ SKC_RASTERIZE_FLOAT const b0x = round(c0x * tv->sx + c0y * tv->shx + tv->tx);
+ SKC_RASTERIZE_FLOAT const b0y = round(c0x * tv->shy + c0y * tv->sy + tv->ty);
+
+ SKC_RASTERIZE_FLOAT const t1x = c1x * tv->sx + c1y * tv->shx + tv->tx;
+ SKC_RASTERIZE_FLOAT const t1y = c1x * tv->shy + c1y * tv->sy + tv->ty;
+
+ SKC_RASTERIZE_FLOAT const t2x = round(c2x * tv->sx + c2y * tv->shx + tv->tx);
+ SKC_RASTERIZE_FLOAT const t2y = round(c2x * tv->shy + c2y * tv->sy + tv->ty);
+
+ //
+ // Estimate how many line segments are in quad/cubic curve.
+ //
+ // Wang's Formula will return zero if the control points are
+ // collinear but we bump it up to 1.0f.
+ //
+ SKC_RASTERIZE_FLOAT const s_segs = skc_wangs_formula_quadratic(b0x,b0y,t1x,t1y,t2x,t2y);
+
+ //
+ // if there are free registers then precalculate the reciprocal for
+ // each estimated segments since it will never change
+ //
+ SKC_RASTERIZE_FLOAT const s_denom = native_recip(s_segs);
+
+
+ //
+ // inclusive add scan of estimated line segments
+ // exclusive add scan of estimated line segments
+ // total number of estimated line segments
+ //
+ SKC_RASTERIZE_FLOAT s_iss = skc_subgroup_scan_inclusive_add_float(s_segs);
+ SKC_RASTERIZE_FLOAT s_ess = s_iss - s_segs;
+ float s_rem = skc_subgroup_last_float(s_iss); // scalar
+
+ //
+ // Precompute quadratic polynomial coefficients from control cage so
+ // we can shuffle them in on each iteration of the outer loop and
+ // then evaluate the polynomial in Horner form.
+ //
+
+ // | 1 0 0 | | c0 |
+ // | | | |
+ // B(t) = [ 1 t^1 t^2 ] | -2 2 0 | | c1 |
+ // | | | |
+ // | 1 -2 1 | | c2 |
+ //
+ //
+ SKC_RASTERIZE_FLOAT const b1x = mad(-2.0f,b0x,2.0f*t1x); // 2 - 1 MAD + MUL
+ SKC_RASTERIZE_FLOAT const b1y = mad(-2.0f,b0y,2.0f*t1y); // 2 - 1 MAD + MUL
+
+ SKC_RASTERIZE_FLOAT const b2x = mad(-2.0f,t1x,b0x+t2x); // 2 - 1 MAD + ADD
+ SKC_RASTERIZE_FLOAT const b2y = mad(-2.0f,t1y,b0y+t2y); // 2 - 1 MAD + ADD
+
+ //
+ // these values don't matter on the first iteration
+ //
+ SKC_RASTERIZE_FLOAT l1x_prev = 0;
+ SKC_RASTERIZE_FLOAT l1y_prev = 0;
+
+ //
+ // allocate and init in-register TTSK keys
+ //
+ skc_uint sk_v_next = 0;
+ skc_ttsk_v_t sk_v;
+
+ sk_v.hi = cohort;
+
+ //
+ // initialize smem
+ //
+ skc_smem_init(smem);
+
+ //
+ // initialize blocks / subblocks
+ //
+ skc_block_id_v_t blocks;
+ skc_uint blocks_next = SKC_RASTERIZE_BLOCK_ID_V_SIZE;
+
+#if SKC_DEVICE_BLOCK_WORDS_LOG2 > SKC_DEVICE_SUBBLOCK_WORDS_LOG2
+ skc_block_id_t subblocks = 0;
+#endif
+
+ //
+ // loop until done
+ //
+ while (s_rem > 0)
+ {
+ //
+ // distribute work across lanes
+ //
+ SKC_RASTERIZE_UINT const s_source = skc_scatter_scan_max(smem,s_iss,s_ess);
+
+ //
+ // every lane has a fraction to work off of
+ //
+ // FIXME -- this gets expanded on SIMD
+ //
+ // if delta == 1 then this is the first lane
+ // if count == s_segs then this is the last lane
+ //
+ SKC_RASTERIZE_FLOAT const s_delta = skc_delta_offset() - skc_subgroup_shuffle(s_ess,s_source);
+ SKC_RASTERIZE_FLOAT const s_count = skc_subgroup_shuffle(s_segs,s_source);
+
+ SKC_RASTERIZE_PREDICATE const is_s_first = (s_delta == 1.0f);
+ SKC_RASTERIZE_PREDICATE const is_s_last = (s_delta >= s_count);
+
+ //
+ // init parametric t
+ //
+ SKC_RASTERIZE_FLOAT s_t = s_delta * skc_subgroup_shuffle(s_denom,s_source); // faster than native_recip(s_count)?
+
+ //
+ // if last then override to a hard 1.0f
+ //
+ s_t = is_s_last ? 1.0f : s_t;
+
+ //
+ // decrement by subgroup size
+ //
+ s_iss -= SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+ s_ess -= SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+ s_rem -= SKC_RASTERIZE_ELEMS_PER_SUBGROUP;
+
+ //
+ // now every lane knows what to do and the following lines will
+ // pump out up to SUBGROUP_SIZE line segments
+ //
+ // obtain the src vertices through shared or via a shuffle
+ //
+
+ //
+ // shuffle in the polynomial coefficients their source lane
+ //
+ SKC_RASTERIZE_FLOAT const s0x = skc_subgroup_shuffle(b0x,s_source);
+ SKC_RASTERIZE_FLOAT const s0y = skc_subgroup_shuffle(b0y,s_source);
+
+ SKC_RASTERIZE_FLOAT const s1x = skc_subgroup_shuffle(b1x,s_source);
+ SKC_RASTERIZE_FLOAT const s1y = skc_subgroup_shuffle(b1y,s_source);
+
+ SKC_RASTERIZE_FLOAT const s2x = skc_subgroup_shuffle(b2x,s_source);
+ SKC_RASTERIZE_FLOAT const s2y = skc_subgroup_shuffle(b2y,s_source);
+
+ //
+ // calculate "right" line segment endpoint using Horner form
+ //
+ SKC_RASTERIZE_FLOAT l1x = round(mad(mad(s2x,s_t,s1x),s_t,s0x)); // 2 MAD + ROUND
+ SKC_RASTERIZE_FLOAT l1y = round(mad(mad(s2y,s_t,s1y),s_t,s0y)); // 2 MAD + ROUND
+
+ //
+ // shuffle up "left" line segment endpoint
+ //
+ // NOTE: Intel's shuffle_up is unique with its elegant
+ // "previous" argument so don't get used to it
+ //
+ SKC_RASTERIZE_FLOAT l0x = skc_subgroup_shuffle_up_1(l1x_prev,l1x);
+ SKC_RASTERIZE_FLOAT l0y = skc_subgroup_shuffle_up_1(l1y_prev,l1y);
+
+ //
+ // save previous right endpoint
+ //
+ l1x_prev = l1x;
+ l1y_prev = l1y;
+
+ //
+ // override shuffle up if this is the first line segment
+ //
+ l0x = select(l0x,s0x,is_s_first);
+ l0y = select(l0y,s0y,is_s_first);
+
+ //
+ // sliver lines
+ //
+ skc_sliver(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ &subblocks,
+ &blocks,
+ &blocks_next,
+ &sk_v,
+ &sk_v_next,
+ sk_extent,
+ smem,
+ l0x,l0y,l1x,l1y);
+ }
+
+ //
+ // - flush work-in-progress blocks
+ // - return unused block ids
+ //
+ skc_finalize(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ &blocks,
+ blocks_next,
+ &sk_v,
+ sk_v_next,
+ sk_extent,
+ smem);
+}
+
+//
+// RASTERIZE LINE KERNEL
+//
+
+static
+void
+skc_rasterize_lines(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ __global skc_ttsk_s_t * const sk_extent,
+
+ __local struct skc_subgroup_smem volatile * const smem,
+
+ skc_uint * const nodeword,
+ skc_block_id_t * const id,
+
+ union skc_transform const * const tv,
+ union skc_path_clip const * const cv,
+ skc_uint const cohort)
+{
+ //
+ // the initial segment idx and segments-per-block constant determine
+ // how many block ids will need to be loaded
+ //
+ SKC_RASTERIZE_FLOAT const c0x = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c0y = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c1x = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+ skc_segment_next(bp_elems,nodeword,id);
+
+ SKC_RASTERIZE_FLOAT const c1y = bp_elems[SKC_RASTERIZE_SEGMENT(*id)].coord;
+
+#if 0
+ // printf("%5u : { { %5.0f, %5.0f }, { %5.0f, %5.0f } },\n",(skc_uint)get_global_id(0),c0x,c0y,c1x,c1y);
+ printf("{ { %5.0f, %5.0f }, { %5.0f, %5.0f } },\n",c0x,c0y,c1x,c1y);
+#endif
+
+ //
+ // apply transform
+ //
+ // note that we only care if the end points are rounded to subpixel precision
+ //
+ // FIXME -- transformation is currently affine-only
+ // FIXME -- support perspective later
+ //
+ // the affine transformation requires 8 FMA + 4 ROUND operations
+ //
+ SKC_RASTERIZE_FLOAT const l0x = round(c0x * tv->sx + c0y * tv->shx + tv->tx);
+ SKC_RASTERIZE_FLOAT const l0y = round(c0x * tv->shy + c0y * tv->sy + tv->ty);
+
+ SKC_RASTERIZE_FLOAT const l1x = round(c1x * tv->sx + c1y * tv->shx + tv->tx);
+ SKC_RASTERIZE_FLOAT const l1y = round(c1x * tv->shy + c1y * tv->sy + tv->ty);
+
+#if 0
+ printf("{ { %5.0f, %5.0f }, { %5.0f, %5.0f } },\n",l0x,l0y,l1x,l1y);
+#endif
+
+ //
+ // allocate and init in-register TTSK keys
+ //
+ skc_uint sk_v_next = 0;
+ skc_ttsk_v_t sk_v;
+
+ sk_v.hi = cohort;
+
+ //
+ // initialize smem
+ //
+ skc_smem_init(smem);
+
+ //
+ // initialize blocks / subblocks
+ //
+ skc_block_id_v_t blocks;
+ skc_uint blocks_next = SKC_RASTERIZE_BLOCK_ID_V_SIZE;
+
+#if SKC_DEVICE_BLOCK_WORDS_LOG2 > SKC_DEVICE_SUBBLOCK_WORDS_LOG2
+ skc_block_id_t subblocks = 0;
+#endif
+
+ //
+ // sliver lines
+ //
+ skc_sliver(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ &subblocks,
+ &blocks,
+ &blocks_next,
+ &sk_v,
+ &sk_v_next,
+ sk_extent,
+ smem,
+ l0x,l0y,l1x,l1y);
+
+ //
+ // - flush work-in-progress blocks
+ // - return unused block ids
+ //
+ skc_finalize(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ &blocks,
+ blocks_next,
+ &sk_v,
+ sk_v_next,
+ sk_extent,
+ smem);
+}
+
+//
+//
+//
+
+__kernel
+SKC_RASTERIZE_KERNEL_ATTRIBS
+void
+skc_kernel_rasterize_all(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ __global skc_ttsk_s_t * const sk_extent,
+
+ __global float8 const * const transforms, // FIXME -- __constant
+ __global float4 const * const clips, // FIXME -- __constant
+ __global union skc_cmd_rasterize const * const cmds, // FIXME -- __constant
+ skc_uint const count)
+{
+ //
+ // declare shared memory block
+ //
+#if ( SKC_RASTERIZE_WORKGROUP_SUBGROUPS == 1 )
+ __local struct skc_subgroup_smem volatile smem[1];
+#else
+ __local struct skc_subgroup_smem volatile smem_wg[SKC_RASTERIZE_WORKGROUP_SUBGROUPS];
+ __local struct skc_subgroup_smem volatile * const smem = smem_wg + get_sub_group_id();
+#endif
+
+ //
+ // this is a subgroup/warp-centric kernel
+ //
+ // which subgroup in the grid is this?
+ //
+ // TAKE NOTE: the Intel GEN compiler appears to be recognizing
+ // get_group_id(0) as a uniform but the alternative calculation used
+ // when there are multiple subgroups per workgroup is not
+ // cooperating and driving spillage elsewhere.
+ //
+#if ( SKC_RASTERIZE_WORKGROUP_SUBGROUPS == 1 )
+ uint const cmd_idx = get_group_id(0);
+#else
+ uint const cmd_idx = get_group_id(0) * SKC_RASTERIZE_WORKGROUP_SUBGROUPS + get_sub_group_id();
+#endif
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("+cmd_idx = %u\n",cmd_idx);
+#endif
+
+ //
+ // if worksgroups are multi-subgroup then there may be excess
+ // subgroups in the final workgroup
+ //
+ if (cmd_idx >= count)
+ return;
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("-cmd_idx = %u\n",cmd_idx);
+#endif
+
+ //
+ // load a single command for this subgroup
+ //
+ union skc_cmd_rasterize const cmd = cmds[cmd_idx];
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("[ %u ]< %u, %u, %u, %u >\n",
+ cmd_idx,
+ cmd.nodeword,
+ SKC_CMD_RASTERIZE_GET_TRANSFORM(cmd),
+ SKC_CMD_RASTERIZE_GET_CLIP(cmd),
+ SKC_CMD_RASTERIZE_GET_COHORT(cmd));
+#endif
+
+ //
+ // get first block node command word and its subblock
+ //
+ skc_uint nodeword = cmd.nodeword; // nodeword has word-addressing
+ skc_tagged_block_id_t tag_id = bp_elems[nodeword].tag_id;
+ skc_block_id_tag tag = SKC_TAGGED_BLOCK_ID_GET_TAG(tag_id);
+ skc_block_id_t id = SKC_TAGGED_BLOCK_ID_GET_ID(tag_id);
+
+ //
+ // load transform -- uniform across subgroup
+ //
+ // v8: { sx shx tx shy sy ty w0 w1 }
+ //
+ // NOTE THAT WE'RE SCALING UP THE TRANSFORM BY:
+ //
+ // [ SKC_SUBPIXEL_RESL_X_F32, SKC_SUBPIXEL_RESL_Y_F32, 1.0f ]
+ //
+ // Coordinates are scaled to subpixel resolution. All that matters
+ // is that continuity is maintained between end path element
+ // endpoints.
+ //
+ // It's the responsibility of the host to ensure that the transforms
+ // are properly scaled either via intitializing a transform stack
+ // with the subpixel resolution scaled identity or scaling the
+ // transform before its loaded by a rasterization grid.
+ //
+ // FIXME -- horizontal load might be better than this broadcast load
+ //
+ union skc_transform const tv = { .f32v8 = transforms[SKC_CMD_RASTERIZE_GET_TRANSFORM(cmd)] }; // uniform load
+ union skc_path_clip const cv = { .f32v4 = clips [SKC_CMD_RASTERIZE_GET_CLIP(cmd) ] }; // uniform load
+ skc_uint const cohort = SKC_CMD_RASTERIZE_MASK_COHORT(cmd); // shifted
+
+ switch (tag)
+ {
+ case SKC_BLOCK_ID_TAG_PATH_LINE:
+ skc_rasterize_lines(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ sk_extent,
+ smem,
+ &nodeword,&id,
+ &tv,&cv,cohort);
+ break;
+
+ case SKC_BLOCK_ID_TAG_PATH_QUAD:
+ skc_rasterize_quads(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ sk_extent,
+ smem,
+ &nodeword,&id,
+ &tv,&cv,cohort);
+ break;
+
+ case SKC_BLOCK_ID_TAG_PATH_CUBIC:
+ skc_rasterize_cubics(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ sk_extent,
+ smem,
+ &nodeword,&id,
+ &tv,&cv,cohort);
+ break;
+
+ case SKC_BLOCK_ID_TAG_PATH_RAT_QUAD:
+ break;
+ case SKC_BLOCK_ID_TAG_PATH_RAT_CUBIC:
+ break;
+
+ default:
+ break;
+ }
+}
+
+//
+//
+//
+
+__kernel
+SKC_RASTERIZE_KERNEL_ATTRIBS
+void
+skc_kernel_rasterize_lines(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ __global skc_ttsk_s_t * const sk_extent,
+
+ __global float8 const * const transforms, // FIXME -- __constant
+ __global float4 const * const clips, // FIXME -- __constant
+ __global union skc_cmd_rasterize const * const cmds, // FIXME -- __constant
+ skc_uint const count)
+{
+ //
+ // declare shared memory block
+ //
+#if ( SKC_RASTERIZE_WORKGROUP_SUBGROUPS == 1 )
+ __local struct skc_subgroup_smem volatile smem[1];
+#else
+ __local struct skc_subgroup_smem volatile smem_wg[SKC_RASTERIZE_WORKGROUP_SUBGROUPS];
+ __local struct skc_subgroup_smem volatile * const smem = smem_wg + get_sub_group_id();
+#endif
+
+ //
+ // this is a subgroup/warp-centric kernel
+ //
+ // which subgroup in the grid is this?
+ //
+ // TAKE NOTE: the Intel GEN compiler appears to be recognizing
+ // get_group_id(0) as a uniform but the alternative calculation used
+ // when there are multiple subgroups per workgroup is not
+ // cooperating and driving spillage elsewhere.
+ //
+#if ( SKC_RASTERIZE_WORKGROUP_SUBGROUPS == 1 )
+ uint const cmd_idx = get_group_id(0);
+#else
+ uint const cmd_idx = get_group_id(0) * SKC_RASTERIZE_WORKGROUP_SUBGROUPS + get_sub_group_id();
+#endif
+
+ //
+ // if worksgroups are multi-subgroup then there may be excess
+ // subgroups in the final workgroup
+ //
+ if (cmd_idx >= count)
+ return;
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("cmd_idx = %u\n",cmd_idx);
+#endif
+
+ //
+ // load a single command for this subgroup
+ //
+ union skc_cmd_rasterize const cmd = cmds[cmd_idx];
+
+ //
+ // get first block node command word and its subblock
+ //
+ skc_uint nodeword = cmd.nodeword; // nodeword has word-addressing
+ skc_tagged_block_id_t tag_id = bp_elems[nodeword].tag_id;
+ skc_block_id_t id = SKC_TAGGED_BLOCK_ID_GET_ID(tag_id);
+
+ //
+ // load transform -- uniform across subgroup
+ //
+ // v8: { sx shx tx shy sy ty w0 w1 }
+ //
+ // NOTE THAT WE'RE SCALING UP THE TRANSFORM BY:
+ //
+ // [ SKC_SUBPIXEL_RESL_X_F32, SKC_SUBPIXEL_RESL_Y_F32, 1.0f ]
+ //
+ // Coordinates are scaled to subpixel resolution. All that matters
+ // is that continuity is maintained between end path element
+ // endpoints.
+ //
+ // It's the responsibility of the host to ensure that the transforms
+ // are properly scaled either via intitializing a transform stack
+ // with the subpixel resolution scaled identity or scaling the
+ // transform before its loaded by a rasterization grid.
+ //
+ // FIXME -- horizontal load might be better than this broadcast load
+ //
+ union skc_transform const tv = { .f32v8 = transforms[SKC_CMD_RASTERIZE_GET_TRANSFORM(cmd)] }; // uniform load
+ union skc_path_clip const cv = { .f32v4 = clips [SKC_CMD_RASTERIZE_GET_CLIP(cmd) ] }; // uniform load
+ skc_uint const cohort = SKC_CMD_RASTERIZE_MASK_COHORT(cmd); // shifted
+
+ skc_rasterize_lines(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ sk_extent,
+ smem,
+ &nodeword,&id,
+ &tv,&cv,cohort);
+}
+
+//
+//
+//
+
+//
+//
+//
+
+__kernel
+SKC_RASTERIZE_KERNEL_ATTRIBS
+void
+skc_kernel_rasterize_quads(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ __global skc_ttsk_s_t * const sk_extent,
+
+ __global float8 const * const transforms, // FIXME -- __constant
+ __global float4 const * const clips, // FIXME -- __constant
+ __global union skc_cmd_rasterize const * const cmds, // FIXME -- __constant
+ skc_uint const count)
+{
+ //
+ // declare shared memory block
+ //
+#if ( SKC_RASTERIZE_WORKGROUP_SUBGROUPS == 1 )
+ __local struct skc_subgroup_smem volatile smem[1];
+#else
+ __local struct skc_subgroup_smem volatile smem_wg[SKC_RASTERIZE_WORKGROUP_SUBGROUPS];
+ __local struct skc_subgroup_smem volatile * const smem = smem_wg + get_sub_group_id();
+#endif
+
+ //
+ // this is a subgroup/warp-centric kernel
+ //
+ // which subgroup in the grid is this?
+ //
+ // TAKE NOTE: the Intel GEN compiler appears to be recognizing
+ // get_group_id(0) as a uniform but the alternative calculation used
+ // when there are multiple subgroups per workgroup is not
+ // cooperating and driving spillage elsewhere.
+ //
+#if ( SKC_RASTERIZE_WORKGROUP_SUBGROUPS == 1 )
+ uint const cmd_idx = get_group_id(0);
+#else
+ uint const cmd_idx = get_group_id(0) * SKC_RASTERIZE_WORKGROUP_SUBGROUPS + get_sub_group_id();
+#endif
+
+ //
+ // if worksgroups are multi-subgroup then there may be excess
+ // subgroups in the final workgroup
+ //
+ if (cmd_idx >= count)
+ return;
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("cmd_idx = %u\n",cmd_idx);
+#endif
+
+ //
+ // load a single command for this subgroup
+ //
+ union skc_cmd_rasterize const cmd = cmds[cmd_idx];
+
+ //
+ // get first block node command word and its subblock
+ //
+ skc_uint nodeword = cmd.nodeword; // nodeword has word-addressing
+ skc_tagged_block_id_t tag_id = bp_elems[nodeword].tag_id;
+ skc_block_id_t id = SKC_TAGGED_BLOCK_ID_GET_ID(tag_id);
+
+ //
+ // load transform -- uniform across subgroup
+ //
+ // v8: { sx shx tx shy sy ty w0 w1 }
+ //
+ // NOTE THAT WE'RE SCALING UP THE TRANSFORM BY:
+ //
+ // [ SKC_SUBPIXEL_RESL_X_F32, SKC_SUBPIXEL_RESL_Y_F32, 1.0f ]
+ //
+ // Coordinates are scaled to subpixel resolution. All that matters
+ // is that continuity is maintained between end path element
+ // endpoints.
+ //
+ // It's the responsibility of the host to ensure that the transforms
+ // are properly scaled either via intitializing a transform stack
+ // with the subpixel resolution scaled identity or scaling the
+ // transform before its loaded by a rasterization grid.
+ //
+ // FIXME -- horizontal load might be better than this broadcast load
+ //
+ union skc_transform const tv = { .f32v8 = transforms[SKC_CMD_RASTERIZE_GET_TRANSFORM(cmd)] }; // uniform load
+ union skc_path_clip const cv = { .f32v4 = clips [SKC_CMD_RASTERIZE_GET_CLIP(cmd) ] }; // uniform load
+ skc_uint const cohort = SKC_CMD_RASTERIZE_MASK_COHORT(cmd); // shifted
+
+ skc_rasterize_quads(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ sk_extent,
+ smem,
+ &nodeword,&id,
+ &tv,&cv,cohort);
+}
+
+//
+//
+//
+
+__kernel
+SKC_RASTERIZE_KERNEL_ATTRIBS
+void
+skc_kernel_rasterize_cubics(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ __global skc_ttsk_s_t * const sk_extent,
+
+ __global float8 const * const transforms, // FIXME -- __constant
+ __global float4 const * const clips, // FIXME -- __constant
+ __global union skc_cmd_rasterize const * const cmds, // FIXME -- __constant
+ skc_uint const count)
+{
+ //
+ // declare shared memory block
+ //
+#if ( SKC_RASTERIZE_WORKGROUP_SUBGROUPS == 1 )
+ __local struct skc_subgroup_smem volatile smem[1];
+#else
+ __local struct skc_subgroup_smem volatile smem_wg[SKC_RASTERIZE_WORKGROUP_SUBGROUPS];
+ __local struct skc_subgroup_smem volatile * const smem = smem_wg + get_sub_group_id();
+#endif
+
+ //
+ // this is a subgroup/warp-centric kernel
+ //
+ // which subgroup in the grid is this?
+ //
+ // TAKE NOTE: the Intel GEN compiler appears to be recognizing
+ // get_group_id(0) as a uniform but the alternative calculation used
+ // when there are multiple subgroups per workgroup is not
+ // cooperating and driving spillage elsewhere.
+ //
+#if ( SKC_RASTERIZE_WORKGROUP_SUBGROUPS == 1 )
+ uint const cmd_idx = get_group_id(0);
+#else
+ uint const cmd_idx = get_group_id(0) * SKC_RASTERIZE_WORKGROUP_SUBGROUPS + get_sub_group_id();
+#endif
+
+ //
+ // if worksgroups are multi-subgroup then there may be excess
+ // subgroups in the final workgroup
+ //
+ if (cmd_idx >= count)
+ return;
+
+#if 0
+ if (get_sub_group_local_id() == 0)
+ printf("cmd_idx = %u\n",cmd_idx);
+#endif
+
+ //
+ // load a single command for this subgroup
+ //
+ union skc_cmd_rasterize const cmd = cmds[cmd_idx];
+
+ //
+ // get first block node command word and its subblock
+ //
+ skc_uint nodeword = cmd.nodeword; // nodeword has word-addressing
+ skc_tagged_block_id_t tag_id = bp_elems[nodeword].tag_id;
+ skc_block_id_t id = SKC_TAGGED_BLOCK_ID_GET_ID(tag_id);
+
+ //
+ // load transform -- uniform across subgroup
+ //
+ // v8: { sx shx tx shy sy ty w0 w1 }
+ //
+ // NOTE THAT WE'RE SCALING UP THE TRANSFORM BY:
+ //
+ // [ SKC_SUBPIXEL_RESL_X_F32, SKC_SUBPIXEL_RESL_Y_F32, 1.0f ]
+ //
+ // Coordinates are scaled to subpixel resolution. All that matters
+ // is that continuity is maintained between end path element
+ // endpoints.
+ //
+ // It's the responsibility of the host to ensure that the transforms
+ // are properly scaled either via intitializing a transform stack
+ // with the subpixel resolution scaled identity or scaling the
+ // transform before its loaded by a rasterization grid.
+ //
+ // FIXME -- horizontal load might be better than this broadcast load
+ //
+ union skc_transform const tv = { .f32v8 = transforms[SKC_CMD_RASTERIZE_GET_TRANSFORM(cmd)] }; // uniform load
+ union skc_path_clip const cv = { .f32v4 = clips [SKC_CMD_RASTERIZE_GET_CLIP(cmd) ] }; // uniform load
+ skc_uint const cohort = SKC_CMD_RASTERIZE_MASK_COHORT(cmd); // shifted
+
+ skc_rasterize_cubics(bp_atomics,
+ bp_elems,
+ bp_ids,
+ bp_mask,
+ cohort_atomics,
+ sk_extent,
+ smem,
+ &nodeword,&id,
+ &tv,&cv,cohort);
+}
+
+//
+//
+//
+
+__kernel
+SKC_RASTERIZE_KERNEL_ATTRIBS
+void
+skc_kernel_rasterize_rat_quads(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ __global skc_ttsk_s_t * const sk_extent,
+
+ __global float8 const * const transforms, // FIXME -- __constant
+ __global float4 const * const clips, // FIXME -- __constant
+ __global union skc_cmd_rasterize const * const cmds, // FIXME -- __constant
+ skc_uint const count)
+{
+ ;
+}
+
+//
+//
+//
+
+__kernel
+SKC_RASTERIZE_KERNEL_ATTRIBS
+void
+skc_kernel_rasterize_rat_cubics(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global union skc_bp_elem * const bp_elems,
+ __global uint * const bp_ids,
+ skc_uint const bp_mask,
+
+ __global SKC_ATOMIC_UINT volatile * const cohort_atomics,
+ __global skc_ttsk_s_t * const sk_extent,
+
+ __global float8 const * const transforms, // FIXME -- __constant
+ __global float4 const * const clips, // FIXME -- __constant
+ __global union skc_cmd_rasterize const * const cmds, // FIXME -- __constant
+ skc_uint const count)
+{
+ ;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/rasters_alloc.cl b/src/compute/skc/rasters_alloc.cl
new file mode 100644
index 0000000..f8f76a7
--- /dev/null
+++ b/src/compute/skc/rasters_alloc.cl
@@ -0,0 +1,144 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "device_cl_12_gen9.h"
+#include "raster_builder_cl_12.h"
+#include "block_pool_cl.h"
+#include "atomic_cl.h"
+#include "raster.h"
+#include "tile.h"
+
+//
+// There is a fixed-size meta table per raster cohort that we use to
+// peform a mostly coalesced sizing and allocation of blocks.
+//
+// This code is simple and fast.
+//
+
+__kernel
+SKC_RASTERS_ALLOC_KERNEL_ATTRIBS
+void
+skc_kernel_rasters_alloc(__global SKC_ATOMIC_UINT volatile * const bp_atomics,
+ __global skc_block_id_t const * const bp_ids,
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_block_id_t * const map,
+ __global skc_uint * const metas,
+ __global skc_uint const * const raster_ids, // FIXME -- CONSTANT
+ skc_uint const count)
+{
+ // access to the meta extent is linear
+ skc_uint const gid = get_global_id(0);
+ skc_bool const is_active = gid < count;
+
+ //
+ // init with defaults for all lanes
+ //
+ union skc_raster_cohort_meta_inout meta = { .in.u32v4 = { 0, 0, 0, 0 } };
+ skc_uint raster_id = SKC_UINT_MAX;
+ skc_uint extra_blocks = 0;
+
+ if (is_active)
+ {
+ // load meta_in
+ meta.in.u32v4 = vload4(gid,metas);
+
+ // load raster_id as early as possible
+ raster_id = raster_ids[gid];
+
+#if 0
+ printf("%3u + %5u, %5u, %5u, %5u\n",
+ gid,
+ meta.in.blocks,
+ meta.in.offset,
+ meta.in.pk,
+ meta.in.rk);
+#endif
+
+ // how many blocks will the ttpb blocks consume?
+ extra_blocks = ((meta.in.pk * SKC_TILE_RATIO + SKC_DEVICE_SUBBLOCKS_PER_BLOCK - SKC_TILE_RATIO) /
+ SKC_DEVICE_SUBBLOCKS_PER_BLOCK);
+
+ // total keys
+ meta.out.keys += meta.in.pk;
+
+ // how many blocks do we need to store the keys in the head and trailing nodes?
+ skc_uint const hn = ((SKC_RASTER_HEAD_DWORDS + meta.out.keys + SKC_RASTER_NODE_DWORDS - 2) /
+ (SKC_RASTER_NODE_DWORDS - 1));
+ // increment blocks
+ extra_blocks += hn;
+
+ // how many nodes trail the head?
+ meta.out.nodes = hn - 1;
+
+ // update blocks
+ meta.out.blocks += extra_blocks;
+
+#if 0
+ printf("%3u - %5u, %5u, %5u, %5u\n",
+ gid,
+ meta.out.blocks,
+ meta.out.offset,
+ meta.out.nodes,
+ meta.out.keys);
+#endif
+ }
+
+ //
+ // allocate blocks from block pool
+ //
+ // first perform a prefix sum on the subgroup to reduce atomic
+ // operation traffic
+ //
+ // note this idiom can be implemented with vectors, subgroups or
+ // workgroups
+ //
+
+ skc_uint const prefix = SKC_RASTERS_ALLOC_INCLUSIVE_ADD(extra_blocks);
+ skc_uint reads = 0;
+
+ // last lane performs the block pool allocation with an atomic increment
+ if (SKC_RASTERS_ALLOC_LOCAL_ID() == SKC_RASTERS_ALLOC_GROUP_SIZE - 1) {
+ reads = SKC_ATOMIC_ADD_GLOBAL_RELAXED_DEVICE(bp_atomics+SKC_BP_ATOMIC_OFFSET_READS,prefix); // ring_reads
+ }
+
+ // broadcast block pool base to all lanes
+ reads = SKC_RASTERS_ALLOC_BROADCAST(reads,SKC_RASTERS_ALLOC_GROUP_SIZE - 1);
+
+ // update base for each lane
+ reads += prefix - extra_blocks;
+
+ //
+ // store meta header
+ //
+ if (is_active)
+ {
+ // store headers back to meta extent
+ vstore4(meta.out.u32v4,gid,metas);
+
+ // store reads
+ metas[SKC_RASTER_COHORT_META_OFFSET_READS + gid] = reads;
+
+ // get block_id of each raster head
+ skc_block_id_t const block_id = bp_ids[reads & bp_mask];
+
+ // update map
+ map[raster_id] = block_id;
+
+#if 0
+ printf("alloc: %u / %u\n",raster_id,block_id);
+#endif
+ }
+}
+
+//
+//
+//
diff --git a/src/compute/skc/rasters_reclaim.cl b/src/compute/skc/rasters_reclaim.cl
new file mode 100644
index 0000000..f0abdb0
--- /dev/null
+++ b/src/compute/skc/rasters_reclaim.cl
@@ -0,0 +1,442 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "device_cl_12_gen9.h"
+#include "block_pool_cl.h"
+#include "atomic_cl.h"
+#include "block.h"
+#include "raster.h"
+#include "common.h"
+#include "tile.h"
+
+//
+//
+//
+
+#define SKC_RASTERS_RECLAIM_SUBGROUP_SIZE_MASK (SKC_RASTERS_RECLAIM_SUBGROUP_SIZE - 1)
+
+#define SKC_RASTERS_RECLAIM_SUBGROUP_WORDS (SKC_RASTERS_RECLAIM_SUBGROUP_SIZE * SKC_RASTERS_RECLAIM_LOCAL_ELEMS)
+
+#define SKC_RASTERS_RECLAIM_X (SKC_DEVICE_BLOCK_DWORDS / SKC_RASTERS_RECLAIM_SUBGROUP_WORDS)
+
+//
+//
+//
+
+#if ( SKC_RASTERS_RECLAIM_X == 1 )
+#define SKC_RASTERS_RECLAIM_BLOCK_EXPAND() SKC_EXPAND_1()
+#define SKC_RASTERS_RECLAIM_BLOCK_EXPAND_I_LAST 0
+
+#elif ( SKC_RASTERS_RECLAIM_X == 2 )
+#define SKC_RASTERS_RECLAIM_BLOCK_EXPAND() SKC_EXPAND_2()
+#define SKC_RASTERS_RECLAIM_BLOCK_EXPAND_I_LAST 1
+
+#elif ( SKC_RASTERS_RECLAIM_X == 4 )
+#define SKC_RASTERS_RECLAIM_BLOCK_EXPAND() SKC_EXPAND_4()
+#define SKC_RASTERS_RECLAIM_BLOCK_EXPAND_I_LAST 3
+
+#elif ( SKC_RASTERS_RECLAIM_X == 8 )
+#define SKC_RASTERS_RECLAIM_BLOCK_EXPAND() SKC_EXPAND_8()
+#define SKC_RASTERS_RECLAIM_BLOCK_EXPAND_I_LAST 7
+
+#elif ( SKC_RASTERS_RECLAIM_X == 16)
+#define SKC_RASTERS_RECLAIM_BLOCK_EXPAND() SKC_EXPAND_16()
+#define SKC_RASTERS_RECLAIM_BLOCK_EXPAND_I_LAST 15
+
+#else
+#error "MISSING SKC_RASTERS_RECLAIM_X"
+#endif
+
+#if ( SKC_PREFIX_SUBGROUP_SIZE == SKC_RASTERS_RECLAIM_SUBGROUP_SIZE )
+
+#define SKC_RASTERS_RECLAIM_STRIDE_H(L) (L)
+#define SKC_RASTERS_RECLAIM_STRIDE_V_LO(I) (I * 2 * SKC_RASTERS_RECLAIM_SUBGROUP_SIZE)
+#define SKC_RASTERS_RECLAIM_STRIDE_V_HI(I) (SKC_RASTERS_RECLAIM_STRIDE_V_LO(I) + SKC_RASTERS_RECLAIM_SUBGROUP_SIZE)
+
+#elif ( SKC_PREFIX_SUBGROUP_SIZE > SKC_RASTERS_RECLAIM_SUBGROUP_SIZE ) // same as above when ratio equals 1
+
+#define SKC_RASTERS_RECLAIM_SUBGROUP_RATIO (SKC_PREFIX_SUBGROUP_SIZE / SKC_RASTERS_RECLAIM_SUBGROUP_SIZE)
+#define SKC_RASTERS_RECLAIM_SUBGROUP_RATIO_MASK (SKC_RASTERS_RECLAIM_SUBGROUP_RATIO - 1)
+#define SKC_RASTERS_RECLAIM_SUBGROUP_RATIO_SCALE(I) ((I / SKC_RASTERS_RECLAIM_SUBGROUP_RATIO) * 2 * SKC_RASTERS_RECLAIM_SUBGROUP_RATIO + \
+ (I & SKC_RASTERS_RECLAIM_SUBGROUP_RATIO_MASK))
+
+#define SKC_RASTERS_RECLAIM_STRIDE_H(L) (L)
+#define SKC_RASTERS_RECLAIM_STRIDE_V_LO(I) (SKC_RASTERS_RECLAIM_SUBGROUP_RATIO_SCALE(I) * SKC_RASTERS_RECLAIM_SUBGROUP_SIZE)
+#define SKC_RASTERS_RECLAIM_STRIDE_V_HI(I) (SKC_RASTERS_RECLAIM_STRIDE_V_LO(I) + SKC_RASTERS_RECLAIM_SUBGROUP_RATIO * SKC_RASTERS_RECLAIM_SUBGROUP_SIZE)
+
+#elif ( SKC_PREFIX_SUBGROUP_SIZE < SKC_RASTERS_RECLAIM_SUBGROUP_SIZE ) // same as above when ratio equals 1
+
+#define SKC_RASTERS_RECLAIM_SUBGROUP_RATIO (SKC_RASTERS_RECLAIM_SUBGROUP_SIZE / SKC_PREFIX_SUBGROUP_SIZE)
+#define SKC_RASTERS_RECLAIM_SUBGROUP_RATIO_MASK (SKC_RASTERS_RECLAIM_SUBGROUP_SIZE / SKC_RASTERS_RECLAIM_SUBGROUP_RATIO - 1) // equal to prefix subgroup mask
+
+#define SKC_RASTERS_RECLAIM_STRIDE_H(L) (((L) & ~SKC_RASTERS_RECLAIM_SUBGROUP_RATIO_MASK) * 2 + ((L) & SKC_RASTERS_RECLAIM_SUBGROUP_RATIO_MASK))
+#define SKC_RASTERS_RECLAIM_STRIDE_V_LO(I) (I * 2 * SKC_RASTERS_RECLAIM_SUBGROUP_SIZE)
+#define SKC_RASTERS_RECLAIM_STRIDE_V_HI(I) (SKC_RASTERS_RECLAIM_STRIDE_V_LO(I) + SKC_RASTERS_RECLAIM_SUBGROUP_SIZE / SKC_RASTERS_RECLAIM_SUBGROUP_RATIO)
+
+#endif
+
+//
+// FIXME -- slate these for replacement
+//
+
+#define SKC_BROADCAST(E,S,I) \
+ sub_group_broadcast(E,S - I * SKC_RASTERS_RECLAIM_SUBGROUP_SIZE)
+
+#define SKC_BROADCAST_LAST_HELPER(E,I) \
+ sub_group_broadcast(E,SKC_RASTERS_RECLAIM_SUBGROUP_SIZE - 1)
+
+#define SKC_BROADCAST_LAST(E,I) \
+ SKC_BROADCAST_LAST_HELPER(E,I)
+
+//
+// COMPILE-TIME PREDICATES
+//
+
+#define SKC_RASTERS_RECLAIM_ELEM_GTE(X,I) \
+ SKC_GTE_MACRO(X,(I+1) * SKC_RASTERS_RECLAIM_SUBGROUP_SIZE)
+
+#define SKC_RASTERS_RECLAIM_ELEM_IN_RANGE(X,I) \
+ (skc_bool)SKC_GTE_MACRO(X, I * SKC_RASTERS_RECLAIM_SUBGROUP_SIZE) && \
+ (skc_bool)SKC_LT_MACRO(X,(I+1) * SKC_RASTERS_RECLAIM_SUBGROUP_SIZE)
+
+#define SKC_RASTERS_RECLAIM_ENTIRELY_HEADER(I) \
+ SKC_RASTERS_RECLAIM_ELEM_GTE(SKC_RASTER_HEAD_DWORDS,I)
+
+#define SKC_RASTERS_RECLAIM_PARTIALLY_HEADER(I) \
+ SKC_RASTERS_RECLAIM_ELEM_IN_RANGE(SKC_RASTER_HEAD_DWORDS,I)
+
+//
+// RUN-TIME PREDICATES
+//
+
+#define SKC_RASTERS_RECLAIM_IS_HEADER(I) \
+ (get_sub_group_local_id() + I * SKC_RASTERS_RECLAIM_SUBGROUP_SIZE < SKC_RASTER_HEAD_DWORDS)
+
+//
+// FIXME -- THIS BITFIELD SCAN APPROACH CAN BE PARAMETERIZED FOR ALL
+// POSSIBLE PRACTICAL POWER-OF-TWO SUBGROUP AND SUBBLOCKS-PER-BLOCK
+// COMBOS (NOT NECESSARILY POW2)
+//
+// FOR WIDER SUBGROUPS WITH BIG BLOCKS, WE WILL WANT TO USE A VECTOR
+// UINT TYPE INSTEAD OF A ULONG.
+//
+
+#define SKC_RASTERS_RECLAIM_PACKED_COUNT_BITS SKC_RASTERS_RECLAIM_SUBGROUP_SIZE_LOG2
+#define SKC_RASTERS_RECLAIM_PACKED_COUNT_DECLARE skc_uint
+
+//
+//
+//
+
+#define SKC_RASTERS_RECLAIM_PACKED_COUNT_MASK SKC_BITS_TO_MASK(SKC_RASTERS_RECLAIM_PACKED_COUNT_BITS)
+
+#define SKC_RASTERS_RECLAIM_PACKED_COUNT_IS_BLOCK(E,I) \
+ (((E) & SKC_DEVICE_SUBBLOCKS_PER_BLOCK_MASK) \
+ ? 0 : (1u << SKC_RASTERS_RECLAIM_PACKED_COUNT_BITS * I))
+
+#define SKC_RASTERS_RECLAIM_PACKED_COUNT_SCAN_EXCLUSIVE_ADD(S,C) \
+ S = sub_group_scan_exclusive_add(C)
+
+#define SKC_RASTERS_RECLAIM_PACKED_COUNT_GET(C,I) \
+ (((C) >> (SKC_RASTERS_RECLAIM_PACKED_COUNT_BITS * I)) & SKC_RASTERS_RECLAIM_PACKED_COUNT_MASK)
+
+//
+//
+//
+
+struct skc_reclaim
+{
+ skc_raster_h aN[SKC_RECLAIM_ARRAY_SIZE];
+};
+
+__kernel
+SKC_RASTERS_RECLAIM_KERNEL_ATTRIBS
+void
+skc_kernel_rasters_reclaim(__global skc_block_id_t * const bp_ids, // block pool ids ring
+ __global skc_uint * const bp_elems, // block pool blocks
+ __global skc_uint volatile * const bp_atomics, // read/write atomics
+ skc_uint const bp_mask, // pow2 modulo mask for block pool ring
+ __global skc_block_id_t const * const map, // raster host-to-device map
+ struct skc_reclaim const reclaim) // array of host raster ids
+{
+#if (__OPENCL_VERSION__ < 200)
+ skc_uint const reclaim_stride = get_num_sub_groups();
+#else
+ skc_uint const reclaim_stride = get_enqueued_num_sub_groups(); // 2.0 supports non-uniform workgroups
+#endif
+ skc_uint reclaim_idx = get_group_id(0) * reclaim_stride + get_sub_group_id();
+
+#if 0
+ //
+ // NOTE -- FOR NOW, THIS KERNEL ALWAYS LAUNCHES FIXED SIZE GRIDS BUT
+ // WE MIGHT WANT TO HAVE THE GRID LIMIT ITSELF TO A FRACTIONAL
+ // MULTIPROCESSOR IN ORDER TO MINIMIZE THE IMPACT OF A LARGE
+ // RECLAMATION JOB ON THE REST OF THE PIPELINE.
+ //
+ for (; reclaim_idx < SKC_RECLAIM_ARRAY_SIZE; reclaim_idx+=reclaim_stride)
+#endif
+ {
+ // get host raster id
+ skc_raster_h const raster = reclaim.aN[reclaim_idx];
+
+ // get block id of raster header
+ skc_block_id_t id = map[raster];
+
+ //
+ // load all of the head block ttxk.lo keys into registers
+ //
+ // FIXME -- this pattern lends itself to using the higher
+ // performance Intel GEN block load instructions
+ //
+ skc_uint const head_id = id * SKC_DEVICE_SUBBLOCK_WORDS + SKC_RASTERS_RECLAIM_STRIDE_H(get_sub_group_local_id());
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ skc_uint h##I = bp_elems[head_id + SKC_RASTERS_RECLAIM_STRIDE_V_LO(I)];
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // pick out count.nodes and count.prims from the header
+ //
+ // load raster header counts -- we only need the blocks and
+ // nodes words the keys are doublewords.
+ //
+ // FIXME -- this can be made portable with compile-time macro expansion
+ //
+ skc_uint count_blocks = sub_group_broadcast(h0,0); // SKC_RASTER_HEAD_OFFSET_COUNTS_NODES
+ skc_uint count_nodes = sub_group_broadcast(h0,1); // SKC_RASTER_HEAD_OFFSET_COUNTS_KEYS
+
+#if 0
+ if (get_sub_group_local_id() == 0) {
+ printf("reclaim rasters: %u / %u / %5u / %5u\n",raster,id,count_blocks,count_nodes);
+ }
+#endif
+ //
+ // acquire a span in the block pool ids ring for reclaimed ids
+ //
+ skc_uint bp_ids_base = 0;
+
+ if (get_sub_group_local_id() == 0) {
+ bp_ids_base = SKC_ATOMIC_ADD_GLOBAL_RELAXED_SUBGROUP(bp_atomics+SKC_BP_ATOMIC_OFFSET_WRITES,count_blocks);
+ }
+
+ bp_ids_base = sub_group_broadcast(bp_ids_base,0);
+
+ //
+ // mask off everything but the block id
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_RASTERS_RECLAIM_ENTIRELY_HEADER(I)) { \
+ h##I = h##I & SKC_TTXK_LO_MASK_ID; \
+ }
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // swap current id with next
+ //
+ if (get_sub_group_local_id() == SKC_RASTERS_RECLAIM_SUBGROUP_SIZE - 1)
+ {
+ skc_block_id_t const next = SKC_CONCAT(h,SKC_RASTERS_RECLAIM_BLOCK_EXPAND_I_LAST);
+
+ SKC_CONCAT(h,SKC_RASTERS_RECLAIM_BLOCK_EXPAND_I_LAST) = id;
+
+ id = next;
+#if 0
+ printf("rasters next = %u\n",id);
+#endif
+ }
+
+#if 0
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ printf("%08X %u\n",h##I,h##I);
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+#endif
+
+#if 0
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_RASTERS_RECLAIM_ENTIRELY_HEADER(I)) { \
+ printf("%08X\n",h##I); \
+ }
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+#endif
+
+ //
+ // - we'll skip subgroups that are entirely header
+ //
+ // - but we need to mark any header elements that partially fill
+ // a subgroup as subblocks
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_RASTERS_RECLAIM_ENTIRELY_HEADER(I)) { \
+ if (SKC_RASTERS_RECLAIM_PARTIALLY_HEADER(I)) { \
+ if (SKC_RASTERS_RECLAIM_IS_HEADER(I)) { \
+ h##I = SKC_UINT_MAX; \
+ } \
+ } \
+ }
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+
+ {
+ //
+ // count reclaimable blocks in each lane
+ //
+ SKC_RASTERS_RECLAIM_PACKED_COUNT_DECLARE packed_count = ( 0 );
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_RASTERS_RECLAIM_ENTIRELY_HEADER(I)) { \
+ packed_count |= SKC_RASTERS_RECLAIM_PACKED_COUNT_IS_BLOCK(h##I,I); \
+ }
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // scan to find index of each block
+ //
+ SKC_RASTERS_RECLAIM_PACKED_COUNT_DECLARE packed_index = ( 0 );
+
+ SKC_RASTERS_RECLAIM_PACKED_COUNT_SCAN_EXCLUSIVE_ADD(packed_index,packed_count);
+
+ //
+ // store blocks back to ring
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ if (!SKC_RASTERS_RECLAIM_ENTIRELY_HEADER(I)) { \
+ skc_uint const index = SKC_RASTERS_RECLAIM_PACKED_COUNT_GET(packed_index,I); \
+ skc_uint const count = SKC_RASTERS_RECLAIM_PACKED_COUNT_GET(packed_count,I); \
+ skc_uint const bp_ids_idx = (bp_ids_base + index) & bp_mask; \
+ if (count > 0) { \
+ bp_ids[bp_ids_idx] = h##I; \
+ } \
+ skc_uint const total = index + count; \
+ bp_ids_base += sub_group_broadcast(total,SKC_RASTERS_RECLAIM_SUBGROUP_SIZE-1); \
+ }
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+ }
+
+ // printf("R %7u ! %u\n",bp_ids_idx,h##I);
+
+ //
+ // we're done if it was just the header
+ //
+ if (count_nodes == 0)
+ return;
+
+ //
+ // otherwise, walk the nodes
+ //
+ do {
+ // id of next block is in last lane
+ id = sub_group_broadcast(id,SKC_RASTERS_RECLAIM_SUBGROUP_SIZE-1);
+
+ //
+ // load all of the node block ttxk.lo keys into registers
+ //
+ // FIXME -- this pattern lends itself to using the higher
+ // performance Intel GEN block load instructions
+ //
+ skc_uint const node_id = id * SKC_DEVICE_SUBBLOCK_WORDS + SKC_RASTERS_RECLAIM_STRIDE_H(get_sub_group_local_id());
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ skc_uint n##I = bp_elems[node_id + SKC_RASTERS_RECLAIM_STRIDE_V_LO(I)];
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // mask off everything but the block id
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ n##I = n##I & SKC_TTXK_LO_MASK_ID;
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // swap current id with next
+ //
+ if (get_sub_group_local_id() == SKC_RASTERS_RECLAIM_SUBGROUP_SIZE - 1)
+ {
+ skc_block_id_t const next = SKC_CONCAT(n,SKC_RASTERS_RECLAIM_BLOCK_EXPAND_I_LAST);
+
+ SKC_CONCAT(n,SKC_RASTERS_RECLAIM_BLOCK_EXPAND_I_LAST) = id;
+
+ id = next;
+#if 0
+ printf("rasters next = %u\n",id);
+#endif
+ }
+
+#if 0
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ printf("%08X %u\n",n##I,n##I);
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+#endif
+
+ //
+ // count reclaimable blocks in each lane
+ //
+ SKC_RASTERS_RECLAIM_PACKED_COUNT_DECLARE packed_count = ( 0 );
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) \
+ packed_count |= SKC_RASTERS_RECLAIM_PACKED_COUNT_IS_BLOCK(n##I,I);
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+
+ //
+ // scan to find index of each block
+ //
+ SKC_RASTERS_RECLAIM_PACKED_COUNT_DECLARE packed_index = ( 0 );
+
+ SKC_RASTERS_RECLAIM_PACKED_COUNT_SCAN_EXCLUSIVE_ADD(packed_index,packed_count);
+
+ //
+ // store blocks back to ring
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,R) { \
+ skc_uint const index = SKC_RASTERS_RECLAIM_PACKED_COUNT_GET(packed_index,I); \
+ skc_uint const count = SKC_RASTERS_RECLAIM_PACKED_COUNT_GET(packed_count,I); \
+ skc_uint const bp_ids_idx = (bp_ids_base + index) & bp_mask; \
+ if (count > 0) { \
+ bp_ids[bp_ids_idx] = n##I; \
+ } \
+ skc_uint const total = index + count; \
+ bp_ids_base += sub_group_broadcast(total,SKC_RASTERS_RECLAIM_SUBGROUP_SIZE-1); \
+ }
+
+ SKC_RASTERS_RECLAIM_BLOCK_EXPAND();
+
+ // printf("R %7u ! %u\n",bp_ids_idx,n##I);
+
+ // any more nodes?
+ } while (--count_nodes > 0);
+ }
+}
+
+//
+//
+//
diff --git a/src/compute/skc/render.cl b/src/compute/skc/render.cl
new file mode 100644
index 0000000..ba2fd7b
--- /dev/null
+++ b/src/compute/skc/render.cl
@@ -0,0 +1,2165 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "device_cl_12_gen9.h"
+#include "block.h"
+#include "tile.h"
+#include "atomic_cl.h"
+#include "styling_types.h"
+
+//
+//
+//
+
+#define SKC_RENDER_SUBGROUP_MASK (SKC_RENDER_SUBGROUP_SIZE - 1)
+
+//
+//
+//
+
+#if ( SKC_RENDER_SCANLINE_VECTOR_SIZE == 1 )
+#define SKC_RENDER_SCANLINE_VECTOR_EXPAND() SKC_EXPAND_1()
+#define SKC_RENDER_SCANLINE_VECTOR_EXPAND_I_LAST 0
+
+#elif ( SKC_RENDER_SCANLINE_VECTOR_SIZE == 2 )
+#define SKC_RENDER_SCANLINE_VECTOR_EXPAND() SKC_EXPAND_2()
+#define SKC_RENDER_SCANLINE_VECTOR_EXPAND_I_LAST 1
+
+#elif ( SKC_RENDER_SCANLINE_VECTOR_SIZE == 4 )
+#define SKC_RENDER_SCANLINE_VECTOR_EXPAND() SKC_EXPAND_4()
+#define SKC_RENDER_SCANLINE_VECTOR_EXPAND_I_LAST 3
+
+#elif ( SKC_RENDER_SCANLINE_VECTOR_SIZE == 8 )
+#define SKC_RENDER_SCANLINE_VECTOR_EXPAND() SKC_EXPAND_8()
+#define SKC_RENDER_SCANLINE_VECTOR_EXPAND_I_LAST 7
+
+#elif ( SKC_RENDER_SCANLINE_VECTOR_SIZE == 16)
+#define SKC_RENDER_SCANLINE_VECTOR_EXPAND() SKC_EXPAND_16()
+#define SKC_RENDER_SCANLINE_VECTOR_EXPAND_I_LAST 15
+#endif
+
+//
+// tile state flag bits
+//
+
+typedef enum skc_tile_flags_e {
+
+ // FLUSH
+ SKC_TILE_FLAGS_FLUSH_FINALIZE = 0x00000001,
+ SKC_TILE_FLAGS_FLUSH_UNWIND = 0x00000002,
+ SKC_TILE_FLAGS_FLUSH_COMPLETE = 0x00000004,
+
+ // OPACITY
+ SKC_TILE_FLAGS_SCATTER_SKIP = 0x00000008,
+
+ //
+ // Note: testing for opacity and skipping scattering is on its way
+ // to becoming a much more programmable option because sometimes we
+ // may be compositing/blending from back-to-front and/or be using
+ // group blend rules that ignore opacity.
+ //
+ // The point is that all of these decisions should be encoded in
+ // styling commands and, as much as possible, removed from the final
+ // group/layer styling traversal render loop.
+ //
+
+} skc_tile_flags_e;
+
+//
+// COVER -- assumes availability of either fp16 or fp32
+//
+
+union skc_tile_cover
+{
+ struct {
+ SKC_RENDER_TILE_COVER c[SKC_TILE_WIDTH];
+ } aN;
+
+#ifdef SKC_RENDER_TILE_COVER_VECTOR
+ struct {
+ SKC_RENDER_TILE_COVER_VECTOR c[SKC_RENDER_TILE_COVER_VECTOR_COUNT];
+ } vN;
+#endif
+};
+
+//
+// COLOR -- assumes availability of either fp16 or fp32
+//
+
+union skc_tile_color
+{
+ union {
+ struct {
+ SKC_RENDER_TILE_COLOR r;
+ SKC_RENDER_TILE_COLOR g;
+ SKC_RENDER_TILE_COLOR b;
+ SKC_RENDER_TILE_COLOR a;
+ } rgba[SKC_TILE_WIDTH];
+ } aN;
+
+#ifdef SKC_RENDER_TILE_COLOR_INTERLEAVED
+ union {
+ SKC_RENDER_TILE_COLOR_INTERLEAVED rgba[SKC_TILE_WIDTH];
+ } iN;
+#endif
+
+#ifdef SKC_RENDER_TILE_COLOR_VECTOR
+ union {
+ SKC_RENDER_TILE_COLOR_VECTOR rgba[SKC_RENDER_TILE_COLOR_VECTOR_COUNT];
+ } vN;
+#endif
+
+ struct {
+ union {
+ struct {
+ SKC_RENDER_TILE_COLOR r;
+ SKC_RENDER_TILE_COLOR g;
+ };
+ SKC_RENDER_GRADIENT_FLOAT distance;
+ };
+ union {
+ struct {
+ SKC_RENDER_TILE_COLOR b;
+ SKC_RENDER_TILE_COLOR a;
+ };
+ SKC_RENDER_GRADIENT_FLOAT stoplerp;
+ };
+ } grad[SKC_TILE_WIDTH];
+};
+
+//
+// SHARED MEMORY STATE
+//
+
+#define SKC_RENDER_TILE_SMEM_WORDS ((SKC_TILE_WIDTH + 1) * SKC_TILE_HEIGHT)
+
+#define SKC_RENDER_WIDE_AA_BYTES (SKC_RENDER_TILE_SMEM_WORDS * sizeof(int) / SKC_RENDER_SUBGROUP_SIZE)
+#define SKC_RENDER_WIDE_AA_WIDTH (SKC_RENDER_WIDE_AA_BYTES / sizeof(SKC_RENDER_WIDE_AA))
+
+//
+//
+//
+
+union skc_subgroup_smem
+{
+ //
+ // The tiles are stored in column-major / height-major order
+ //
+ // The final column is a guard column that is OK to write to but
+ // will never be read. It simplifies the TTSB scatter but could be
+ // predicated if SMEM is really at a premium.
+ //
+#if ( SKC_RENDER_SUBGROUP_SIZE > 1 )
+ struct {
+ SKC_ATOMIC_UINT area[SKC_RENDER_TILE_SMEM_WORDS]; // area[w][h]
+ } atomic;
+#endif
+
+ struct {
+ int area[SKC_RENDER_TILE_SMEM_WORDS]; // area[w][h]
+ } aN;
+
+ struct { // assumption is that height = subgroup
+ SKC_RENDER_AREA_V area[SKC_TILE_WIDTH + 1][SKC_RENDER_SUBGROUP_SIZE];
+ } vN;
+
+ struct { // assumption is that height = subgroup
+ SKC_RENDER_WIDE_AA area[SKC_RENDER_WIDE_AA_WIDTH][SKC_RENDER_SUBGROUP_SIZE];
+ } wide;
+
+ union skc_styling_cmd cmds[(SKC_TILE_WIDTH + 1) * SKC_TILE_HEIGHT];
+
+ half gc [(SKC_TILE_WIDTH + 1) * SKC_TILE_HEIGHT * 2];
+
+#if 0
+ //
+ // SPILL TO GMEM
+ //
+#if (SKC_REGS_COLOR_S > 0) || (SKC_REGS_COVER_S > 0)
+ struct {
+
+#if (SKC_REGS_COLOR_S > 0)
+ union skc_color_r color[SKC_REGS_COLOR_S][SKC_TILE_HEIGHT][SKC_TILE_WIDTH];
+#endif
+
+#if (SKC_REGS_COVER_S > 0)
+ union float cover[SKC_REGS_COVER_S][SKC_TILE_HEIGHT][SKC_TILE_WIDTH];
+#endif
+
+ } regs;
+#endif
+ //
+ //
+ //
+#endif
+};
+
+//
+//
+//
+
+#if ( SKC_RENDER_SUBGROUP_SIZE == 1 )
+
+#define skc_subgroup_lane() 0
+
+#else
+
+#define skc_subgroup_lane() get_sub_group_local_id()
+
+#endif
+
+//
+//
+//
+
+typedef skc_uint skc_ttsk_lo_t;
+typedef skc_uint skc_ttsk_hi_t;
+
+typedef skc_uint skc_ttpk_lo_t;
+typedef skc_uint skc_ttpk_hi_t;
+
+typedef skc_uint skc_ttxk_lo_t;
+typedef skc_uint skc_ttxk_hi_t;
+
+typedef skc_uint skc_ttck_lo_t;
+typedef skc_uint skc_ttck_hi_t;
+
+typedef skc_uint2 skc_ttck_t;
+
+typedef skc_int skc_ttxb_t;
+
+//
+// TTCK (32-BIT COMPARE) v1:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 18 | 7 | 7 |
+//
+//
+// TTCK (32-BIT COMPARE) v2:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 15 | 9 | 8 |
+//
+//
+// TTCK (64-BIT COMPARE) -- achieves 4K x 4K with an 8x16 tile:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 27 | 1 | 1 | 18 | 9 | 8 |
+//
+
+static
+skc_uint
+skc_ttck_lo_get_ttxb_id(skc_ttck_lo_t const a)
+{
+ return a & SKC_TTCK_LO_MASK_ID;
+}
+
+static
+skc_layer_id
+skc_ttck_get_layer(skc_ttck_t const a)
+{
+ //
+ // FIXME -- a union with a ulong and a shift down and mask is
+ // probably faster on some architectures
+ //
+ skc_uint const lo = (a.lo >> SKC_TTCK_LO_BITS_ID_PREFIX_ESCAPE);
+ skc_uint const hi = (a.hi & SKC_TTCK_HI_MASK_LAYER) << SKC_TTCK_LO_BITS_LAYER;
+
+ return lo | hi;
+}
+
+static
+skc_uint
+skc_ttck_hi_get_x(skc_ttck_hi_t const a)
+{
+ return SKC_BFE(a,SKC_TTCK_HI_BITS_X,SKC_TTCK_HI_OFFSET_X);
+}
+
+static
+skc_uint
+skc_ttck_hi_get_y(skc_ttck_hi_t const a)
+{
+ return a >> SKC_TTCK_HI_OFFSET_Y;
+}
+
+static
+skc_bool
+skc_ttck_equal_yxl(skc_ttck_t const a, skc_ttck_t const b)
+{
+ skc_uint const lo = (a.lo ^ b.lo) & SKC_BITS_TO_MASK_AT(SKC_TTCK_LO_BITS_LAYER,SKC_TTCK_LO_BITS_ID_PREFIX_ESCAPE);
+ skc_uint const hi = (a.hi ^ b.hi);
+
+ return (lo | hi) == 0;
+}
+
+static
+skc_bool
+skc_ttck_hi_equal_yx(skc_ttck_hi_t const a, skc_ttck_hi_t const b)
+{
+ return ((a ^ b) & SKC_TTCK_HI_MASK_YX) == 0;
+}
+
+static
+skc_bool
+skc_ttck_lo_is_prefix(skc_ttck_lo_t const a)
+{
+ return (a & SKC_TTCK_LO_MASK_PREFIX) != 0;
+}
+
+//
+// TILE TRACE SUBPIXEL
+//
+// The subpixels are encoded with either absolute tile coordinates
+// (32-bits) or packed in delta-encoded form form.
+//
+// For 32-bit subpixel packing of a 32x32 tile:
+//
+// A tile X is encoded as:
+//
+// TX : 10 : unsigned min(x0,x1) tile subpixel coordinate.
+//
+// SX : 6 : unsigned subpixel span from min to max x with range
+// [0,32]. The original direction is not captured. Would
+// be nice to capture dx but not necessary right now but
+// could be in the future. <--- SPARE VALUES AVAILABLE
+//
+// A tile Y is encoded as:
+//
+// TY : 10 : unsigned min(y0,y1) tile subpixel coordinate.
+//
+// DY : 6 : signed subpixel delta y1-y0. The range of delta is
+// [-32,32] but horizontal lines are not encoded so [1,32]
+// is mapped to [0,31]. The resulting range [-32,31] fits
+// in 6 bits.
+//
+// TTS:
+//
+// 0 31
+// | TX | SX | TY | DY |
+// +-----+------+-----+------+
+// | 10 | 6 | 10 | 6 |
+//
+
+static
+SKC_RENDER_TTS_V_BITFIELD
+skc_tts_get_ty_pixel_v(SKC_RENDER_TTS_V const a)
+{
+ //
+ // extract the whole pixel y coordinate
+ //
+ return SKC_BFE(a,
+ SKC_TTS_BITS_TY - SKC_SUBPIXEL_RESL_Y_LOG2,
+ SKC_TTS_OFFSET_TY + SKC_SUBPIXEL_RESL_Y_LOG2);
+}
+
+static
+SKC_RENDER_TTS_V_BITFIELD
+skc_tts_get_xy_idx_v(SKC_RENDER_TTS_V const a)
+{
+ //
+ // get the linear array tile index of the pixel
+ //
+ return (((a & SKC_TTS_MASK_TX_PIXEL)
+
+#if (SKC_SUBPIXEL_RESL_X_LOG2 > SKC_TILE_HEIGHT_LOG2)
+ >> (SKC_SUBPIXEL_RESL_X_LOG2 - SKC_TILE_HEIGHT_LOG2)
+#elif (SKC_SUBPIXEL_RESL_X_LOG2 < SKC_TILE_HEIGHT_LOG2)
+ << (SKC_TILE_HEIGHT_LOG2 - SKC_SUBPIXEL_RESL_X_LOG2)
+#endif
+
+ ) | skc_tts_get_ty_pixel_v(a));
+}
+
+#if 0
+static
+skc_ttx_v_s32_t
+skc_tts_get_dy_v(SKC_RENDER_TTS_V const a)
+{
+ skc_ttx_v_s32_t const dy = SKC_AS(skc_ttx_v_s32_t)a >> SKC_TTS_OFFSET_DY;
+
+ return (dy + SKC_AS(skc_ttx_v_s32_t)(~a >> 31));
+}
+#else
+static
+SKC_RENDER_TTS_V_BITFIELD
+skc_tts_get_dy_v(SKC_RENDER_TTS_V const a)
+{
+ SKC_RENDER_TTS_V_BITFIELD const dy = a >> SKC_TTS_OFFSET_DY;
+
+ return dy - (~a >> 31);
+}
+#endif
+
+static
+SKC_RENDER_TTS_V_BITFIELD
+skc_tts_get_tx_subpixel_v(SKC_RENDER_TTS_V const a)
+{
+ return a & SKC_BITS_TO_MASK(SKC_SUBPIXEL_RESL_X_LOG2);
+}
+
+static
+SKC_RENDER_TTS_V_BITFIELD
+skc_tts_get_sx_v(SKC_RENDER_TTS_V const a)
+{
+ return SKC_BFE(a,SKC_TTS_BITS_SX,SKC_TTS_OFFSET_SX);
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_aa_zero(__local union skc_subgroup_smem * SKC_RESTRICT const smem)
+{
+ //
+ // SIMD / CPU
+ //
+ // &
+ //
+ // SIMT / GPU
+ //
+ // Note that atomic_init() is likely implemented as a simple
+ // assignment so there is no identifiable performance difference on
+ // current targets.
+ //
+ // If such an architecture appears in the future then we'll probably
+ // still want to implement this zero'ing operation as below but
+ // follow with an appropriate fence that occurs before any scatter
+ // operations.
+ //
+ // The baroque expansion below improves performance on Intel GEN by,
+ // presumably, achieving the 64-byte per clock SLM write as well as
+ // minimizing the overall number of SEND() block initializations and
+ // launches.
+ //
+ // Intel GENx has a documented 64 byte per cycle SLM write limit.
+ // So having each lane in an 8 lane subgroup zero-write 8 bytes is
+ // probably a safe bet (Later: benchmarking backs this up!).
+ //
+ // Note there is no reason at this time to unroll this loop.
+ //
+ for (uint ii=0; ii<SKC_RENDER_WIDE_AA_WIDTH; ii++)
+ smem->wide.area[ii][skc_subgroup_lane()] = ( 0 );
+}
+
+//
+// Note this is going to be vectorizable on most architectures.
+//
+// The return of the key translation feature might complicate things.
+//
+
+static
+void
+skc_scatter_ttpb(__global skc_ttxb_t const * SKC_RESTRICT const ttxb_extent,
+ __local union skc_subgroup_smem * SKC_RESTRICT const smem,
+ skc_block_id_t const pb_id)
+{
+ skc_uint const offset = pb_id * (SKC_DEVICE_SUBBLOCK_WORDS / SKC_TILE_RATIO) + skc_subgroup_lane();
+
+#if ( SKC_TILE_RATIO == 1 )
+
+ SKC_RENDER_TTP_V const ttp_v = ttxb_extent[offset];
+
+#elif ( SKC_TILE_RATIO == 2 )
+
+ SKC_RENDER_TTP_V const ttp_v = vload2(offset,ttxb_extent);
+
+#else
+
+#error("tile ratio greater than 2 not supported")
+
+#endif
+
+ //
+ // Note there is no need to use an atomic for this operation on the
+ // current group of target platforms... but this may change if
+ // atomic ops truly go through a different path.
+ //
+ // As noted above, this direct increment is probably faster and can
+ // always be followed by a fence.
+ //
+ // Furthermore, note that the key sorting orders all ttck keys
+ // before ttpk keys.
+ //
+
+ //
+ // FIXME -- if the SMEM store is wider than bank word count then we
+ // might want to odd-even interleave the TTP values if the target
+ // device can't handle 64-bit stores
+ //
+
+ //
+ // skipping per-key translation for now
+ //
+ smem->vN.area[0][skc_subgroup_lane()] += ttp_v << (SKC_SUBPIXEL_RESL_X_LOG2 + 1);
+}
+
+//
+// Note that skc_scatter_ttsb is *not* vectorizable unless the
+// architecture supports a "scatter-add" capability. All relevant
+// GPUs support atomic add on shared/local memory and thus support
+// scatter-add.
+//
+
+static
+void
+skc_scatter_ttsb(__global skc_ttxb_t const * SKC_RESTRICT const ttxb_extent,
+ __local union skc_subgroup_smem * SKC_RESTRICT const smem,
+ skc_block_id_t const sb_id)
+{
+ skc_uint const offset = sb_id * SKC_DEVICE_SUBBLOCK_WORDS + skc_subgroup_lane();
+
+ SKC_RENDER_TTS_V const tts_v = ttxb_extent[offset];
+
+ //
+ // Skipping per-key translation for now
+ //
+
+ // Index into tile
+ //
+ // The tiles are stored in column-major / height-major order
+ //
+ // The final column is a guard column that is OK to write to but
+ // will never be read. It simplifies the TTSB scatter but could be
+ // predicated if SMEM is really at a premium.
+ //
+
+ SKC_RENDER_TTS_V_BITFIELD const xy_idx = skc_tts_get_xy_idx_v(tts_v);
+
+#if 0
+ if (tts_v != SKC_TTS_INVALID)
+ printf("(%08X) = %u\n",tts_v,xy_idx);
+#endif
+
+ //
+ // adjust subpixel range to max y
+ //
+ // range is stored as [-32,31] and when read [0,31] is mapped to
+ // [1,32] because a dy of 0 is not possible.
+ //
+ // more succinctly: if dy >= 0 then ++dy
+ //
+ SKC_RENDER_TTS_V_BITFIELD const dy = skc_tts_get_dy_v(tts_v);
+
+ //
+ // FIXME -- benchmark performance of setting dy to 0 if ttsv.vN is invalid?
+ //
+
+ // this "min(x0) * 2 + dx" is equivalent to "x0 + x1"
+ SKC_RENDER_TTS_V_BITFIELD const widths = skc_tts_get_tx_subpixel_v(tts_v) * 2 + skc_tts_get_sx_v(tts_v);
+
+ // Calculate left and right coverage contribution trapezoids
+ SKC_RENDER_TTS_V_BITFIELD const left = dy * widths;
+ SKC_RENDER_TTS_V_BITFIELD const right = (dy << (SKC_SUBPIXEL_RESL_X_LOG2 + 1)) - left;
+
+ //
+ // Accumulate altitudes and areas
+ //
+ // Optimization: if the device supports an CPU/SIMD vector-add or
+ // GPU/SIMT scatter-add atomic int2 add operation then placing the
+ // ALT and AREA values side-by-side would halve the number of
+ // additions.
+ //
+#if ( SKC_RENDER_SUBGROUP_SIZE == 1 )
+ //
+ // CPU/SIMD
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) \
+ if (tts_v C != SKC_TTS_INVALID) { \
+ smem->aN.area[SKC_TILE_HEIGHT + xy_idx C] += left C; \
+ smem->aN.area[ xy_idx C] += right C; \
+ }
+
+#else
+ //
+ // GPU/SIMT -- IMPLIES SUPPORT FOR ATOMIC SCATTER-ADD
+ //
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) \
+ if (tts_v C != SKC_TTS_INVALID) { \
+ SKC_ATOMIC_ADD_LOCAL_RELAXED_SUBGROUP(smem->atomic.area + \
+ SKC_TILE_HEIGHT + xy_idx C, \
+ left C); \
+ SKC_ATOMIC_ADD_LOCAL_RELAXED_SUBGROUP(smem->atomic.area + xy_idx C, \
+ right C); \
+ }
+#endif
+
+ SKC_RENDER_TTSB_EXPAND();
+}
+
+//
+// Note that 2048.0 can be represented exactly with fp16... fortuitous!
+//
+
+#define SKC_RENDER_FILL_MAX_AREA (2u * SKC_SUBPIXEL_RESL_X * SKC_SUBPIXEL_RESL_Y)
+#define SKC_RENDER_FILL_MAX_AREA_2 (2u * SKC_RENDER_FILL_MAX_AREA)
+#define SKC_RENDER_FILL_EVEN_ODD_MASK (SKC_RENDER_FILL_MAX_AREA_2 - 1)
+#define SKC_RENDER_FILL_MAX_AREA_RCP_F32 (SKC_RENDER_TILE_COVER)(1.0f / SKC_RENDER_FILL_MAX_AREA)
+
+//
+//
+//
+
+static
+void
+skc_tile_cover_nonzero(__local union skc_subgroup_smem * SKC_RESTRICT const smem,
+ union skc_tile_cover * SKC_RESTRICT const cover,
+ union skc_tile_color * SKC_RESTRICT const color)
+{
+ SKC_RENDER_ACC_COVER_INT area = 0;
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH))) // doesn't help on AVX2
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ area += smem->vN.area[ii][skc_subgroup_lane()];
+ SKC_RENDER_ACC_COVER_UINT const trapabs = abs(area);
+ SKC_RENDER_TILE_COVER const nonzero = SKC_CONVERT(SKC_RENDER_TILE_COVER)(min(trapabs,SKC_RENDER_FILL_MAX_AREA));
+
+ cover->aN.c[ii] = nonzero * (SKC_RENDER_TILE_COVER)(SKC_RENDER_FILL_MAX_AREA_RCP_F32);
+ }
+}
+
+static
+void
+skc_tile_cover_evenodd(__local union skc_subgroup_smem * SKC_RESTRICT const smem,
+ union skc_tile_cover * SKC_RESTRICT const cover,
+ union skc_tile_color * SKC_RESTRICT const color)
+{
+ SKC_RENDER_ACC_COVER_INT area = 0;
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH))) // doesn't help on AVX2
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ area += smem->vN.area[ii][skc_subgroup_lane()];
+ SKC_RENDER_ACC_COVER_UINT const trapabs = abs(area);
+ SKC_RENDER_ACC_COVER_UINT const reflect = abs(SKC_AS(SKC_RENDER_ACC_COVER_INT)((trapabs & SKC_RENDER_FILL_EVEN_ODD_MASK) - SKC_RENDER_FILL_MAX_AREA));
+
+ cover->aN.c[ii] = SKC_CONVERT(SKC_RENDER_TILE_COVER)(SKC_RENDER_FILL_MAX_AREA - reflect) * (SKC_RENDER_TILE_COVER)SKC_RENDER_FILL_MAX_AREA_RCP_F32;
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_color_fill_solid(__global union skc_styling_cmd const * SKC_RESTRICT const commands,
+ uint * SKC_RESTRICT const cmd_next,
+ union skc_tile_color * SKC_RESTRICT const color)
+{
+ //
+ // rgba = solid fill
+ //
+ __global half const * const rgba_ptr = commands[*cmd_next].f16a2 + 0;
+
+ *cmd_next += 2;
+
+#if !defined( SKC_RENDER_TILE_COLOR_VECTOR )
+
+ SKC_RENDER_TILE_COLOR_PAIR const rg = SKC_RENDER_TILE_COLOR_PAIR_LOAD(0,rgba_ptr);
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH-1)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->aN.rgba[ii].r = rg.lo;
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH-1)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->aN.rgba[ii].g = rg.hi;
+
+ SKC_RENDER_TILE_COLOR_PAIR const ba = SKC_RENDER_TILE_COLOR_PAIR_LOAD(1,rgba_ptr);
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH-1)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->aN.rgba[ii].b = ba.lo;
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH-1)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->aN.rgba[ii].a = ba.hi;
+
+#else
+
+ SKC_RENDER_TILE_COLOR_PAIR const rg = SKC_RENDER_TILE_COLOR_PAIR_LOAD(0,rgba_ptr);
+ SKC_RENDER_TILE_COLOR const r = rg.lo;
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].even.even = SKC_AS(SKC_RENDER_TILE_COLOR_VECTOR_COMPONENT)(r);
+
+ SKC_RENDER_TILE_COLOR const g = rg.hi;
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].odd.even = SKC_AS(SKC_RENDER_TILE_COLOR_VECTOR_COMPONENT)(g);
+
+ SKC_RENDER_TILE_COLOR_PAIR const ba = SKC_RENDER_TILE_COLOR_PAIR_LOAD(1,rgba_ptr);
+ SKC_RENDER_TILE_COLOR const b = ba.lo;
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].even.odd = SKC_AS(SKC_RENDER_TILE_COLOR_VECTOR_COMPONENT)(b);
+
+ SKC_RENDER_TILE_COLOR const a = ba.hi;
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].odd.odd = SKC_AS(SKC_RENDER_TILE_COLOR_VECTOR_COMPONENT)(a);
+
+#endif
+}
+
+//
+// Norbert Juffa notes: "GPU Pro Tip: Lerp Faster in C++"
+//
+// https://devblogs.nvidia.com/parallelforall/lerp-faster-cuda/
+//
+// Lerp in two fma/mad ops:
+//
+// t * b + ((-t) * a + a)
+//
+// Note: OpenCL documents mix() as being implemented as:
+//
+// a + (b - a) * t
+//
+// But this may be a native instruction on some devices. For example,
+// on GEN9 there is an LRP "linear interoplation" function but it
+// doesn't appear to support half floats.
+//
+
+#if 1
+#define SKC_LERP(a,b,t) mad(t,b,mad(-(t),a,a))
+#else
+#define SKC_LERP(a,b,t) mix(a,b,t)
+#endif
+
+//
+// CPUs have a mock local address space so copying the gradient header
+// is probably not useful. Just read directly from global.
+//
+
+#ifndef SKC_RENDER_GRADIENT_IS_GLOBAL
+#define SKC_RENDER_GRADIENT_SPACE __local
+#else
+#define SKC_RENDER_GRADIENT_SPACE __global
+#endif
+
+//
+// gradient is non-vertical
+//
+// removed the vertical (actually, horizontal) special case
+//
+
+static
+void
+skc_tile_color_fill_gradient_linear_nonvertical(__local union skc_subgroup_smem * SKC_RESTRICT const smem,
+ __global union skc_styling_cmd const * SKC_RESTRICT const commands,
+ uint * SKC_RESTRICT const cmd_next,
+ union skc_tile_color * SKC_RESTRICT const color,
+ skc_ttck_hi_t const ttck_hi)
+{
+ //
+ // Where is this tile?
+ //
+ // Note that the gradient is being sampled from pixel centers.
+ //
+ SKC_RENDER_GRADIENT_FLOAT const y =
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) I##.5f P
+ (SKC_RENDER_GRADIENT_FLOAT)( SKC_RENDER_SCANLINE_VECTOR_EXPAND() ) +
+ (skc_ttck_hi_get_y(ttck_hi) * SKC_TILE_HEIGHT + (skc_subgroup_lane() * SKC_RENDER_SCANLINE_VECTOR_SIZE));
+
+ float const x = 0.5f + (skc_ttck_hi_get_x(ttck_hi) * SKC_TILE_WIDTH);
+
+ //
+ // Get starting numerator and denominator
+ //
+ // Note: if gh[0].dx is exactly 0.0f then this is a vertical
+ // gradient and can be handled by a special opcode.
+ //
+ // Note: the mad() ordering is slightly different than the original
+ // CUDA implementation.
+ //
+ union skc_gradient_vector const gv = { vload4(0,&commands[*cmd_next].f32) };
+
+ *cmd_next += 4;
+
+ float const gv_x_dot = mad(x,gv.dx,gv.p0);
+ SKC_RENDER_GRADIENT_FLOAT const gv_numer = mad(y,gv.dy,gv_x_dot);
+
+ //
+ // Where are columns along gradient vector?
+ //
+ // TODO: Note that the gv_denom isn't multiplied through.
+ //
+ // Please doublecheck this... but I recall that in certain cases
+ // this wipes out some precision and results in minor but noticeable
+ // gradient artifacts.
+ //
+ // All arguments are scalars except gv_numer so a simpler
+ // evaluation might save some flops.
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->grad[ii].distance = mad(gv.dx,(float)ii,gv_numer) * gv.denom;
+
+ //
+ // is gradient non-repeating, repeating or reflecting?
+ //
+ switch (commands[(*cmd_next)++].u32)
+ {
+ case SKC_STYLING_GRADIENT_TYPE_LINEAR_NON_REPEATING:
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->grad[ii].distance = clamp(color->grad[ii].distance,0.0f,1.0f);
+ break;
+
+ case SKC_STYLING_GRADIENT_TYPE_LINEAR_REPEATING:
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->grad[ii].distance -= floor(color->grad[ii].distance);
+ break;
+
+ default: // PXL_STYLING_GRADIENT_TYPE_LINEAR_REFLECTING
+ //
+ // OPTIMIZATION: Can this be done in fewer than ~4 ops?
+ //
+ // Note: OpenCL "rint()" is round-to-nearest-even integer!
+ //
+ // Note: the floor() "round to -inf" op is implemented in the
+ // GEN op 'FRC' so probably don't use trunc() when floor will
+ // suffice.
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ SKC_RENDER_GRADIENT_FLOAT dist_abs = fabs(color->grad[ii].distance);
+ color->grad[ii].distance = fabs(dist_abs - rint(dist_abs));
+ }
+ }
+
+ //
+ // initialize "stoplerp" for all columns
+ //
+ uint const slope_count = commands[(*cmd_next)++].u32;
+ uint const gd_n_v1 = commands[(*cmd_next)++].u32; // REMOVE ME
+
+ {
+ float const slope = commands[(*cmd_next)++].f32;
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->grad[ii].stoplerp = color->grad[ii].distance * slope;
+ }
+
+ //
+ // compute stoplerp for remaining stops
+ //
+ for (int jj=1; jj<slope_count; jj++)
+ {
+ float const floor = (float)jj;
+ float const slope = commands[(*cmd_next)++].f32;
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->grad[ii].stoplerp = mad(min(0, color->grad[ii].stoplerp - floor),slope,color->grad[ii].stoplerp);
+ }
+
+ //
+ // copy gradient colors to local memory
+ //
+ uint const gd_n = slope_count + 1;
+
+#ifndef SKC_RENDER_GRADIENT_IS_GLOBAL
+ //
+ // copy entire gradient descriptor to local memory
+ //
+ for (uint ii=skc_subgroup_lane(); ii<gd_n*4; ii+=SKC_RENDER_SUBGROUP_SIZE)
+ smem->cmds[ii].u32 = commands[*cmd_next + ii].u32;
+
+ __local half const * const SKC_RESTRICT gc = smem->gc + 0;
+#else
+ //
+ // prefetch entire gradient header
+ //
+ // no noticeable impact on performance
+ //
+ // prefetch(&commands[*cmd_next].u32,gh_words);
+ //
+ __global half const * const SKC_RESTRICT gc = commands[*cmd_next].f16a2 + 0;
+#endif
+
+ //
+ // adjust cmd_next so that V1 structure is consumed -- FIXME
+ //
+ *cmd_next += SKC_GRADIENT_CMD_WORDS_V2_ADJUST(gd_n_v1,gd_n);
+
+ //
+ // lerp between color pair stops
+ //
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ //
+ // Finally, we have the gradient stop index and the color stop
+ // pair lerp fraction
+ //
+ // Note that if these are vector values then a gather operation
+ // must occur -- there may be platforms (AVX-512?) that can
+ // perform an explicit gather on a vector type but it's not
+ // really expressible in OpenCL except implicitly with a
+ // workgroup of work items.
+ //
+ // ***********************
+ //
+ // FIXME -- USE HERB'S SINGLE FMA LERP
+ //
+ // ***********************
+ //
+ SKC_RENDER_GRADIENT_STOP const gc_stop = SKC_CONVERT(SKC_RENDER_GRADIENT_STOP)(color->grad[ii].stoplerp);
+ SKC_RENDER_GRADIENT_FRAC const gc_frac = SKC_CONVERT(SKC_RENDER_GRADIENT_FRAC)(color->grad[ii].stoplerp - floor(color->grad[ii].stoplerp));
+
+ {
+ SKC_RENDER_TILE_COLOR lo, hi;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) { \
+ SKC_RENDER_TILE_COLOR_PAIR const cc = SKC_RENDER_TILE_COLOR_PAIR_LOAD(gc_stop C + 0,gc); \
+ lo C = cc.lo; \
+ hi C = cc.hi; \
+ }
+
+ SKC_RENDER_SCANLINE_VECTOR_EXPAND();
+
+ color->aN.rgba[ii].r = SKC_LERP(lo,hi,gc_frac);
+ }
+
+ //
+ //
+ //
+ {
+ SKC_RENDER_TILE_COLOR lo, hi;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) { \
+ SKC_RENDER_TILE_COLOR_PAIR const cc = SKC_RENDER_TILE_COLOR_PAIR_LOAD(gc_stop C + gd_n,gc); \
+ lo C = cc.lo; \
+ hi C = cc.hi; \
+ }
+
+ SKC_RENDER_SCANLINE_VECTOR_EXPAND();
+
+ color->aN.rgba[ii].g = SKC_LERP(lo,hi,gc_frac);
+ }
+
+ //
+ //
+ //
+ {
+ SKC_RENDER_TILE_COLOR lo, hi;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) { \
+ SKC_RENDER_TILE_COLOR_PAIR const cc = SKC_RENDER_TILE_COLOR_PAIR_LOAD(gc_stop C + gd_n*2,gc); \
+ lo C = cc.lo; \
+ hi C = cc.hi; \
+ }
+
+ SKC_RENDER_SCANLINE_VECTOR_EXPAND();
+
+ color->aN.rgba[ii].b = SKC_LERP(lo,hi,gc_frac);
+ }
+
+ //
+ //
+ //
+ {
+ SKC_RENDER_TILE_COLOR lo, hi;
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) { \
+ SKC_RENDER_TILE_COLOR_PAIR const cc = SKC_RENDER_TILE_COLOR_PAIR_LOAD(gc_stop C + gd_n*3,gc); \
+ lo C = cc.lo; \
+ hi C = cc.hi; \
+ }
+
+ SKC_RENDER_SCANLINE_VECTOR_EXPAND();
+
+ color->aN.rgba[ii].a = SKC_LERP(lo,hi,gc_frac);
+ }
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_blend_over(union skc_tile_color * SKC_RESTRICT const color_acc,
+ union skc_tile_cover const * SKC_RESTRICT const cover_wip,
+ union skc_tile_color const * SKC_RESTRICT const color_wip)
+{
+ //
+ // fralunco = cover.wip * acc.a
+ //
+ // acc.r = fralunco * wip.r + acc.r
+ // acc.g = fralunco * wip.g + acc.g
+ // acc.b = fralunco * wip.b + acc.b
+ // acc.a = -fralunco * wip.a + acc.a
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ SKC_RENDER_TILE_COVER const fralunco = cover_wip->aN.c[ii] * color_acc->aN.rgba[ii].a;
+
+ color_acc->aN.rgba[ii].r = mad(+fralunco,color_wip->aN.rgba[ii].r,color_acc->aN.rgba[ii].r);
+ color_acc->aN.rgba[ii].g = mad(+fralunco,color_wip->aN.rgba[ii].g,color_acc->aN.rgba[ii].g);
+ color_acc->aN.rgba[ii].b = mad(+fralunco,color_wip->aN.rgba[ii].b,color_acc->aN.rgba[ii].b);
+ color_acc->aN.rgba[ii].a = mad(-fralunco,color_wip->aN.rgba[ii].a,color_acc->aN.rgba[ii].a);
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_blend_plus(union skc_tile_color * SKC_RESTRICT const color_acc,
+ union skc_tile_cover const * SKC_RESTRICT const cover_wip,
+ union skc_tile_color const * SKC_RESTRICT const color_wip)
+{
+ //
+ // cover_min = min(cover.wip,a.acc)
+ //
+ // r.acc = cover_min * r.wip + r.acc
+ // g.acc = cover_min * g.wip + g.acc
+ // b.acc = cover_min * b.wip + b.acc
+ // a.acc = -cover_min * a.wip + a.acc
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ SKC_RENDER_TILE_COVER const cover_min = fmin(cover_wip->aN.c[ii],color_acc->aN.rgba[ii].a);
+
+ color_acc->aN.rgba[ii].r = mad(+cover_min,color_wip->aN.rgba[ii].r,color_acc->aN.rgba[ii].r);
+ color_acc->aN.rgba[ii].g = mad(+cover_min,color_wip->aN.rgba[ii].g,color_acc->aN.rgba[ii].g);
+ color_acc->aN.rgba[ii].b = mad(+cover_min,color_wip->aN.rgba[ii].b,color_acc->aN.rgba[ii].b);
+ color_acc->aN.rgba[ii].a = mad(-cover_min,color_wip->aN.rgba[ii].a,color_acc->aN.rgba[ii].a);
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_blend_multiply(union skc_tile_color * SKC_RESTRICT const color_acc,
+ union skc_tile_cover const * SKC_RESTRICT const cover_wip,
+ union skc_tile_color const * SKC_RESTRICT const color_wip)
+{
+ //
+ // r.acc = (cover.wip * r.wip) * r.acc
+ // g.acc = (cover.wip * g.wip) * g.acc
+ // b.acc = (cover.wip * b.wip) * b.acc
+ // a.acc = (cover.wip * a.wip) * (1.0 - a.acc) <-- a.acc is already (1.0 - alpha)
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ color_acc->aN.rgba[ii].r *= cover_wip->aN.c[ii] * color_wip->aN.rgba[ii].r;
+ color_acc->aN.rgba[ii].g *= cover_wip->aN.c[ii] * color_wip->aN.rgba[ii].g;
+ color_acc->aN.rgba[ii].b *= cover_wip->aN.c[ii] * color_wip->aN.rgba[ii].b;
+ color_acc->aN.rgba[ii].a *= cover_wip->aN.c[ii] * color_wip->aN.rgba[ii].a;
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_blend_knockout(union skc_tile_cover * SKC_RESTRICT const cover_acc,
+ union skc_tile_color * SKC_RESTRICT const color_acc,
+ union skc_tile_cover const * SKC_RESTRICT const cover_wip,
+ union skc_tile_color const * SKC_RESTRICT const color_wip)
+{
+ //
+ // cover.wip.contrib = (1.0 - cover.acc) * cover.wip
+ // cover.acc = cover.acc + cover.wip.contrib
+ //
+ // r.acc = cover.wip.contrib * r.wip + r.acc
+ // g.acc = cover.wip.contrib * g.wip + g.acc
+ // b.acc = cover.wip.contrib * b.wip + b.acc
+ // a.acc = -cover.wip.contrib * a.wip * a.acc
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ SKC_RENDER_TILE_COVER const contrib = (1 - cover_acc->aN.c[ii]) * cover_wip->aN.c[ii];
+
+ cover_acc->aN.c[ii] += contrib;
+
+ color_acc->aN.rgba[ii].r = mad(+contrib,color_wip->aN.rgba[ii].r,color_acc->aN.rgba[ii].r);
+ color_acc->aN.rgba[ii].g = mad(+contrib,color_wip->aN.rgba[ii].g,color_acc->aN.rgba[ii].g);
+ color_acc->aN.rgba[ii].b = mad(+contrib,color_wip->aN.rgba[ii].b,color_acc->aN.rgba[ii].b);
+ color_acc->aN.rgba[ii].a = mad(-contrib,color_wip->aN.rgba[ii].a,color_acc->aN.rgba[ii].a);
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_cover_msk_copy_wip(union skc_tile_cover * SKC_RESTRICT const cover_msk,
+ union skc_tile_cover const * SKC_RESTRICT const cover_wip)
+{
+#if !defined( SKC_RENDER_TILE_COVER_VECTOR ) || defined( SKC_ARCH_GEN9 )
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ cover_msk->aN.c[ii] = cover_wip->aN.c[ii];
+
+#else
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COVER_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COVER_VECTOR_COUNT; ii++)
+ cover_msk->vN.c[ii] = cover_wip->vN.c[ii];
+
+#endif
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_cover_msk_copy_acc(union skc_tile_cover * SKC_RESTRICT const cover_msk,
+ union skc_tile_cover const * SKC_RESTRICT const cover_acc)
+{
+#if !defined( SKC_RENDER_TILE_COVER_VECTOR ) || defined( SKC_ARCH_GEN9 )
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ cover_msk->aN.c[ii] = cover_acc->aN.c[ii];
+
+#else
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COVER_VECTOR_COUNTN)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COVER_VECTOR_COUNT; ii++)
+ cover_msk->vN.c[ii] = cover_acc->vN.c[ii];
+
+#endif
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_cover_accumulate(union skc_tile_cover * SKC_RESTRICT const cover_acc,
+ union skc_tile_cover const * SKC_RESTRICT const cover_wip)
+{
+ //
+ // cover.wip.contrib = (1.0 - cover.acc) * cover.wip
+ // cover.acc = cover.acc + cover.wip.contrib
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ cover_acc->aN.c[ii] = mad(1 - cover_acc->aN.c[ii],cover_wip->aN.c[ii],cover_acc->aN.c[ii]);
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_cover_wip_mask(union skc_tile_cover * SKC_RESTRICT const cover_wip,
+ union skc_tile_cover const * SKC_RESTRICT const cover_msk)
+{
+ //
+ // cover.wip *= cover.msk
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ cover_wip->aN.c[ii] *= cover_msk->aN.c[ii];
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_cover_wip_zero(union skc_tile_cover * SKC_RESTRICT const cover)
+{
+#if !defined( SKC_RENDER_TILE_COVER_VECTOR ) // || defined( SKC_ARCH_GEN9 )
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ cover->aN.c[ii] = 0;
+
+#else
+ //
+ // GEN9 compiler underperforms on this
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COVER_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COVER_VECTOR_COUNT; ii++)
+ cover->vN.c[ii] = 0;
+
+#endif
+}
+
+static
+void
+skc_tile_cover_acc_zero(union skc_tile_cover * SKC_RESTRICT const cover)
+{
+#if !defined( SKC_RENDER_TILE_COVER_VECTOR ) // || defined( SKC_ARCH_GEN9 )
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ cover->aN.c[ii] = 0;
+
+#else
+ //
+ // GEN9 compiler underperforms on this
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COVER_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COVER_VECTOR_COUNT; ii++)
+ cover->vN.c[ii] = 0;
+
+#endif
+}
+
+static
+void
+skc_tile_cover_msk_zero(union skc_tile_cover * SKC_RESTRICT const cover)
+{
+#if !defined( SKC_RENDER_TILE_COVER_VECTOR ) || defined( SKC_ARCH_GEN9 )
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ cover->aN.c[ii] = 0;
+
+#else
+ //
+ // GEN9 compiler underperforms on this
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COVER_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COVER_VECTOR_COUNT; ii++)
+ cover->vN.c[ii] = 0;
+
+#endif
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_cover_msk_one(union skc_tile_cover * SKC_RESTRICT const cover)
+{
+#if !defined( SKC_RENDER_TILE_COVER_VECTOR ) || defined( SKC_ARCH_GEN9 )
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ cover->aN.c[ii] = 1;
+
+#else
+ //
+ // GEN9 compiler underperforms on this
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COVER_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COVER_VECTOR_COUNT; ii++)
+ cover->vN.c[ii] = SKC_RENDER_TILE_COVER_VECTOR_ONE;
+
+#endif
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_cover_msk_invert(union skc_tile_cover * SKC_RESTRICT const cover)
+{
+#if !defined( SKC_RENDER_TILE_COVER_VECTOR ) || defined( SKC_ARCH_GEN9 )
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ cover->aN.c[ii] = 1 - cover->aN.c[ii];
+
+#else
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COVER_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COVER_VECTOR_COUNT; ii++)
+ cover->vN.c[ii] = 1 - cover->vN.c[ii];
+
+#endif
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_color_wip_zero(union skc_tile_color * SKC_RESTRICT const color)
+{
+#if !defined( SKC_RENDER_TILE_COLOR_VECTOR ) || defined( SKC_ARCH_GEN9 )
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ color->aN.rgba[ii].r = 0;
+ color->aN.rgba[ii].g = 0;
+ color->aN.rgba[ii].b = 0;
+ color->aN.rgba[ii].a = 1;
+ }
+
+#else
+ //
+ // DISABLED ON GEN9 -- probably a compiler bug
+ //
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].even.even = 0;
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].odd.even = 0;
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].even.odd = 0;
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].odd.odd = 1;
+#endif
+}
+
+static
+void
+skc_tile_color_acc_zero(union skc_tile_color * SKC_RESTRICT const color)
+{
+#if !defined( SKC_RENDER_TILE_COLOR_VECTOR ) || defined( SKC_ARCH_GEN9 )
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ color->aN.rgba[ii].r = 0;
+ color->aN.rgba[ii].g = 0;
+ color->aN.rgba[ii].b = 0;
+ color->aN.rgba[ii].a = 1;
+ }
+
+#else
+ //
+ // DISABLED ON GEN9 -- probably a compiler bug
+ //
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].even.even = 0;
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].odd.even = 0;
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].even.odd = 0;
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ color->vN.rgba[ii].odd.odd = 1;
+#endif
+}
+
+//
+//
+//
+
+static
+bool
+skc_tile_color_test_opacity(union skc_tile_color const * SKC_RESTRICT const color)
+{
+ //
+ // returns true if tile is opaque
+ //
+ // various hacks to test for complete tile opacity
+ //
+ // note that front-to-back currently has alpha at 0.0f -- this can
+ // be harmonized to use a traditional alpha if we want to support
+ // rendering in either direction
+ //
+ // hack -- ADD/MAX/OR all alphas together and test for non-zero
+ //
+ SKC_RENDER_TILE_COLOR t = color->aN.rgba[0].a;
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH-1)))
+ for (uint ii=1; ii<SKC_TILE_WIDTH; ii++)
+ t += color->aN.rgba[ii].a;
+
+#if ( SKC_RENDER_SUBGROUP_SIZE == 1 )
+ //
+ // SIMD
+ //
+ return !any(t != ( 0 ));
+
+#elif ( SKC_RENDER_SCANLINE_VECTOR_SIZE == 1 )
+ //
+ // SIMT - scalar per lane
+ //
+ return !sub_group_any(t != 0);
+
+#else
+ //
+ // SIMT - vector per lane
+ //
+ return !sub_group_any(any(t != ( 0 )));
+
+#endif
+
+ //
+ // TODO: The alternative vector-per-lane implementation below is
+ // *not* believed to be performant because the terse vector-wide
+ // test is just hiding a series of comparisons and is likely worse
+ // than the blind ADD/MAX/OR'ing of all alphas followed by a single
+ // test.
+ //
+#if 0
+ //
+ // SIMT - vector per lane
+ //
+
+ // __attribute__((opencl_unroll_hint(SKC_RENDER_TILE_COLOR_VECTOR_COUNT-1)))
+ for (uint ii=0; ii<SKC_RENDER_TILE_COLOR_VECTOR_COUNT; ii++)
+ {
+ if (sub_group_any(any(color->vN.ba[ii].a != ( 0 ))))
+ return false;
+ }
+
+ return true;
+#endif
+}
+
+//
+//
+//
+
+static
+void
+skc_tile_background_over(__global union skc_styling_cmd const * SKC_RESTRICT const commands,
+ uint * SKC_RESTRICT const cmd_next,
+ union skc_tile_color * SKC_RESTRICT const color)
+{
+ //
+ // acc.r = acc.a * r + acc.r
+ // acc.g = acc.a * g + acc.g
+ // acc.b = acc.a * b + acc.b
+ //
+ __global half const * const rgba_ptr = commands[*cmd_next].f16a2 + 0;
+
+ *cmd_next += 2;
+
+ SKC_RENDER_TILE_COLOR_PAIR const rg = SKC_RENDER_TILE_COLOR_PAIR_LOAD(0,rgba_ptr);
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->aN.rgba[ii].r = mad(color->aN.rgba[ii].a,rg.lo,color->aN.rgba[ii].r);
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->aN.rgba[ii].g = mad(color->aN.rgba[ii].a,rg.hi,color->aN.rgba[ii].g);
+
+ SKC_RENDER_TILE_COLOR_PAIR const ba = SKC_RENDER_TILE_COLOR_PAIR_LOAD(1,rgba_ptr);
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ color->aN.rgba[ii].b = mad(color->aN.rgba[ii].a,ba.lo,color->aN.rgba[ii].b);
+}
+
+//
+//
+//
+
+// #define SKC_SURFACE_IS_BUFFER
+#ifdef SKC_SURFACE_IS_BUFFER
+
+static
+void
+skc_surface_composite_u8_rgba(__global SKC_RENDER_SURFACE_U8_RGBA * SKC_RESTRICT const surface,
+ skc_uint const surface_pitch,
+ union skc_tile_color const * SKC_RESTRICT const color,
+ skc_ttck_hi_t const ttck_hi)
+{
+ //
+ // NEW MAJOR OPTIMIZATION:
+ //
+ // Rotating and rasterizing the original world transform by -90
+ // degrees and then rendering the scene scene by +90 degrees enables
+ // all the final surface composite to be perfomed in perfectly
+ // coalesced wide transactions.
+ //
+ // For this reason, linear access to the framebuffer is preferred.
+ //
+ // vvvvvvvvvvvv OLD NOTE BELOW vvvvvvvvvvvvv
+ //
+ // NOTE THIS IS TRANSPOSED BY 90 DEGREES
+ //
+ // INTEL HAS A "BLOCK STORE" FEATURE THAT SOLVES THIS AND TEXTURE
+ // CACHES ARE ALSO PROBABLY SOMEWHAT FORGIVING.
+ //
+ // IT'S EASY TO TRANSPOSE THIS IN SMEM BEFORE STORING BUT IN THIS
+ // CPU EXAMPLE WE CAN PROBABLY DO WELL BY JUST WRITING OUT SCALARS
+ //
+ // FIXME -- NEED TO HARMONIZE BYTE AND COMPONENT COLOR CHANNEL
+ // ORDERING SO THAT COLOR CHANNELS MATCH 0xAARRGGBBAA ORDER
+ //
+ uint const pitch = surface_pitch / SKC_RENDER_SCANLINE_VECTOR_SIZE;
+ uint const x = skc_ttck_hi_get_x(ttck_hi);
+ uint const y = skc_ttck_hi_get_y(ttck_hi) ;
+ uint const base = x * SKC_TILE_WIDTH * pitch + y * (SKC_TILE_HEIGHT / SKC_RENDER_SCANLINE_VECTOR_SIZE) + skc_subgroup_lane();
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+ SKC_RENDER_SURFACE_U8_RGBA rgba = ( 0xFF000000 );
+
+ rgba |= SKC_CONVERT(SKC_RENDER_SURFACE_U8_RGBA)(color->aN.rgba[ii].r * 255);
+ rgba |= SKC_CONVERT(SKC_RENDER_SURFACE_U8_RGBA)(color->aN.rgba[ii].g * 255) << 8;
+ rgba |= SKC_CONVERT(SKC_RENDER_SURFACE_U8_RGBA)(color->aN.rgba[ii].b * 255) << 16;
+
+ surface[base + ii * pitch] = rgba;
+
+ // printf("%08v2X\n",rgba);
+ }
+}
+
+#else
+
+static
+void
+skc_surface_composite_u8_rgba(__write_only image2d_t surface,
+ union skc_tile_color const * SKC_RESTRICT const color,
+ skc_ttck_hi_t const ttck_hi)
+{
+ //
+ // NEW MAJOR OPTIMIZATION:
+ //
+ // Rotating and rasterizing the original world transform by -90
+ // degrees and then rendering the scene scene by +90 degrees enables
+ // all the final surface composite to be perfomed in perfectly
+ // coalesced wide transactions.
+ //
+ // For this reason, linear access to the framebuffer is preferred.
+ //
+ // vvvvvvvvvvvv OLD NOTE BELOW vvvvvvvvvvvvv
+ //
+ // NOTE THIS IS TRANSPOSED BY 90 DEGREES
+ //
+ // INTEL HAS A "BLOCK STORE" FEATURE THAT SOLVES THIS AND TEXTURE
+ // CACHES ARE ALSO PROBABLY SOMEWHAT FORGIVING.
+ //
+ // IT'S EASY TO TRANSPOSE THIS IN SMEM BEFORE STORING BUT IN THIS
+ // CPU EXAMPLE WE CAN PROBABLY DO WELL BY JUST WRITING OUT SCALARS
+ //
+ // FIXME -- NEED TO HARMONIZE BYTE AND COMPONENT COLOR CHANNEL
+ // ORDERING SO THAT COLOR CHANNELS MATCH 0xAARRGGBBAA ORDER
+ //
+
+#if 1
+ int x = skc_ttck_hi_get_x(ttck_hi) * SKC_TILE_WIDTH;
+ int y = skc_ttck_hi_get_y(ttck_hi) * SKC_TILE_HEIGHT + (skc_subgroup_lane() * SKC_RENDER_SCANLINE_VECTOR_SIZE);
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+#ifdef SKC_RENDER_TILE_COLOR_INTERLEAVED
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) { \
+ SKC_RENDER_SURFACE_WRITE(surface, \
+ (int2)(x,y+I), \
+ color->iN.rgba[ii] A); \
+ }
+
+#else
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) { \
+ SKC_RENDER_SURFACE_COLOR const rgba = \
+ (SKC_RENDER_SURFACE_COLOR) \
+ (color->aN.rgba[ii].r C, \
+ color->aN.rgba[ii].g C, \
+ color->aN.rgba[ii].b C, \
+ 1.0); \
+ SKC_RENDER_SURFACE_WRITE(surface,(int2)(x,y+I),rgba); \
+ }
+
+#endif
+
+ SKC_RENDER_SCANLINE_VECTOR_EXPAND();
+
+ x += 1;
+ }
+#else
+ int x = skc_ttck_hi_get_y(ttck_hi) * SKC_TILE_HEIGHT + (skc_subgroup_lane() * SKC_RENDER_SCANLINE_VECTOR_SIZE);
+ int y = skc_ttck_hi_get_x(ttck_hi) * SKC_TILE_WIDTH;
+
+ // __attribute__((opencl_unroll_hint(SKC_TILE_WIDTH)))
+ for (uint ii=0; ii<SKC_TILE_WIDTH; ii++)
+ {
+#ifdef SKC_RENDER_TILE_COLOR_INTERLEAVED
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) { \
+ SKC_RENDER_SURFACE_WRITE(surface, \
+ (int2)(x+I,y+ii), \
+ color->iN.rgba[ii] A); \
+ }
+
+#else
+
+#undef SKC_EXPAND_X
+#define SKC_EXPAND_X(I,S,C,P,A) { \
+ SKC_RENDER_SURFACE_COLOR const rgba = \
+ (SKC_RENDER_SURFACE_COLOR) \
+ (color->aN.rgba[ii].r C, \
+ color->aN.rgba[ii].g C, \
+ color->aN.rgba[ii].b C, \
+ 1.0); \
+ SKC_RENDER_SURFACE_WRITE(surface,(int2)(x+I,y+ii),rgba); \
+ }
+
+#endif
+
+ SKC_RENDER_SCANLINE_VECTOR_EXPAND();
+ }
+
+#endif
+}
+
+#endif
+
+//
+//
+//
+static
+uint const
+skc_ttck_lane(uint const ttck_idx)
+{
+ return ttck_idx & SKC_RENDER_SUBGROUP_MASK;
+}
+
+//
+// RENDER KERNEL
+//
+
+__kernel
+SKC_RENDER_KERNEL_ATTRIBS
+void
+skc_kernel_render(__global union skc_layer_node const * SKC_RESTRICT const layers,
+ __global struct skc_group_node const * SKC_RESTRICT const groups,
+ __global union skc_styling_cmd const * SKC_RESTRICT const commands, // FIXME -- rename
+
+ __global skc_ttck_t const * SKC_RESTRICT const ttck_keys, // rename: keys
+ skc_uint const ttck_count, // rename: key_count
+
+ __global uint const * SKC_RESTRICT const ttck_offsets, // rename: offsets
+ skc_uint const tile_count, // rename: offset_count
+
+ __global skc_ttxb_t const * SKC_RESTRICT const ttxb_extent,
+#ifdef SKC_SURFACE_IS_BUFFER
+ __global void * SKC_RESTRICT const surface,
+#else
+ __write_only image2d_t surface,
+#endif
+#ifdef SKC_SURFACE_IS_BUFFER
+ skc_uint const surface_pitch,
+#endif
+ uint4 const tile_clip) // rename: clip
+{
+ //
+ // Each subgroup is responsible for a tile. No extra subgroups are
+ // launched.
+ //
+ // FIXME -- might be better implemented as a "grid stride loop" if
+ // Intel GEN really has a local memory "quantum" of 4KB which means
+ // we would need to launch 4 subgroups per workgroup.
+ //
+ // Confirmed: GEN8 has 4KB SLM workgroup min while GEN9 is 1KB.
+ //
+
+ //
+ // declare tile cover and color registers
+ //
+ // this used to be a neat unified struct but the Intel GEN compiler
+ // wasn't cooperating and spilling to private memory even though all
+ // registers were indexed by constants
+ //
+ union skc_tile_color color_wip;
+ union skc_tile_color color_acc;
+
+ union skc_tile_cover cover_wip;
+ union skc_tile_cover cover_acc;
+ union skc_tile_cover cover_msk;
+
+ //
+ // which subgroup in the grid is this?
+ //
+ // TAKE NOTE: the Intel GEN compiler is recognizing get_group_id(0)
+ // as a uniform but the alternative calculation used when there are
+ // multiple subgroups per workgroup is not cooperating and
+ // driving spillage elsewhere.
+ //
+#if ( SKC_RENDER_WORKGROUP_SUBGROUPS == 1 )
+ skc_uint const ttck_offset_idx = get_group_id(0);
+#else
+ skc_uint const ttck_offset_idx = get_group_id(0) * SKC_RENDER_WORKGROUP_SUBGROUPS + get_sub_group_id();
+#endif
+
+ //
+ // load the starting ttck for this offset and get a bound on the max
+ // number of keys that might be loaded
+ //
+ // these are uniform across all subgroup lanes
+ //
+ skc_uint ttck_idx = ttck_offsets[ttck_offset_idx];
+
+ //
+ // FIXME -- SIMD/CPU version should probaby load a 256-bit (4-wide)
+ // vector of ttck keys
+ //
+#ifndef SKC_TARGET_ARCH_COALESCED_LOAD_TTCK
+
+ skc_ttck_t ttck = ttck_keys[ttck_idx];
+
+#else
+
+ uint const ttck_base = ttck_idx & ~SKC_RENDER_SUBGROUP_MASK;
+ uint const ttck_lane = ttck_idx & SKC_RENDER_SUBGROUP_MASK;
+ skc_ttck_t ttck_s = ttck_keys[min(ttck_base+max(get_sub_group_local_id(),ttck_lane),ttck_count-1)]
+
+#endif
+
+ //
+ // set up style group/layer state
+ //
+ struct skc_styling_group {
+ union skc_group_range range;
+ skc_uint depth;
+ skc_uint id;
+ } group;
+
+ group.range.lo = 0;
+ group.range.hi = SKC_UINT_MAX;
+ group.depth = 0;
+ group.id = SKC_UINT_MAX;
+
+ //
+ // start with clear tile opacity, knockout and flag bits
+ //
+ // uint color_acc_opacity = 0; // per lane bit mask -- assumes a PIXEL_TILE_HEIGHT <= 32
+ // uint cover_acc_knockout = 0; // per lane bit mask -- assumes a PIXEL_TILE_HEIGHT <= 32
+ //
+ skc_uint flags = 0;
+
+ //
+ // declare and initialize accumulators
+ //
+#if ( SKC_RENDER_WORKGROUP_SUBGROUPS == 1 )
+ __local union skc_subgroup_smem smem[1];
+#else
+ __local union skc_subgroup_smem smem_wg[SKC_RENDER_WORKGROUP_SUBGROUPS];
+ __local union skc_subgroup_smem * SKC_RESTRICT const smem = smem_wg + get_sub_group_id();
+#endif
+
+#ifdef SKC_TARGET_ARCH_COALESCED_LOAD_TTCK
+ //
+ // select the initial ttck key
+ //
+ skc_ttck_t ttck;
+#if 0
+ ttck = sub_group_broadcast(ttck_s,ttck_lane); // SHOULD WORK BUT .4454 COMPILER IS BROKEN
+#else
+ ttck.lo = sub_group_broadcast(ttck_s.lo,ttck_lane); // EXPLICIT WORKAROUND
+ ttck.hi = sub_group_broadcast(ttck_s.hi,ttck_lane);
+#endif
+
+#endif
+
+ //
+ // save the first key so we know what tile we're in
+ //
+ skc_ttck_t ttck0 = ttck;
+
+ //
+ // evaluate the coarse clip as late as possible
+ //
+ skc_uint const ttck_hi_x = skc_ttck_hi_get_x(ttck0.hi);
+
+ if ((ttck_hi_x < tile_clip.lo.x) || (ttck_hi_x >= tile_clip.hi.x))
+ return;
+
+ skc_uint const ttck_hi_y = skc_ttck_hi_get_y(ttck0.hi);
+
+ if ((ttck_hi_y < tile_clip.lo.y) || (ttck_hi_y >= tile_clip.hi.y))
+ return;
+
+#if 0
+ printf("< %u, %u >\n",ttck_hi_x,ttck_hi_y);
+#endif
+
+ //
+ // load -> scatter -> flush
+ //
+ while (true)
+ {
+ // if scattering is disabled then just run through ttck keys
+ bool const is_scatter_enabled = (flags & SKC_TILE_FLAGS_SCATTER_SKIP) == 0;
+
+ // need to clear accumulators before a scatter loop
+ if (is_scatter_enabled)
+ {
+ skc_tile_aa_zero(smem);
+ }
+
+ do {
+ // skip scattering?
+ if (is_scatter_enabled)
+ {
+ skc_block_id_t const xb_id = skc_ttck_lo_get_ttxb_id(ttck.lo);
+
+ if (skc_ttck_lo_is_prefix(ttck.lo)) {
+ skc_scatter_ttpb(ttxb_extent,smem,xb_id);
+ } else {
+ skc_scatter_ttsb(ttxb_extent,smem,xb_id);
+ }
+ }
+
+ //
+ // any ttck keys left?
+ //
+ if (++ttck_idx >= ttck_count)
+ {
+ flags |= SKC_TILE_FLAGS_FLUSH_FINALIZE;
+ break;
+ }
+
+ //
+ // process next ttck key
+ //
+#ifndef SKC_TARGET_ARCH_COALESCED_LOAD_TTCK
+ //
+ // SIMD -- read next key
+ //
+ ttck = ttck_keys[ttck_idx];
+#else
+ //
+ // SIMT -- refresh the ttck_s?
+ //
+ uint const ttck_lane_next = ttck_idx & SKC_RENDER_SUBGROUP_MASK;
+
+ if (ttck_lane_next == 0)
+ ttck_s = ttck_keys[min(ttck_idx+get_sub_group_local_id(),ttck_count-1)];
+
+ //
+ // broadcast next key to entire subgroup
+ //
+#if 0
+ ttck = sub_group_broadcast(ttck_s,ttck_lane_next); // SHOULD WORK BUT .4454 COMPILER IS BROKEN
+#else
+ ttck.lo = sub_group_broadcast(ttck_s.lo,ttck_lane_next); // EXPLICIT WORKAROUND
+ ttck.hi = sub_group_broadcast(ttck_s.hi,ttck_lane_next);
+#endif
+#endif
+ // continue scattering if on same YXL layer
+ } while (skc_ttck_equal_yxl(ttck0,ttck));
+
+ // finalize if no longer on same YX tile
+ if (!skc_ttck_hi_equal_yx(ttck0.hi,ttck.hi))
+ {
+ // otherwise, unwind the tile styling and exit
+ flags |= SKC_TILE_FLAGS_FLUSH_FINALIZE;
+ }
+
+ //
+ // given: new layer id from ttxk key
+ //
+ // load [layer id]{ group id, depth }
+ //
+ // if within current group's layer range
+ //
+ // if at same depth
+ //
+ // load and execute cover>[mask>]color>blend commands
+ //
+ // else if not at same depth then move deeper
+ //
+ // for all groups in group trail from cur depth to new depth
+ // enter group, saving and initializing regs as necessary
+ // increment depth and update layer range
+ // load and execute cover>[mask>]color>blend commands
+ //
+ // else not within layer range
+ //
+ // exit current group, restoring regs as necessary
+ // decrement depth and update layer range
+ //
+ //
+ skc_layer_id const layer_id_new = skc_ttck_get_layer(ttck0); // FIXME -- this was ttck_hi
+ union skc_layer_node const layer_node_new = layers[layer_id_new];
+
+ // clear flag that controls group/layer traversal
+ flags &= ~SKC_TILE_FLAGS_FLUSH_COMPLETE;
+
+ do {
+ bool const unwind = (flags & SKC_TILE_FLAGS_FLUSH_UNWIND) != 0;
+
+ //
+ // is layer a child of the current parent group?
+ //
+ uint cmd_next = 0;
+
+ if (!unwind && (layer_node_new.parent == group.id))
+ {
+ // execute this layer's cmds
+ cmd_next = layer_node_new.cmds;
+
+ // if this is final then configure so groups get unwound, otherwise we're done
+ flags |= ((flags & SKC_TILE_FLAGS_FLUSH_FINALIZE) ? SKC_TILE_FLAGS_FLUSH_UNWIND : SKC_TILE_FLAGS_FLUSH_COMPLETE);
+ }
+ else if (!unwind && (layer_id_new >= group.range.lo && layer_id_new <= group.range.hi))
+ {
+ //
+ // is layer in a child group?
+ //
+ union skc_group_parents const gp = groups[layer_node_new.parent].parents;
+ uint const gn = gp.depth - ++group.depth;
+
+ if (gn == 0)
+ group.id = layer_node_new.parent;
+ else
+ group.id = commands[gp.base + gn - 1].parent;
+
+ // update group layer range
+ group.range = groups[group.id].range;
+
+ // enter current group
+ cmd_next = groups[group.id].cmds.enter;
+ }
+ else // otherwise, exit this group
+ {
+ // enter current group
+ cmd_next = groups[group.id].cmds.leave;
+
+ // decrement group depth
+ if (--group.depth == 0)
+ {
+ flags |= SKC_TILE_FLAGS_FLUSH_COMPLETE;
+ }
+ else
+ {
+ // get path_base of current group
+ uint const gnpb = groups[group.id].parents.base;
+
+ // get parent of current group
+ group.id = commands[gnpb].parent;
+
+ // update group layer range
+ group.range = groups[group.id].range;
+ }
+ }
+
+ //
+ // execute cmds
+ //
+ while (true)
+ {
+ union skc_styling_cmd const cmd = commands[cmd_next++];
+
+ switch (cmd.u32 & SKC_STYLING_OPCODE_MASK_OPCODE)
+ {
+ case SKC_STYLING_OPCODE_NOOP:
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_NONZERO:
+ skc_tile_cover_nonzero(smem,&cover_wip,&color_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_EVENODD:
+ skc_tile_cover_evenodd(smem,&cover_wip,&color_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_ACCUMULATE:
+ skc_tile_cover_accumulate(&cover_acc,&cover_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_MASK:
+ skc_tile_cover_wip_mask(&cover_wip,&cover_msk);
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_WIP_ZERO:
+ skc_tile_cover_wip_zero(&cover_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_ACC_ZERO:
+ skc_tile_cover_acc_zero(&cover_acc);
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_MASK_ZERO:
+ skc_tile_cover_msk_zero(&cover_msk);
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_MASK_ONE:
+ skc_tile_cover_msk_one(&cover_msk);
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_MASK_INVERT:
+ skc_tile_cover_msk_invert(&cover_msk);
+ break;
+
+ case SKC_STYLING_OPCODE_COLOR_FILL_SOLID:
+ skc_tile_color_fill_solid(commands,&cmd_next,&color_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_COLOR_FILL_GRADIENT_LINEAR:
+ //
+ // FIXME -- gradients shouldn't be executing so much
+ // conditional driven code at runtime since we *know*
+ // the gradient style on the host can just create a
+ // new styling command to exploit this.
+ //
+ // FIXME -- it might be time to try using the GPU's
+ // sampler on a linear array of half4 vectors -- it
+ // might outperform the explicit load/lerp routines.
+ //
+ // FIXME -- optimizing for vertical gradients (uhhh,
+ // they're actually horizontal due to the -90 degree
+ // view transform) is nice but is it worthwhile to
+ // have this in the kernel? Easy to add it back...
+ //
+#if defined( SKC_ARCH_GEN9 )
+ // disable gradients due to exessive spillage -- fix later
+ cmd_next += SKC_GRADIENT_CMD_WORDS_V1(commands[cmd_next+6].u32);
+#else
+ skc_tile_color_fill_gradient_linear_nonvertical(smem,commands,&cmd_next,&color_wip,ttck0.hi);
+#endif
+ break;
+
+ case SKC_STYLING_OPCODE_COLOR_WIP_ZERO:
+ skc_tile_color_wip_zero(&color_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_COLOR_ACC_ZERO:
+ skc_tile_color_acc_zero(&color_acc);
+ break;
+
+ case SKC_STYLING_OPCODE_BLEND_OVER:
+ skc_tile_blend_over(&color_acc,&cover_wip,&color_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_BLEND_PLUS:
+ skc_tile_blend_plus(&color_acc,&cover_wip,&color_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_BLEND_MULTIPLY:
+ skc_tile_blend_multiply(&color_acc,&cover_wip,&color_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_BLEND_KNOCKOUT:
+ skc_tile_blend_knockout(&cover_acc,&color_acc,&cover_wip,&color_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_WIP_MOVE_TO_MASK:
+ // skc_tile_cover_msk_copy_wip(&cover_msk,&cover_wip);
+ break;
+
+ case SKC_STYLING_OPCODE_COVER_ACC_MOVE_TO_MASK:
+ // skc_tile_cover_msk_copy_acc(&cover_msk,&cover_acc);
+ break;
+
+ case SKC_STYLING_OPCODE_BACKGROUND_OVER:
+ skc_tile_background_over(commands,&cmd_next,&color_acc);
+ break;
+
+ case SKC_STYLING_OPCODE_SURFACE_COMPOSITE:
+#ifdef SKC_SURFACE_IS_BUFFER
+ skc_surface_composite_u8_rgba(surface,surface_pitch,&color_acc,ttck0.hi);
+#else
+ skc_surface_composite_u8_rgba(surface, &color_acc,ttck0.hi);
+#endif
+ break;
+
+ case SKC_STYLING_OPCODE_COLOR_ACC_TEST_OPACITY:
+ if (skc_tile_color_test_opacity(&color_acc))
+ flags |= SKC_TILE_FLAGS_SCATTER_SKIP;
+ break;
+
+ default:
+ return; // this is an illegal opcode -- trap and die!
+ }
+
+ //
+ // if sign bit is set then this was final command
+ //
+ if (cmd.s32 < 0)
+ break;
+ }
+
+ // continue as long as tile flush isn't complete
+ } while ((flags & SKC_TILE_FLAGS_FLUSH_COMPLETE) == 0);
+
+ // return if was the final flush
+ if (flags & SKC_TILE_FLAGS_FLUSH_FINALIZE)
+ return;
+
+ // update wip ttck_hi
+ ttck0 = ttck;
+ }
+}
+
+//
+//
+//
diff --git a/src/compute/skc/runtime.h b/src/compute/skc/runtime.h
new file mode 100644
index 0000000..6050f9b
--- /dev/null
+++ b/src/compute/skc/runtime.h
@@ -0,0 +1,45 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "allocator_host.h"
+
+//
+// HOST MEMORY ALLOCATION
+//
+
+void *
+skc_runtime_host_perm_alloc(struct skc_runtime * const runtime,
+ skc_mem_flags_e const flags,
+ size_t const size);
+
+void
+skc_runtime_host_perm_free(struct skc_runtime * const runtime,
+ void * const mem);
+
+void *
+skc_runtime_host_temp_alloc(struct skc_runtime * const runtime,
+ skc_mem_flags_e const flags,
+ size_t const size,
+ skc_subbuf_id_t * const subbuf_id,
+ size_t * const subbuf_size);
+
+void
+skc_runtime_host_temp_free(struct skc_runtime * const runtime,
+ void * const mem,
+ skc_subbuf_id_t const subbuf_id);
+
+
+//
+//
+//
diff --git a/src/compute/skc/runtime_cl.c b/src/compute/skc/runtime_cl.c
new file mode 100644
index 0000000..a745ed0
--- /dev/null
+++ b/src/compute/skc/runtime_cl.c
@@ -0,0 +1,362 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdio.h>
+#include <string.h>
+#include <stdlib.h>
+#include <assert.h>
+
+//
+//
+//
+
+#include "runtime_cl.h"
+#include "common/cl/assert_cl.h"
+
+//
+//
+//
+
+static is_verbose = true;
+
+//
+// FIXME -- all variable length device queries need to start querying
+// the parameter's return size before getting its value
+//
+// FIXME -- this is now handled by the common/cl/find.* routine
+//
+
+union skc_cl_device_version {
+ struct {
+ cl_uchar opencl_space[7]; // "OpenCL_"
+ cl_uchar major;
+ cl_uchar dot;
+ cl_uchar minor;
+#if 1 // Intel NEO requires at least 16 bytes
+ cl_uchar space;
+ cl_uchar vendor[32];
+#endif
+ };
+ struct {
+ cl_uchar aN[];
+ };
+};
+
+typedef cl_bitfield cl_diagnostic_verbose_level_intel;
+
+#define CL_CONTEXT_SHOW_DIAGNOSTICS_INTEL 0x4106
+#define CL_CONTEXT_DIAGNOSTICS_LEVEL_BAD_INTEL 0x2
+#define CL_CONTEXT_DIAGNOSTICS_LEVEL_GOOD_INTEL 0x1
+#define CL_CONTEXT_DIAGNOSTICS_LEVEL_NEUTRAL_INTEL 0x4
+
+static
+void
+CL_CALLBACK
+skc_context_callback(char const * error, void const * info, size_t size, void * user)
+{
+ if (info != NULL )
+ {
+ fprintf(stderr,"%s\n",error);
+ }
+}
+
+//
+//
+//
+
+skc_err
+skc_runtime_cl_create(struct skc_runtime_cl * const runtime_cl,
+ char const * const target_platform_substring,
+ char const * const target_device_substring,
+ cl_context_properties context_properties[])
+{
+ skc_err err = SKC_ERR_SUCCESS;
+
+ //
+ // search available devices for a match
+ //
+#define PLATFORM_IDS_MAX 16
+#define DEVICE_IDS_MAX 16
+#define PLATFORM_NAME_SIZE_MAX 64
+#define DEVICE_NAME_SIZE_MAX 64
+#define DRIVER_VERSION_SIZE_MAX 64
+
+ cl_int cl_err;
+
+ cl_platform_id platform_ids[PLATFORM_IDS_MAX];
+ cl_device_id device_ids [PLATFORM_IDS_MAX][DEVICE_IDS_MAX];
+
+ cl_uint platform_count;
+ cl_uint device_count[PLATFORM_IDS_MAX];
+
+ cl_uint platform_idx = UINT32_MAX, device_idx = UINT32_MAX;
+
+ bool match = false; // find _first_ match
+
+ //
+ // get number of platforms
+ //
+ cl(GetPlatformIDs(PLATFORM_IDS_MAX,platform_ids,&platform_count));
+
+ //
+ // search platforms
+ //
+ for (cl_uint ii=0; ii<platform_count; ii++)
+ {
+ char platform_name[PLATFORM_NAME_SIZE_MAX];
+
+ cl(GetPlatformInfo(platform_ids[ii],
+ CL_PLATFORM_NAME,
+ sizeof(platform_name),
+ platform_name,
+ NULL));
+
+ if (!match && (strstr(platform_name,target_platform_substring) != NULL))
+ {
+ platform_idx = ii;
+ }
+
+ if (is_verbose) {
+ fprintf(stdout,"%2u: %s\n",ii,platform_name);
+ }
+
+ cl_err = clGetDeviceIDs(platform_ids[ii],
+ CL_DEVICE_TYPE_ALL,
+ DEVICE_IDS_MAX,
+ device_ids[ii],
+ device_count+ii);
+
+ if (cl_err != CL_DEVICE_NOT_FOUND)
+ cl_ok(cl_err);
+
+ for (cl_uint jj=0; jj<device_count[ii]; jj++)
+ {
+ char device_name[DEVICE_NAME_SIZE_MAX];
+ union skc_cl_device_version device_version;
+ cl_uint device_align_bits;
+ char driver_version[DRIVER_VERSION_SIZE_MAX];
+
+ cl(GetDeviceInfo(device_ids[ii][jj],
+ CL_DEVICE_NAME,
+ sizeof(device_name),
+ device_name,
+ NULL));
+
+ // FIXME -- some of these variable length parameters should
+ // use the "size the param before reading" idiom
+ cl(GetDeviceInfo(device_ids[ii][jj],
+ CL_DEVICE_VERSION,
+ sizeof(device_version),
+ device_version.aN,
+ NULL));
+
+ cl(GetDeviceInfo(device_ids[ii][jj],
+ CL_DEVICE_MEM_BASE_ADDR_ALIGN,
+ sizeof(device_align_bits),
+ &device_align_bits,
+ NULL));
+
+ cl_uint const base_align = device_align_bits / 8; // bytes
+
+ cl(GetDeviceInfo(device_ids[ii][jj],
+ CL_DRIVER_VERSION,
+ sizeof(driver_version),
+ driver_version,
+ NULL));
+
+ if (!match && (platform_idx == ii) && (strstr(device_name,target_device_substring) != NULL))
+ {
+ match = true;
+ device_idx = jj;
+
+ runtime_cl->version.major = device_version.major - 48;
+ runtime_cl->version.minor = device_version.minor - 48;
+ runtime_cl->base_align = base_align;
+
+ if (is_verbose) {
+ fprintf(stdout," >>>");
+ }
+ }
+ else if (is_verbose)
+ {
+ fprintf(stdout," ");
+ }
+
+ if (is_verbose) {
+ fprintf(stdout,
+ " %1u: %s [ %s ] [ %s ] [ %u ]\n",
+ jj,
+ device_name,
+ device_version.aN,
+ driver_version,
+ base_align);
+ }
+ }
+ }
+
+ if (is_verbose) {
+ fprintf(stdout,"\n");
+ }
+
+ //
+ // get target platform and device
+ //
+ if (platform_idx >= platform_count)
+ {
+ fprintf(stderr,"no match for target platform substring %s\n",target_platform_substring);
+ exit(EXIT_FAILURE);
+ }
+ if (device_idx >= device_count[platform_idx])
+ {
+ fprintf(stderr,"no match for target device substring %s\n",target_device_substring);
+ exit(EXIT_FAILURE);
+ }
+
+ runtime_cl->platform_id = platform_ids[platform_idx];
+ runtime_cl->device_id = device_ids [platform_idx][device_idx];
+
+ //
+ // create context
+ //
+
+#if 0
+ cl_context_properties context_properties[] =
+ {
+ CL_CONTEXT_PLATFORM,(cl_context_properties)runtime_cl->platform_id,
+ 0
+ };
+#else
+ context_properties[1] = (cl_context_properties)runtime_cl->platform_id;
+#endif
+
+ runtime_cl->context = clCreateContext(context_properties,
+ 1,
+ &runtime_cl->device_id,
+ skc_context_callback,
+ NULL,
+ &cl_err);
+ cl_ok(cl_err);
+
+ //
+ // get device name, driver version, and unified memory flag
+ //
+ if (is_verbose)
+ {
+ char device_name[DEVICE_NAME_SIZE_MAX];
+ char driver_version[DRIVER_VERSION_SIZE_MAX];
+ cl_bool device_is_unified;
+ cl_device_svm_capabilities svm_caps;
+ size_t printf_buffer_size;
+
+ cl(GetDeviceInfo(runtime_cl->device_id,
+ CL_DEVICE_NAME,
+ sizeof(device_name),
+ device_name,
+ NULL));
+
+ cl(GetDeviceInfo(runtime_cl->device_id,
+ CL_DRIVER_VERSION,
+ sizeof(driver_version),
+ driver_version,
+ NULL));
+
+ cl(GetDeviceInfo(runtime_cl->device_id,
+ CL_DEVICE_HOST_UNIFIED_MEMORY,
+ sizeof(device_is_unified),
+ &device_is_unified,
+ NULL));
+
+ cl(GetDeviceInfo(runtime_cl->device_id,
+ CL_DEVICE_SVM_CAPABILITIES,
+ sizeof(svm_caps),
+ &svm_caps,
+ 0));
+
+ cl(GetDeviceInfo(runtime_cl->device_id,
+ CL_DEVICE_PRINTF_BUFFER_SIZE,
+ sizeof(printf_buffer_size),
+ &printf_buffer_size,
+ NULL));
+
+ fprintf(stderr,
+ "CL_DEVICE_SVM_COARSE_GRAIN_BUFFER %c\n"
+ "CL_DEVICE_SVM_FINE_GRAIN_BUFFER %c\n"
+ "CL_DEVICE_SVM_FINE_GRAIN_SYSTEM %c\n"
+ "CL_DEVICE_SVM_ATOMICS %c\n"
+ "CL_DEVICE_PRINTF_BUFFER_SIZE %zu\n\n",
+ svm_caps & CL_DEVICE_SVM_COARSE_GRAIN_BUFFER ? '*' : '-',
+ svm_caps & CL_DEVICE_SVM_FINE_GRAIN_BUFFER ? '*' : '-',
+ svm_caps & CL_DEVICE_SVM_FINE_GRAIN_SYSTEM ? '*' : '-',
+ svm_caps & CL_DEVICE_SVM_ATOMICS ? '*' : '-',
+ printf_buffer_size);
+ }
+
+ return err;
+}
+
+//
+//
+//
+
+skc_err
+skc_runtime_cl_dispose(struct skc_runtime_cl * const runtime_cl)
+{
+ // FIXME
+ printf("%s incomplete!\n",__func__);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+cl_command_queue
+skc_runtime_cl_create_cq(struct skc_runtime_cl * const runtime_cl, skc_cq_type_e const type)
+{
+ cl_command_queue cq;
+
+ if (runtime_cl->version.major < 2)
+ {
+ //
+ // <= OpenCL 1.2
+ //
+ cl_int cl_err;
+
+ cq = clCreateCommandQueue(runtime_cl->context,
+ runtime_cl->device_id,
+ (cl_command_queue_properties)type,
+ &cl_err); cl_ok(cl_err);
+ }
+ else
+ {
+ //
+ // >= OpenCL 2.0
+ //
+ cl_int cl_err;
+ cl_queue_properties const queue_properties[] = {
+ CL_QUEUE_PROPERTIES,(cl_queue_properties)type,0
+ };
+
+ cq = clCreateCommandQueueWithProperties(runtime_cl->context,
+ runtime_cl->device_id,
+ queue_properties,
+ &cl_err); cl_ok(cl_err);
+ }
+
+ return cq;
+}
+
+//
+//
+//
+
diff --git a/src/compute/skc/runtime_cl.h b/src/compute/skc/runtime_cl.h
new file mode 100644
index 0000000..9e58ca0
--- /dev/null
+++ b/src/compute/skc/runtime_cl.h
@@ -0,0 +1,79 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+// squelch OpenCL 1.2 deprecation warning
+//
+
+#ifndef CL_USE_DEPRECATED_OPENCL_1_2_APIS
+#define CL_USE_DEPRECATED_OPENCL_1_2_APIS
+#endif
+
+#include <CL/opencl.h>
+
+//
+//
+//
+
+#include "skc.h"
+
+//
+// Minimal OpenCL state needed by the runtime to get started
+//
+
+struct skc_runtime_cl
+{
+ cl_platform_id platform_id;
+ cl_device_id device_id;
+ cl_context context;
+
+ struct {
+ cl_uint major;
+ cl_uint minor;
+ } version; // sometimes we need to know this at runtime
+
+ cl_uint base_align; // base address alignment for subbuffer origins
+};
+
+//
+//
+//
+
+typedef enum skc_cq_type_e {
+ SKC_CQ_TYPE_IN_ORDER = 0,
+ SKC_CQ_TYPE_OUT_OF_ORDER = CL_QUEUE_OUT_OF_ORDER_EXEC_MODE_ENABLE,
+ SKC_CQ_TYPE_IN_ORDER_PROFILING = (SKC_CQ_TYPE_IN_ORDER | CL_QUEUE_PROFILING_ENABLE),
+ SKC_CQ_TYPE_OUT_OF_ORDER_PROFILING = (SKC_CQ_TYPE_OUT_OF_ORDER | CL_QUEUE_PROFILING_ENABLE),
+} skc_cq_type_e;
+
+//
+// safely creates a generic OpenCL target in very few lines
+//
+
+skc_err
+skc_runtime_cl_create(struct skc_runtime_cl * const runtime_cl,
+ char const * const target_platform_substring,
+ char const * const target_device_substring,
+ cl_context_properties context_properties[]);
+
+skc_err
+skc_runtime_cl_dispose(struct skc_runtime_cl * const runtime_cl);
+
+//
+// create a command queue with the non-deprecated function
+//
+
+cl_command_queue
+skc_runtime_cl_create_cq(struct skc_runtime_cl * const runtime_cl, skc_cq_type_e const type);
+
+//
+//
+//
+
diff --git a/src/compute/skc/runtime_cl_12.c b/src/compute/skc/runtime_cl_12.c
new file mode 100644
index 0000000..fca13ed
--- /dev/null
+++ b/src/compute/skc/runtime_cl_12.c
@@ -0,0 +1,314 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <assert.h>
+
+//
+//
+//
+
+#include "context.h"
+#include "block.h"
+#include "grid.h"
+#include "common/cl/assert_cl.h"
+#include "config_cl.h"
+#include "runtime_cl.h"
+#include "runtime_cl_12.h"
+#include "export_cl_12.h"
+
+//
+//
+//
+
+static
+void
+skc_block_pool_create(struct skc_runtime * const runtime, cl_command_queue cq)
+{
+ // save size
+ runtime->block_pool.size = &runtime->config->block_pool;
+
+ // create block extent
+ skc_extent_pdrw_alloc(runtime,
+ &runtime->block_pool.blocks,
+ runtime->block_pool.size->pool_size *
+ runtime->config->block.bytes);
+
+ // allocate block pool ids
+ skc_extent_pdrw_alloc(runtime,
+ &runtime->block_pool.ids,
+ runtime->block_pool.size->ring_pow2 * sizeof(skc_uint));
+
+ // allocate block pool atomics
+ skc_extent_phr_pdrw_alloc(runtime,
+ &runtime->block_pool.atomics,
+ sizeof(union skc_block_pool_atomic));
+
+ // acquire pool id and atomic initialization kernels
+ cl_kernel k0 = skc_device_acquire_kernel(runtime->device,SKC_DEVICE_KERNEL_ID_BLOCK_POOL_INIT_IDS);
+ cl_kernel k1 = skc_device_acquire_kernel(runtime->device,SKC_DEVICE_KERNEL_ID_BLOCK_POOL_INIT_ATOMICS);
+
+ // init ids
+ cl(SetKernelArg(k0,0,sizeof(runtime->block_pool.ids.drw),&runtime->block_pool.ids.drw));
+ cl(SetKernelArg(k0,1,SKC_CL_ARG(runtime->block_pool.size->pool_size)));
+
+ // the kernel grid is shaped by the target device -- always 2 for atomics
+ skc_device_enqueue_kernel(runtime->device,SKC_DEVICE_KERNEL_ID_BLOCK_POOL_INIT_IDS,
+ cq,k0,runtime->block_pool.size->pool_size,
+ 0,NULL,NULL);
+
+ // init atomics
+ cl(SetKernelArg(k1,0,sizeof(runtime->block_pool.atomics.drw),&runtime->block_pool.atomics.drw));
+ cl(SetKernelArg(k1,1,SKC_CL_ARG(runtime->block_pool.size->pool_size)));
+
+ // the kernel grid is shaped by the target device
+ skc_device_enqueue_kernel(runtime->device,SKC_DEVICE_KERNEL_ID_BLOCK_POOL_INIT_ATOMICS,
+ cq,k1,2,
+ 0,NULL,NULL);
+
+ // kickstart kernel execution
+ cl(Flush(cq));
+
+ // release kernels
+ cl(ReleaseKernel(k0));
+ cl(ReleaseKernel(k1));
+}
+
+static
+void
+skc_block_pool_dispose(struct skc_runtime * const runtime)
+{
+ skc_extent_phr_pdrw_free(runtime,&runtime->block_pool.atomics);
+ skc_extent_pdrw_free (runtime,&runtime->block_pool.ids);
+ skc_extent_pdrw_free (runtime,&runtime->block_pool.blocks);
+}
+
+//
+//
+//
+
+static
+bool
+skc_runtime_yield(struct skc_runtime * const runtime)
+{
+ return skc_scheduler_yield(runtime->scheduler);
+}
+
+static
+void
+skc_runtime_wait(struct skc_runtime * const runtime)
+{
+ skc_scheduler_wait(runtime->scheduler);
+}
+
+//
+//
+//
+
+skc_err
+skc_runtime_cl_12_create(struct skc_context * const context,
+ char const * const target_platform_substring,
+ char const * const target_device_substring,
+ cl_context_properties context_properties[])
+{
+ // allocate the runtime
+ struct skc_runtime * const runtime = malloc(sizeof(*runtime));
+
+ // acquire OpenCL ids and context for target device
+ skc_err err = skc_runtime_cl_create(&runtime->cl,
+ target_platform_substring,
+ target_device_substring,
+ context_properties);
+
+ // create device
+ skc_device_create(runtime);
+
+ // create the host and device allocators
+ skc_allocator_host_create(runtime);
+ skc_allocator_device_create(runtime);
+
+ // how many slots in the scheduler?
+ runtime->scheduler = skc_scheduler_create(runtime,runtime->config->scheduler.size);
+
+ // allocate deps structure
+ runtime->deps = skc_grid_deps_create(runtime,
+ runtime->scheduler,
+ runtime->config->block_pool.pool_size);
+
+ // initialize cq pool
+ skc_cq_pool_create(runtime,
+ &runtime->cq_pool,
+ runtime->config->cq_pool.type,
+ runtime->config->cq_pool.size);
+
+ // acquire in-order cq
+ cl_command_queue cq = skc_runtime_acquire_cq_in_order(runtime);
+
+ // initialize block pool
+ skc_block_pool_create(runtime,cq);
+
+ // intialize handle pool
+ skc_handle_pool_create(runtime,
+ &runtime->handle_pool,
+ runtime->config->handle_pool.size,
+ runtime->config->handle_pool.width,
+ runtime->config->handle_pool.recs);
+
+ //
+ // initialize pfns
+ //
+ // FIXME -- at this point we will have identified which device we've
+ // targeted and will load a DLL (or select from a built-in library)
+ // that contains all the pfns.
+ //
+ context->runtime = runtime;
+
+ context->yield = skc_runtime_yield;
+ context->wait = skc_runtime_wait;
+
+ context->path_builder = skc_path_builder_cl_12_create;
+ context->path_retain = skc_runtime_path_host_retain;
+ context->path_release = skc_runtime_path_host_release;
+ context->path_flush = skc_runtime_path_host_flush;
+
+ context->raster_builder = skc_raster_builder_cl_12_create;
+ context->raster_retain = skc_runtime_raster_host_retain;
+ context->raster_release = skc_runtime_raster_host_release;
+ context->raster_flush = skc_runtime_raster_host_flush;
+
+ context->composition = skc_composition_cl_12_create;
+ context->styling = skc_styling_cl_12_create;
+
+ context->surface = skc_surface_cl_12_create;
+
+ // block on pool creation
+ cl(Finish(cq));
+
+ // dispose of in-order cq
+ skc_runtime_release_cq_in_order(runtime,cq);
+
+ return err;
+};
+
+//
+//
+//
+
+skc_err
+skc_runtime_cl_12_dispose(struct skc_context * const context)
+{
+ //
+ // FIXME -- incomplete
+ //
+ fprintf(stderr,"%s incomplete!\n",__func__);
+
+ struct skc_runtime * runtime = context->runtime;
+
+ skc_allocator_device_dispose(runtime);
+ skc_allocator_host_dispose(runtime);
+
+ skc_scheduler_dispose(context->runtime,context->runtime->scheduler);
+
+ skc_grid_deps_dispose(context->runtime->deps);
+
+ skc_cq_pool_dispose(runtime,&runtime->cq_pool);
+
+ skc_block_pool_dispose(context->runtime);
+
+ // skc_handle_pool_dispose(context->runtime);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+// TEMPORARY BENCHMARK
+//
+
+#if 1
+
+#include <windows.h>
+
+#define SKC_FRAMES_MASK 0x7F
+#define SKC_FRAMES (SKC_FRAMES_MASK + 1)
+
+void
+skc_runtime_cl_12_debug(struct skc_context * const context)
+{
+#ifdef NDEBUG
+ static skc_uint frames=0;
+ static LARGE_INTEGER StartingTime={0}, EndingTime;
+
+ if ((frames++ & SKC_FRAMES_MASK) != SKC_FRAMES_MASK)
+ return;
+
+ QueryPerformanceCounter(&EndingTime);
+
+ LARGE_INTEGER ElapsedMicroseconds, Frequency;
+
+ ElapsedMicroseconds.QuadPart = EndingTime.QuadPart - StartingTime.QuadPart;
+
+ QueryPerformanceFrequency(&Frequency);
+
+ double const msecs_total = 1000.0 * ElapsedMicroseconds.QuadPart / Frequency.QuadPart;
+ double const msecs_frame = msecs_total / SKC_FRAMES;
+
+ printf("Frames / Total / Per : %u / %.3f / %.3f\n",
+ SKC_FRAMES,msecs_total,msecs_frame);
+#endif
+
+ struct skc_runtime * const runtime = context->runtime;
+
+ // acquire out-of-order cq
+ cl_command_queue cq = skc_runtime_acquire_cq_in_order(runtime);
+
+ // copy atomics to host
+ skc_extent_phr_pdrw_read(&runtime->block_pool.atomics,cq,NULL);
+
+ // block until complete
+ cl(Finish(cq));
+
+ // dispose of out-of-order cq
+ skc_runtime_release_cq_in_order(runtime,cq);
+
+ union skc_block_pool_atomic const * const bp_atomic = runtime->block_pool.atomics.hr;
+
+ skc_uint const available = bp_atomic->writes - bp_atomic->reads;
+ skc_uint const inuse = runtime->config->block_pool.pool_size - available;
+
+ fprintf(stderr,"w/r/f/a: %9u - %9u = %9u : %6.2f MB\n",
+ bp_atomic->writes,
+ bp_atomic->reads,
+ available,
+ (inuse * runtime->config->block.bytes) / (1024.0*1024.0));
+
+ if (available >= (1<<27))
+ {
+ fprintf(stderr,"block pool corrupted!\n");
+ exit(-1);
+ }
+
+ //
+ //
+ //
+#ifdef NDEBUG
+ QueryPerformanceCounter(&StartingTime);
+#endif
+}
+
+#endif
+
+//
+//
+//
+
diff --git a/src/compute/skc/runtime_cl_12.h b/src/compute/skc/runtime_cl_12.h
new file mode 100644
index 0000000..7e7ffcb
--- /dev/null
+++ b/src/compute/skc/runtime_cl_12.h
@@ -0,0 +1,177 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "runtime.h"
+#include "runtime_cl.h"
+#include "cq_pool_cl.h"
+#include "handle_pool_cl_12.h"
+#include "block_pool_cl_12.h"
+#include "allocator_device_cl.h"
+
+//
+// FIXME -- two parts:
+//
+// 1. directly access the structures in the runtime sub-struct implementations
+// 2. possibly wall off the non-platform-specific structs into a sub structure
+//
+
+struct skc_runtime
+{
+ //
+ // state visible to device
+ //
+ struct skc_runtime_cl cl;
+
+ struct {
+ struct skc_allocator_host host;
+ struct skc_allocator_device device;
+ } allocator;
+
+ struct skc_cq_pool cq_pool;
+
+ struct skc_block_pool block_pool;
+
+ struct skc_handle_pool handle_pool;
+
+ //
+ // state that is slightly opaque (for now)
+ //
+ struct skc_scheduler * scheduler;
+
+ struct skc_grid_deps * deps;
+
+ struct skc_config const * config; // FIXME: config will be determined by device with some opportunities to resize
+
+ struct skc_device * device; // opaque bundle of kernels
+};
+
+//
+// Creation and disposal intitializes context and may rely on other
+// context resources like the scheduler
+//
+
+skc_err
+skc_runtime_cl_12_create(struct skc_context * const context,
+ char const * const target_platform_substring,
+ char const * const target_device_substring,
+ cl_context_properties context_properties[]);
+
+skc_err
+skc_runtime_cl_12_dispose(struct skc_context * const context);
+
+//
+// HOST HANDLE RETAIN/RELEASE/FLUSH
+//
+
+skc_err
+skc_runtime_path_host_retain(struct skc_runtime * const runtime,
+ skc_path_t const * paths,
+ uint32_t count);
+
+skc_err
+skc_runtime_raster_host_retain(struct skc_runtime * const runtime,
+ skc_raster_t const * rasters,
+ uint32_t count);
+
+
+skc_err
+skc_runtime_path_host_release(struct skc_runtime * const runtime,
+ skc_path_t const * paths,
+ uint32_t count);
+
+skc_err
+skc_runtime_raster_host_release(struct skc_runtime * const runtime,
+ skc_raster_t const * rasters,
+ uint32_t count);
+
+
+skc_err
+skc_runtime_path_host_flush(struct skc_runtime * const runtime,
+ skc_path_t const * paths,
+ uint32_t count);
+
+skc_err
+skc_runtime_raster_host_flush(struct skc_runtime * const runtime,
+ skc_raster_t const * rasters,
+ uint32_t count);
+
+//
+// DEVICE/PIPELINE HANDLE ACQUIRE/RETAIN/RELEASE
+//
+// The retain operations pre-validate handles
+//
+
+skc_handle_t
+skc_runtime_handle_device_acquire(struct skc_runtime * const runtime);
+
+skc_err
+skc_runtime_handle_device_validate_retain(struct skc_runtime * const runtime,
+ skc_typed_handle_type_e const handle_type,
+ skc_typed_handle_t const * typed_handles,
+ uint32_t count);
+
+void
+skc_runtime_handle_device_retain(struct skc_runtime * const runtime,
+ skc_handle_t const * handles,
+ uint32_t count);
+
+void
+skc_runtime_path_device_release(struct skc_runtime * const runtime,
+ skc_handle_t const * handles,
+ uint32_t count);
+
+void
+skc_runtime_raster_device_release(struct skc_runtime * const runtime,
+ skc_handle_t const * handles,
+ uint32_t count);
+
+//
+// We only use in-order command queues in the pipeline
+//
+
+cl_command_queue
+skc_runtime_acquire_cq_in_order(struct skc_runtime * const runtime);
+
+void
+skc_runtime_release_cq_in_order(struct skc_runtime * const runtime,
+ cl_command_queue cq);
+
+//
+// DEVICE MEMORY ALLOCATION
+//
+
+cl_mem
+skc_runtime_device_perm_alloc(struct skc_runtime * const runtime,
+ cl_mem_flags const flags,
+ size_t const size);
+
+void
+skc_runtime_device_perm_free(struct skc_runtime * const runtime,
+ cl_mem const mem);
+
+cl_mem
+skc_runtime_device_temp_alloc(struct skc_runtime * const runtime,
+ cl_mem_flags const flags,
+ size_t const size,
+ skc_subbuf_id_t * const subbuf_id,
+ size_t * const subbuf_size);
+
+void
+skc_runtime_device_temp_free(struct skc_runtime * const runtime,
+ cl_mem const mem,
+ skc_subbuf_id_t const subbuf_id);
+
+//
+//
+//
diff --git a/src/compute/skc/scheduler.cpp b/src/compute/skc/scheduler.cpp
new file mode 100644
index 0000000..1099deb
--- /dev/null
+++ b/src/compute/skc/scheduler.cpp
@@ -0,0 +1,505 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// There is either no or limited support for C11 atomics in the C
+// compilers we're targeting so, for now, implement this in C++11
+//
+
+//
+// FIXME -- get rid of the extent and have supplicants bring their own
+// task structure with a known base structure
+//
+
+extern "C" {
+
+#include "scheduler.h"
+#include "runtime_cl_12.h" // FIXME -- all allocations are extent structures
+
+}
+
+//
+// SUPER-IMPORTANT:
+//
+// THIS LOW-LEVEL SCHEDULER ASSUMES THERE ARE A MAXIMUM NUMBER OF
+// PIPELINE GRIDS ACTIVE AT ANY TIME
+//
+// THIS IS A SAFE INVARIANT BECAUSE WE CONTROL THE VARIOUS POOL SIZE
+// KNOBS AT CONTEXT CONFIGURATION TIME
+//
+// TRANSLATION: DO NOT LARD UP THIS IMPLEMENTATION WITH WELL-INTENDED
+// BUT ENTIRELY UNNECESSARY LOGIC
+//
+
+#include <mutex>
+#include <condition_variable>
+
+//
+// GRID STATES
+//
+
+typedef enum skc_scheduler_command_state {
+
+ SKC_SCHEDULER_COMMAND_STATE_READY,
+ SKC_SCHEDULER_COMMAND_STATE_WAITING,
+ SKC_SCHEDULER_COMMAND_STATE_EXECUTING,
+ SKC_SCHEDULER_COMMAND_STATE_COMPLETED,
+
+ SKC_SCHEDULER_COMMAND_STATE_COUNT
+
+} skc_scheduler_command_state;
+
+//
+//
+//
+
+struct skc_scheduler_command
+{
+ void * data;
+ skc_scheduler_command_pfn pfn;
+ skc_scheduler_command_state state;
+ char const * name;
+};
+
+#if 0
+struct skc_scheduler_command
+{
+ union {
+ struct scheduler * scheduler;
+ struct skc_scheduler_command * next;
+ };
+ skc_scheduler_command_pfn pfn;
+};
+#endif
+
+//
+//
+//
+
+struct skc_scheduler
+{
+ //
+ // FIXME -- consider adding a backpointer to the runtime or other
+ // critical state
+ //
+
+ struct skc_scheduler_command * extent;
+
+ struct {
+ std::mutex mutex;
+
+ skc_ushort * indices;
+ skc_uint rem;
+ } available;
+
+ struct {
+ std::mutex mutex;
+ std::condition_variable condvar;
+
+ skc_ushort * indices;
+ skc_uint size;
+ skc_uint head;
+ skc_uint tail;
+ } waiting;
+};
+
+//
+//
+//
+
+#if 1
+#define SKC_SCHEDULER_EXECUTE(sc) \
+ sc->pfn(sc->data)
+#else
+#define SKC_SCHEDULER_EXECUTE(sc) \
+ fprintf(stderr,"EXECUTE+ %s\n",sc->name); \
+ sc->pfn(sc->data); \
+ fprintf(stderr,"EXECUTE- %s\n",sc->name);
+#endif
+
+//
+//
+//
+
+struct skc_scheduler *
+skc_scheduler_create(struct skc_runtime * const runtime, skc_uint const size)
+{
+ // allocate scheduler
+ struct skc_scheduler * scheduler = (struct skc_scheduler*)
+ skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(*scheduler));
+
+ // execute various std:atomic constructors
+ new (scheduler) skc_scheduler();
+
+ // initialize members
+ scheduler->extent = (struct skc_scheduler_command*)
+ skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,(sizeof(*scheduler->extent) * size));
+
+ scheduler->available.indices = (skc_ushort*)
+ skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(*scheduler->available.indices) * size);
+
+ scheduler->available.rem = size;
+
+ scheduler->waiting.indices = (skc_ushort*)
+ skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(*scheduler->available.indices) * (size + 1));
+
+ scheduler->waiting.size = size + 1; // the ring has an extra slot
+ scheduler->waiting.head = 0;
+ scheduler->waiting.tail = 0;
+
+ for (skc_uint ii=0; ii<size; ii++)
+ scheduler->available.indices[ii] = ii;
+
+ return scheduler;
+}
+
+void
+skc_scheduler_dispose(struct skc_runtime * const runtime,
+ struct skc_scheduler * const scheduler)
+{
+ // free members
+ skc_runtime_host_perm_free(runtime,scheduler->waiting.indices);
+ skc_runtime_host_perm_free(runtime,scheduler->available.indices);
+ skc_runtime_host_perm_free(runtime,scheduler->extent);
+
+ // execute various std:atomic destructors
+ scheduler->~skc_scheduler();
+
+ // free struct
+ skc_runtime_host_perm_free(runtime,scheduler);
+}
+
+//
+//
+//
+
+static
+skc_scheduler_command_t
+skc_scheduler_acquire(struct skc_scheduler * const scheduler,
+ skc_scheduler_command_pfn pfn,
+ void * data,
+ char const * name)
+{
+ skc_scheduler_command_t command = SKC_SCHEDULER_COMMAND_INVALID;
+
+ {
+ // mutex lock
+ std::lock_guard<std::mutex> lock(scheduler->available.mutex);
+
+ // get first available index
+ if (scheduler->available.rem > 0)
+ command = scheduler->available.indices[--scheduler->available.rem];
+
+ // mutex unlock
+ }
+
+ if (command != SKC_SCHEDULER_COMMAND_INVALID)
+ {
+ // initialize command
+ struct skc_scheduler_command * const sc = scheduler->extent + command;
+
+ sc->pfn = pfn;
+ sc->data = data;
+ sc->name = name;
+ sc->state = SKC_SCHEDULER_COMMAND_STATE_READY;
+ }
+
+ // return command handle
+ return command;
+}
+
+//
+//
+//
+
+static
+void
+skc_scheduler_release(struct skc_scheduler * const scheduler,
+ skc_scheduler_command_t const command)
+{
+ // mutex lock
+ std::lock_guard<std::mutex> lock(scheduler->available.mutex);
+
+ // get first available index
+ scheduler->available.indices[scheduler->available.rem++] = command;
+
+ // mutex unlock
+}
+
+//
+//
+//
+
+static
+void
+skc_scheduler_append(struct skc_scheduler * const scheduler,
+ skc_scheduler_command_t const command)
+{
+ scheduler->extent[command].state = SKC_SCHEDULER_COMMAND_STATE_WAITING;
+
+ {
+ // mutex unique lock (locks on construction)
+ std::unique_lock<std::mutex> lock(scheduler->waiting.mutex);
+
+ // note that we guarantee there is always room to store the command
+
+ // append index to ring
+ scheduler->waiting.indices[scheduler->waiting.tail] = command;
+
+ // update last
+ if (++scheduler->waiting.tail == scheduler->waiting.size)
+ scheduler->waiting.tail = 0;
+
+ // mutex unlock
+ }
+
+ // signal condvar
+ scheduler->waiting.condvar.notify_one();
+}
+
+//
+//
+//
+
+skc_scheduler_command_t
+skc_scheduler_schedule(struct skc_scheduler * const scheduler,
+ skc_scheduler_command_pfn const pfn,
+ void * data,
+ char const * const name)
+{
+ while (true)
+ {
+ skc_scheduler_command_t const command = skc_scheduler_acquire(scheduler,pfn,data,name);
+
+ if (command != SKC_SCHEDULER_COMMAND_INVALID)
+ {
+ skc_scheduler_append(scheduler,command);
+
+ return command;
+ }
+ else
+ {
+ skc_scheduler_wait(scheduler);
+ }
+ }
+}
+
+//
+// try to pop but don't wait
+//
+
+static
+void
+skc_scheduler_pop(struct skc_scheduler * const scheduler,
+ skc_scheduler_command_t * const command)
+{
+ *command = SKC_SCHEDULER_COMMAND_INVALID;
+
+ // mutex lock
+ std::unique_lock<std::mutex> lock(scheduler->waiting.mutex);
+
+ if (scheduler->waiting.head != scheduler->waiting.tail)
+ {
+ // get index at first
+ *command = scheduler->waiting.indices[scheduler->waiting.head];
+
+ // update first
+ if (++scheduler->waiting.head == scheduler->waiting.size)
+ scheduler->waiting.head = 0;
+ }
+
+ // mutex unlock
+}
+
+static
+void
+skc_scheduler_pop_wait(struct skc_scheduler * const scheduler,
+ skc_scheduler_command_t * const command)
+{
+ // mutex unique lock -- locks on construction
+ std::unique_lock<std::mutex> lock(scheduler->waiting.mutex);
+
+ // wait for command
+ scheduler->waiting.condvar.wait(lock,[scheduler] {
+ return scheduler->waiting.head != scheduler->waiting.tail;
+ });
+
+ // get index at first
+ *command = scheduler->waiting.indices[scheduler->waiting.head];
+
+ // update first
+ if (++scheduler->waiting.head == scheduler->waiting.size)
+ scheduler->waiting.head = 0;
+
+ // mutex unlock
+}
+
+//
+//
+//
+
+static
+void
+skc_scheduler_command_execute(struct skc_scheduler_command * const sc)
+{
+ sc->state = SKC_SCHEDULER_COMMAND_STATE_EXECUTING;
+
+ SKC_SCHEDULER_EXECUTE(sc);
+
+ sc->state = SKC_SCHEDULER_COMMAND_STATE_COMPLETED;
+}
+
+static
+void
+skc_scheduler_execute(struct skc_scheduler * const scheduler,
+ skc_scheduler_command_t const command)
+
+{
+ // execute
+ skc_scheduler_command_execute(scheduler->extent + command);
+
+ // release
+ skc_scheduler_release(scheduler,command);
+}
+
+//
+// drain the scheduler
+//
+
+skc_bool
+skc_scheduler_yield(struct skc_scheduler * const scheduler) // wait for 0 or more completed grids
+{
+ // fprintf(stderr,"YIELD+\n");
+
+ while (true)
+ {
+ skc_scheduler_command_t command;
+
+ skc_scheduler_pop(scheduler,&command);
+
+ if (command == SKC_SCHEDULER_COMMAND_INVALID) {
+ // fprintf(stderr,"YIELD!\n");
+ return false;
+ }
+
+ // otherwise execute the completion record
+ skc_scheduler_execute(scheduler,command);
+ }
+
+ // fprintf(stderr,"YIELD-\n");
+
+ return true;
+}
+
+//
+// wait for at least one grid to complete
+//
+
+void
+skc_scheduler_wait(struct skc_scheduler * const scheduler)
+{
+ // fprintf(stderr,"WAIT+\n");
+
+ skc_scheduler_command_t command;
+
+ // wait for a completion record
+ skc_scheduler_pop_wait(scheduler,&command);
+
+ // execute the completion record
+ skc_scheduler_execute(scheduler,command);
+
+ // process remaining
+ skc_scheduler_yield(scheduler);
+
+ // fprintf(stderr,"WAIT-\n");
+}
+
+//
+// wait for one grid to complete
+//
+
+void
+skc_scheduler_wait_one(struct skc_scheduler * const scheduler)
+{
+ // fprintf(stderr,"WAIT1+\n");
+
+ skc_scheduler_command_t command;
+
+ // wait for a completion record
+ skc_scheduler_pop_wait(scheduler,&command);
+
+ // execute the completion record
+ skc_scheduler_execute(scheduler,command);
+
+ // fprintf(stderr,"WAIT1-\n");
+}
+
+//
+//
+//
+
+#if 0
+
+//
+// wait for a specific grid to complete
+//
+// true : success
+// false : command wasn't started
+//
+// FIXME -- get rid of this idiom
+//
+
+skc_bool
+skc_scheduler_wait_for(struct skc_scheduler * const scheduler,
+ skc_scheduler_command_t const command)
+{
+ struct skc_scheduler_command * const sc = scheduler->extent + command;
+
+ // command not started
+ if (sc->state == SKC_SCHEDULER_COMMAND_STATE_READY)
+ return false; // SKC_ERR_COMMAND_NOT_STARTED;
+
+ // command is already complete
+ if (sc->state == SKC_SCHEDULER_COMMAND_STATE_COMPLETED)
+ return true; // SKC_ERR_SUCCESS;
+
+ // force wip grids to start
+ // skc_grid_force(grid_wait_for);
+
+ // otherwise, wait!
+ while (true)
+ {
+ skc_scheduler_command_t next;
+
+ // wait for a completion record
+ skc_scheduler_pop_wait(scheduler,&next);
+
+ // execute the completion record
+ skc_scheduler_execute(scheduler,next);
+
+ // return if this was a match
+ if (next == command)
+ return true; // SKC_ERR_SUCCESS;
+ }
+}
+
+//
+//
+//
+
+void
+skc_thread_sleep(skc_ulong const msecs)
+{
+ std::this_thread::sleep_for(std::chrono::milliseconds(msecs));
+}
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/scheduler.h b/src/compute/skc/scheduler.h
new file mode 100644
index 0000000..334cb0f
--- /dev/null
+++ b/src/compute/skc/scheduler.h
@@ -0,0 +1,115 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+// FIXME -- make the scheduler even more lightweight than it is. Move
+// to an idiom where the scheduled task brings its own state instead
+// of relying on an internal table. This will make it possible to
+// reliably report the task's lifecycle and terminating state.
+//
+
+#include "types.h"
+
+//
+//
+//
+
+#define SKC_SCHEDULER_SCHEDULE(s,c,d) skc_scheduler_schedule(s,c,d,#c)
+
+#ifndef NDEBUG
+
+#include <stdio.h>
+
+#define SKC_SCHEDULER_WAIT_WHILE(s,p) \
+ while (p) { \
+ fprintf(stderr,"WAITING ON: " #p "\n"); \
+ skc_scheduler_wait(s); \
+ }
+#else
+#define SKC_SCHEDULER_WAIT_WHILE(s,p) \
+ while (p) { \
+ skc_scheduler_wait(s); \
+ }
+#endif
+
+//
+//
+//
+
+#ifndef NDEBUG
+#define SKC_CL_CB(s) fprintf(stderr,"CB+ %s = %d\n",__func__,s)
+#else
+#include <stdio.h>
+#define SKC_CL_CB(s)
+#endif
+
+//
+//
+//
+
+#define SKC_SCHEDULER_COMMAND_INVALID SKC_UINT_MAX
+
+typedef skc_uint skc_scheduler_command_t;
+
+typedef void (* skc_scheduler_command_pfn)(void * data);
+
+//
+//
+//
+
+struct skc_scheduler *
+skc_scheduler_create(struct skc_runtime * const runtime, skc_uint const size);
+
+void
+skc_scheduler_dispose(struct skc_runtime * const runtime,
+ struct skc_scheduler * const scheduler);
+
+
+//
+//
+//
+
+skc_scheduler_command_t
+skc_scheduler_schedule(struct skc_scheduler * const scheduler,
+ skc_scheduler_command_pfn const pfn,
+ void * data,
+ char const * const name);
+
+//
+//
+//
+
+skc_bool
+skc_scheduler_yield(struct skc_scheduler * const scheduler);
+
+void
+skc_scheduler_wait(struct skc_scheduler * const scheduler);
+
+void
+skc_scheduler_wait_one(struct skc_scheduler * const scheduler);
+
+//
+// FIXME -- get rid of these
+//
+
+#if 0
+
+skc_bool
+skc_scheduler_wait_for(struct skc_scheduler * const scheduler,
+ skc_scheduler_command_t const command);
+
+void
+skc_thread_sleep(skc_ulong const msecs);
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/segment_ttck.cl b/src/compute/skc/segment_ttck.cl
new file mode 100644
index 0000000..6ac068b
--- /dev/null
+++ b/src/compute/skc/segment_ttck.cl
@@ -0,0 +1,131 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// NOTE THAT THE SEGMENT TTCK KERNEL IS ENTIRELY DEPENDENT ON THE
+// LAYOUT OF THE TTCK KEY. IF THE TTCK KEY IS ALTERED THEN THIS
+// KERNEL WILL NEED TO BE UPDATED
+//
+
+#include <hs/cl/gen9/hs_cl_macros.h>
+
+#include "atomic_cl.h"
+#include "tile.h"
+
+//
+//
+//
+
+#define HS_KEYS_PER_SLAB (HS_KEYS_PER_LANE * HS_LANES_PER_WARP)
+#define HS_LANE_MASK (HS_LANES_PER_WARP - 1)
+
+//
+//
+//
+
+#define SKC_YX_NEQ(row,prev) \
+ (((as_uint2(r##row).hi ^ as_uint2(r##prev).hi) & SKC_TTCK_HI_MASK_YX) != 0)
+
+//
+//
+//
+
+__kernel
+__attribute__((intel_reqd_sub_group_size(HS_LANES_PER_WARP)))
+void
+skc_kernel_segment_ttck(__global HS_KEY_TYPE * SKC_RESTRICT const vout,
+ __global uint * SKC_RESTRICT const indices,
+ __global SKC_ATOMIC_UINT volatile * SKC_RESTRICT const atomics)
+{
+ uint const global_id = get_global_id(0);
+ uint const gmem_base = (global_id >> HS_LANES_PER_WARP_LOG2) * HS_KEYS_PER_SLAB;
+ uint const gmem_idx = gmem_base + (global_id & HS_LANE_MASK);
+ uint const lane_idx = gmem_base + (global_id & HS_LANE_MASK) * HS_KEYS_PER_LANE;
+
+ //
+ // LOAD ALL THE ROWS
+ //
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ HS_KEY_TYPE const r##row = (vout + gmem_idx)[prev * HS_LANES_PER_WARP];
+
+ HS_SLAB_ROWS();
+
+ //
+ // LOAD LAST REGISTER FROM COLUMN TO LEFT
+ //
+ uint diffs = 0;
+ uint2 r0 = r1;
+
+ if (gmem_base > 0) {
+ // if this is the first key in any slab but the first then it
+ // broadcast loads the last key in previous slab
+ r0.hi = as_uint2(vout[gmem_base - 1]).hi;
+ } else if (get_sub_group_local_id() == 0) {
+ // if this is the first lane in the first slab
+ diffs = 1;
+ }
+
+ // now shuffle in the last key from the column to the left
+ r0.hi = intel_sub_group_shuffle_up(r0.hi,as_uint2(HS_REG_LAST(r)).hi,1);
+
+ //
+ // FIND ALL DIFFERENCES IN SLAB
+ //
+ uint valid = 0;
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ valid |= ((r##row != SKC_ULONG_MAX) << prev);
+
+ HS_SLAB_ROWS();
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ diffs |= (SKC_YX_NEQ(row,prev) << prev);
+
+ HS_SLAB_ROWS();
+
+ //
+ // SUM UP THE DIFFERENCES
+ //
+ uint const valid_diffs = valid & diffs;
+ uint const count = popcount(valid_diffs);
+ uint const inclusive = sub_group_scan_inclusive_add(count);
+ uint const exclusive = inclusive - count;
+
+ //
+ // RESERVE SPACE IN THE INDICES ARRAY
+ //
+ uint next = 0;
+
+ if (get_sub_group_local_id() == HS_LANES_PER_WARP-1)
+ next = atomic_add(atomics+1,inclusive); // FIXME -- need a symbolic offset
+
+ // distribute base across subgroup
+ next = exclusive + sub_group_broadcast(next,HS_LANES_PER_WARP-1);
+
+ //
+ // STORE THE INDICES
+ //
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ if (valid_diffs & (1 << prev)) \
+ indices[next++] = lane_idx + prev;
+
+ HS_SLAB_ROWS();
+
+ //
+ // TRANSPOSE THE SLAB AND STORE IT
+ //
+ HS_TRANSPOSE_SLAB();
+}
+
+//
+//
+//
diff --git a/src/compute/skc/segment_ttrk.cl b/src/compute/skc/segment_ttrk.cl
new file mode 100644
index 0000000..28a9557
--- /dev/null
+++ b/src/compute/skc/segment_ttrk.cl
@@ -0,0 +1,396 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// NOTE THAT THE SEGMENT TTRK KERNEL IS ENTIRELY DEPENDENT ON THE
+// LAYOUT OF THE TTRK KEY. IF THE TTRK KEY IS ALTERED THEN THIS
+// KERNEL WILL NEED TO BE UPDATED
+//
+
+#include <hs/cl/gen9/hs_cl_macros.h>
+
+#include "tile.h"
+#include "raster_builder_cl_12.h" // need meta_in structure
+#include "device_cl_12_gen9.h"
+
+//
+//
+//
+
+#define HS_KEYS_PER_SLAB (HS_KEYS_PER_LANE * HS_LANES_PER_WARP)
+#define HS_LANE_MASK (HS_LANES_PER_WARP - 1)
+
+//
+// THE BEST TYPE TO ZERO SMEM
+//
+
+#define SKC_ZERO_TYPE ulong
+#define SKC_ZERO_WORDS 2
+
+//
+// THE ORDER OF COMPONENTS IS:
+//
+// 0: blocks
+// 1: offset
+// 2: pk
+// 3: rk
+//
+
+#if (HS_KEYS_PER_SLAB < 256)
+
+#define SKC_META_TYPE uint
+#define SKC_META_WORDS 1
+
+#define SKC_COMPONENT_TYPE uchar
+
+#else
+
+#define SKC_META_TYPE uint2
+#define SKC_META_WORDS 2
+
+#define SKC_COMPONENT_TYPE ushort
+
+#endif
+
+//
+//
+//
+
+#if ( SKC_TTRK_HI_BITS_COHORT <= 8)
+#define SKC_COHORT_TYPE uchar
+#else
+#define SKC_COHORT_TYPE ushort
+#endif
+
+//
+//
+//
+
+#define SKC_COHORT_ID(row) \
+ as_uint2(r##row).hi >> SKC_TTRK_HI_OFFSET_COHORT
+
+//
+// FIXME -- THIS WILL BREAK IF EITHER THE YX BITS OR OFFSET ARE CHANGED
+//
+
+#define SKC_IS_BLOCK(row) \
+ ((as_uint2(r##row).lo & SKC_DEVICE_SUBBLOCKS_PER_BLOCK_MASK) == 0)
+
+#define SKC_YX(row,prev) \
+ (as_uint2(r##row).hi ^ as_uint2(r##prev).hi)
+
+#define SKC_IS_PK(row,prev) \
+ ((uint)(SKC_YX(row,prev) - 1) < SKC_TTRK_HI_MASK_X)
+
+//
+// COHORT SIZE IS ALWAYS A POWER-OF-TWO
+// SUBGROUP SIZE IS ALWAYS A POWER-OF-TWO
+//
+// COHORT SIZE >= SUBGROUP SIZE
+//
+
+#define SKC_COHORT_SIZE (1<<SKC_TTRK_HI_BITS_COHORT)
+
+#define SKC_ZERO_RATIO (SKC_ZERO_WORDS / SKC_META_WORDS)
+#define SKC_META_ZERO_COUNT (SKC_COHORT_SIZE * sizeof(SKC_META_TYPE) / sizeof(SKC_ZERO_TYPE))
+#define SKC_META_ZERO_REM (SKC_META_ZERO_COUNT & SKC_BITS_TO_MASK(HS_LANES_PER_WARP_LOG2))
+
+#define SKC_META_COMPONENTS 4
+#define SKC_META_COMPONENT_COUNT (SKC_COHORT_SIZE * sizeof(SKC_META_TYPE) / sizeof(SKC_COMPONENT_TYPE))
+
+//
+//
+//
+
+__kernel
+__attribute__((intel_reqd_sub_group_size(HS_LANES_PER_WARP)))
+void
+skc_kernel_segment_ttrk(__global HS_KEY_TYPE * SKC_RESTRICT const vout,
+ __global uint * SKC_RESTRICT const metas)
+{
+ __local union
+ {
+ SKC_META_TYPE volatile m[SKC_COHORT_SIZE];
+ SKC_ZERO_TYPE z[SKC_META_ZERO_COUNT];
+ SKC_COMPONENT_TYPE c[SKC_META_COMPONENT_COUNT];
+ } shared;
+
+ uint const global_id = get_global_id(0);
+ uint const gmem_base = (global_id >> HS_LANES_PER_WARP_LOG2) * HS_KEYS_PER_SLAB;
+ uint const gmem_idx = gmem_base + (global_id & HS_LANE_MASK);
+ uint const gmem_off = (global_id & HS_LANE_MASK) * HS_KEYS_PER_LANE;
+
+ //
+ // LOAD ALL THE ROWS
+ //
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ HS_KEY_TYPE const r##row = (vout + gmem_idx)[prev * HS_LANES_PER_WARP];
+
+ HS_SLAB_ROWS();
+
+ //
+ // LOAD LAST REGISTER FROM COLUMN TO LEFT
+ //
+ uint diffs = 0;
+ uint2 r0 = 0;
+
+ if (gmem_base > 0) {
+ // if this is the first key in any slab but the first then it
+ // broadcast loads the last key in previous slab
+ r0.hi = as_uint2(vout[gmem_base - 1]).hi;
+ } else {
+ // otherwise broadcast the first key in the first slab
+ r0.hi = sub_group_broadcast(as_uint2(r1).hi,0);
+ // and mark it as an implicit diff
+ if (get_sub_group_local_id() == 0)
+ diffs = 1;
+ }
+
+ // now shuffle in the last key from the column to the left
+ r0.hi = intel_sub_group_shuffle_up(r0.hi,as_uint2(HS_REG_LAST(r)).hi,1);
+
+ // shift away y/x
+ SKC_COHORT_TYPE const c0 = r0.hi >> SKC_TTRK_HI_OFFSET_COHORT;
+
+ //
+ // EXTRACT ALL COHORT IDS EARLY...
+ //
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ SKC_COHORT_TYPE c##row = SKC_COHORT_ID(row);
+
+ HS_SLAB_ROWS();
+
+ //
+ // DEBUG
+ //
+#if 0
+ if (gmem_base == HS_KEYS_PER_SLAB * 7)
+ {
+ if (get_sub_group_local_id() == 0)
+ printf("\n%llX ",as_ulong(r0));
+ else
+ printf("%llX ",as_ulong(r0));
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ if (get_sub_group_local_id() == 0) \
+ printf("\n%llX ",r##row); \
+ else \
+ printf("%llX ",r##row);
+
+ HS_SLAB_ROWS();
+ }
+#endif
+
+ //
+ // CAPTURE ALL CONDITIONS WE CARE ABOUT
+ //
+ // Diffs must be captured before cohorts
+ //
+ uint valid = 0;
+ uint blocks = 0;
+ uint pks = 0;
+ SKC_COHORT_TYPE c_max = 0;
+
+ //
+ // FIXME -- IT'S UNCLEAR IF SHIFTING THE CONDITION CODE VS. AN
+ // EXPLICIT PREDICATE WILL GENERATE THE SAME CODE
+ //
+#if 0
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ diffs |= ((c##row != c##prev) << prev);
+
+ HS_SLAB_ROWS();
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ blocks |= (SKC_IS_BLOCK(row) << prev);
+
+ HS_SLAB_ROWS();
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ pks |= SKC_IS_PK(row,prev) << prev);
+
+ HS_SLAB_ROWS();
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ valid |= ((r##row != SKC_ULONG_MAX) << prev);
+
+ HS_SLAB_ROWS();
+
+#else
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ if (c##row != c##prev) \
+ diffs |= 1<<prev;
+
+ HS_SLAB_ROWS();
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ if (SKC_IS_BLOCK(row)) \
+ blocks |= 1<<prev;
+
+ HS_SLAB_ROWS();
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ if (SKC_IS_PK(row,prev)) \
+ pks |= 1<<prev;
+
+ HS_SLAB_ROWS();
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ if (r##row != SKC_ULONG_MAX) { \
+ valid |= 1<<prev; \
+ c_max = max(c_max,c##row); \
+ }
+
+ HS_SLAB_ROWS();
+
+#endif
+
+ //
+ // TRANSPOSE THE SLAB AND STORE IT
+ //
+ HS_TRANSPOSE_SLAB();
+
+ // the min cohort is the first key in the slab
+ uint const c_min = sub_group_broadcast(c1,0);
+
+ // the max cohort is the max across all lanes
+ c_max = sub_group_reduce_max(c_max);
+
+#if 0 // REMOVE ME LATER
+ if (get_sub_group_local_id() == 0)
+ printf("%3u : ( %3u , %3u )\n",
+ get_global_id(0)>>HS_LANES_PER_WARP_LOG2,c_min,c_max);
+#endif
+
+ //
+ // ZERO SMEM
+ //
+ // zero only the meta info for the cohort ids found in this slab
+ //
+#if (SKC_ZERO_WORDS >= SKC_META_WORDS)
+ uint zz = ((c_min / SKC_ZERO_RATIO) & ~HS_LANE_MASK) + get_sub_group_local_id();
+ uint const zz_max = (c_max + SKC_ZERO_RATIO - 1) / SKC_ZERO_RATIO;
+
+ for (; zz<=zz_max; zz+=HS_LANES_PER_WARP)
+ shared.z[zz] = 0;
+#else
+ // ERROR -- it's highly unlikely that the zero type is smaller than
+ // the meta type
+#error("Unsupported right now...")
+#endif
+
+ //
+ // ACCUMULATE AND STORE META INFO
+ //
+ uint const valid_blocks = valid & blocks;
+ uint const valid_pks = valid & pks & ~diffs;
+ SKC_META_TYPE meta = ( 0 );
+
+#define SKC_META_LOCAL_ADD(meta) \
+ atomic_add(shared.m+HS_REG_LAST(c),meta);
+
+#define SKC_META_LOCAL_STORE(meta,prev) \
+ shared.m[c##prev] = meta;
+
+ // note this is purposefully off by +1
+#define SKC_META_RESET(meta,curr) \
+ meta = ((gmem_off + curr) << 8);
+
+#if 0
+
+ // FIXME -- this can be tweaked to shift directly
+#define SKC_META_ADD(meta,prev,blocks,pks,rks) \
+ meta += ((((blocks >> prev) & 1) ) | \
+ (((pks >> prev) & 1) << 16) | \
+ (((rks >> prev) & 1) << 24));
+
+#else
+
+#define SKC_META_ADD(meta,prev,blocks,pks,rks) \
+ if (blocks & (1<<prev)) \
+ meta += 1; \
+ if (pks & (1<<prev)) \
+ meta += 1<<16; \
+ if (rks & (1<<prev)) \
+ meta += 1<<24;
+
+#endif
+
+#undef HS_SLAB_ROW
+#define HS_SLAB_ROW(row,prev) \
+ if (diffs & (1<<prev)) { \
+ SKC_META_LOCAL_STORE(meta,prev); \
+ SKC_META_RESET(meta,row); \
+ } \
+ SKC_META_ADD(meta,prev, \
+ valid_blocks, \
+ valid_pks, \
+ valid);
+
+ HS_SLAB_ROWS();
+
+ //
+ // ATOMICALLY ADD THE CARRIED OUT METAS
+ //
+#if 0 // BUG
+ if ((valid & (1<<(HS_KEYS_PER_LANE-1))) && (meta != 0))
+ SKC_META_LOCAL_ADD(meta);
+#else
+ if (meta != 0)
+ SKC_META_LOCAL_ADD(meta);
+#endif
+
+ //
+ // NOW ATOMICALLY ADD ALL METAS TO THE GLOBAL META TABLE
+ //
+
+ // convert the slab offset to an extent offset
+ bool const is_offset = (get_sub_group_local_id() & 3) == 1;
+ uint const adjust = is_offset ? gmem_base - 1 : 0;
+
+ //
+ // only process the meta components found in this slab
+ //
+ uint const cc_min = c_min * SKC_META_COMPONENTS;
+ uint const cc_max = c_max * SKC_META_COMPONENTS + SKC_META_COMPONENTS - 1;
+ uint cc = (cc_min & ~HS_LANE_MASK) + get_sub_group_local_id();
+
+ if ((cc >= cc_min) && (cc <= cc_max))
+ {
+ uint const c = shared.c[cc];
+
+ if (c != 0)
+ atomic_add(metas+cc,c+adjust);
+ }
+
+ cc += HS_LANES_PER_WARP;
+
+ for (; cc<=cc_max; cc+=HS_LANES_PER_WARP)
+ {
+ uint const c = shared.c[cc];
+
+ if (c != 0)
+ atomic_add(metas+cc,c+adjust);
+ }
+}
+
+//
+//
+//
diff --git a/src/compute/skc/skc.h b/src/compute/skc/skc.h
new file mode 100644
index 0000000..e46b6a9
--- /dev/null
+++ b/src/compute/skc/skc.h
@@ -0,0 +1,497 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_SKC
+#define SKC_ONCE_SKC
+
+//
+// FIXME -- get rid of these here
+//
+
+#include <stdint.h>
+#include <stdbool.h>
+
+//
+//
+//
+
+#include "skc_styling.h" // FIXME -- skc_styling
+// #include "skc_err.h"
+
+//
+// FIXME -- move errors to an skc prefixed include
+//
+
+typedef enum skc_err {
+
+ SKC_ERR_SUCCESS = 0,
+
+ SKC_ERR_API_BASE = 10000,
+
+ SKC_ERR_NOT_IMPLEMENTED = SKC_ERR_API_BASE,
+
+ SKC_ERR_POOL_EMPTY,
+
+ SKC_ERR_CONDVAR_WAIT,
+
+ SKC_ERR_LAYER_ID_INVALID,
+ SKC_ERR_LAYER_NOT_EMPTY,
+
+ SKC_ERR_TRANSFORM_WEAKREF_INVALID,
+ SKC_ERR_STROKE_STYLE_WEAKREF_INVALID,
+
+ SKC_ERR_COMMAND_NOT_READY,
+ SKC_ERR_COMMAND_NOT_COMPLETED,
+ SKC_ERR_COMMAND_NOT_STARTED,
+
+ SKC_ERR_COMMAND_NOT_READY_OR_COMPLETED,
+
+ SKC_ERR_COMPOSITION_SEALED,
+ SKC_ERR_STYLING_SEALED,
+
+ SKC_ERR_HANDLE_INVALID,
+ SKC_ERR_HANDLE_OVERFLOW,
+
+ SKC_ERR_COUNT
+
+} skc_err;
+
+//
+// SPINEL TYPES
+//
+
+typedef struct skc_context * skc_context_t;
+typedef struct skc_path_builder * skc_path_builder_t;
+typedef struct skc_raster_builder * skc_raster_builder_t;
+
+typedef struct skc_composition * skc_composition_t;
+typedef struct skc_styling * skc_styling_t;
+
+typedef struct skc_surface * skc_surface_t;
+
+#if 0
+typedef struct skc_interop * skc_interop_t;
+typedef uint32_t skc_interop_surface_t;
+#endif
+
+typedef uint32_t skc_path_t;
+typedef uint32_t skc_raster_t;
+
+typedef uint32_t skc_layer_id;
+typedef uint32_t skc_group_id;
+
+typedef uint32_t skc_styling_cmd_t;
+
+typedef uint64_t skc_weakref_t;
+typedef skc_weakref_t skc_transform_weakref_t;
+typedef skc_weakref_t skc_raster_clip_weakref_t;
+
+//
+// FIXME -- bury all of this
+//
+
+#define SKC_STYLING_CMDS(...) _countof(__VA_ARGS__),__VA_ARGS__
+#define SKC_GROUP_IDS(...) _countof(__VA_ARGS__),__VA_ARGS__
+
+//
+//
+//
+
+#define SKC_PATH_INVALID UINT32_MAX
+#define SKC_RASTER_INVALID UINT32_MAX
+#define SKC_WEAKREF_INVALID UINT64_MAX
+
+//
+// TRANSFORM LAYOUT: { sx shx tx shy sy ty w0 w1 }
+//
+
+extern float const * const skc_transform_identity_ptr; // { 1, 0, 0, 0, 1, 0, 0, 0 }
+
+//
+// RASTER CLIP LAYOUT: { x0, y0, x1, y1 }
+//
+
+extern float const * const skc_raster_clip_default_ptr;
+
+//
+// CONTEXT
+//
+
+skc_err
+skc_context_create(skc_context_t * context,
+ char const * target_platform_substring,
+ char const * target_device_substring,
+ intptr_t context_properties[]);
+
+skc_err
+skc_context_retain(skc_context_t context);
+
+skc_err
+skc_context_release(skc_context_t context);
+
+skc_err
+skc_context_reset(skc_context_t context);
+
+//
+// COORDINATED EXTERNAL OPERATIONS
+//
+
+/*
+ Examples include:
+
+ - Transforming an intermediate layer with a blur, sharpen, rotation or scaling kernel.
+ - Subpixel antialiasing using neighboring pixel color and coverage data.
+ - Performing a blit from one region to another region on a surface.
+ - Blitting from one surface to another.
+ - Loading and processing from one region and storing to another region.
+ - Rendezvousing with an external pipeline.
+*/
+
+//
+//
+//
+
+bool
+skc_context_yield(skc_context_t context);
+
+void
+skc_context_wait(skc_context_t context);
+
+//
+// PATH BUILDER
+//
+
+skc_err
+skc_path_builder_create(skc_context_t context, skc_path_builder_t * path_builder);
+
+skc_err
+skc_path_builder_retain(skc_path_builder_t path_builder);
+
+skc_err
+skc_path_builder_release(skc_path_builder_t path_builder);
+
+//
+// PATH OPS
+//
+
+skc_err
+skc_path_begin(skc_path_builder_t path_builder);
+
+skc_err
+skc_path_end(skc_path_builder_t path_builder, skc_path_t * path);
+
+skc_err
+skc_path_retain(skc_context_t context, skc_path_t const * paths, uint32_t count);
+
+skc_err
+skc_path_release(skc_context_t context, skc_path_t const * paths, uint32_t count);
+
+skc_err
+skc_path_flush(skc_context_t context, skc_path_t const * paths, uint32_t count);
+
+//
+// PATH SEGMENT OPS
+//
+
+//
+// FIXME -- we need a bulk/vectorized path segment operation
+//
+
+skc_err
+skc_path_move_to(skc_path_builder_t path_builder,
+ float x0, float y0);
+
+skc_err
+skc_path_close(skc_path_builder_t path_builder);
+
+skc_err
+skc_path_line_to(skc_path_builder_t path_builder,
+ float x1, float y1);
+
+skc_err
+skc_path_cubic_to(skc_path_builder_t path_builder,
+ float x1, float y1,
+ float x2, float y2,
+ float x3, float y3);
+
+skc_err
+skc_path_cubic_smooth_to(skc_path_builder_t path_builder,
+ float x2, float y2,
+ float x3, float y3);
+
+skc_err
+skc_path_quad_to(skc_path_builder_t path_builder,
+ float x1, float y1,
+ float x2, float y2);
+
+skc_err
+skc_path_quad_smooth_to(skc_path_builder_t path_builder,
+ float x2, float y2);
+
+skc_err
+skc_path_ellipse(skc_path_builder_t path_builder,
+ float cx, float cy,
+ float rx, float ry);
+
+//
+// RASTER BUILDER
+//
+
+skc_err
+skc_raster_builder_create(skc_context_t context, skc_raster_builder_t * raster_builder);
+
+skc_err
+skc_raster_builder_retain(skc_raster_builder_t raster_builder);
+
+skc_err
+skc_raster_builder_release(skc_raster_builder_t raster_builder);
+
+//
+// RASTER OPS
+//
+
+skc_err
+skc_raster_begin(skc_raster_builder_t raster_builder);
+
+skc_err
+skc_raster_end(skc_raster_builder_t raster_builder, skc_raster_t * raster);
+
+skc_err
+skc_raster_retain(skc_context_t context, skc_raster_t const * rasters, uint32_t count);
+
+skc_err
+skc_raster_release(skc_context_t context, skc_raster_t const * rasters, uint32_t count);
+
+skc_err
+skc_raster_flush(skc_context_t context, skc_raster_t const * rasters, uint32_t count);
+
+//
+// PATH-TO-RASTER OPS
+//
+
+//
+// FIXME -- do we need a bulk/vectorized "add filled" function?
+//
+
+skc_err
+skc_raster_add_filled(skc_raster_builder_t raster_builder,
+ skc_path_t path,
+ skc_transform_weakref_t * transform_weakref,
+ float const * transform,
+ skc_raster_clip_weakref_t * raster_clip_weakref,
+ float const * raster_clip);
+
+//
+// COMPOSITION STATE
+//
+
+skc_err
+skc_composition_create(skc_context_t context, skc_composition_t * composition);
+
+skc_err
+skc_composition_retain(skc_composition_t composition);
+
+skc_err
+skc_composition_release(skc_composition_t composition);
+
+skc_err
+skc_composition_place(skc_composition_t composition,
+ skc_raster_t const * rasters,
+ skc_layer_id const * layer_ids,
+ float const * txs,
+ float const * tys,
+ uint32_t count); // NOTE: A PER-PLACE CLIP IS POSSIBLE
+
+skc_err
+skc_composition_seal(skc_composition_t composition);
+
+skc_err
+skc_composition_unseal(skc_composition_t composition, bool reset);
+
+skc_err
+skc_composition_get_bounds(skc_composition_t composition, int32_t bounds[4]);
+
+#if 0
+// let's switch to a per place bounds using weakrefs -- clip 0 will be largest clip
+skc_err
+skc_composition_set_clip(skc_composition_t composition, int32_t const clip[4]);
+#endif
+
+//
+// TODO: COMPOSITION "SET ALGEBRA" OPERATIONS
+//
+// Produce a new composition from the union or intersection of two
+// existing compositions
+//
+
+//
+// TODO: COMPOSITION "HIT DETECTION"
+//
+// Report which layers and tiles are intersected by one or more
+// device-space (x,y) points
+//
+
+//
+// STYLING STATE
+//
+
+skc_err
+skc_styling_create(skc_context_t context,
+ skc_styling_t * styling,
+ uint32_t layers_count,
+ uint32_t groups_count,
+ uint32_t extras_count);
+
+skc_err
+skc_styling_retain(skc_styling_t styling);
+
+skc_err
+skc_styling_release(skc_styling_t styling);
+
+skc_err
+skc_styling_seal(skc_styling_t styling);
+
+skc_err
+skc_styling_unseal(skc_styling_t styling); // FIXME
+
+skc_err
+skc_styling_reset(skc_styling_t styling); // FIXME -- make unseal reset
+
+//
+// STYLING GROUPS AND LAYERS
+//
+
+skc_err
+skc_styling_group_alloc(skc_styling_t styling,
+ skc_group_id * group_id);
+
+skc_err
+skc_styling_group_enter(skc_styling_t styling,
+ skc_group_id group_id,
+ uint32_t n,
+ skc_styling_cmd_t const * cmds);
+
+skc_err
+skc_styling_group_leave(skc_styling_t styling,
+ skc_group_id group_id,
+ uint32_t n,
+ skc_styling_cmd_t const * cmds);
+
+skc_err
+skc_styling_group_parents(skc_styling_t styling,
+ skc_group_id group_id,
+ uint32_t depth,
+ skc_group_id const * parents);
+
+skc_err
+skc_styling_group_range_lo(skc_styling_t styling,
+ skc_group_id group_id,
+ skc_layer_id layer_lo);
+
+skc_err
+skc_styling_group_range_hi(skc_styling_t styling,
+ skc_group_id group_id,
+ skc_layer_id layer_hi);
+
+skc_err
+skc_styling_group_layer(skc_styling_t styling,
+ skc_group_id group_id,
+ skc_layer_id layer_id,
+ uint32_t n,
+ skc_styling_cmd_t const * cmds);
+
+//
+// STYLING ENCODERS -- FIXME -- WILL EVENTUALLY BE OPAQUE
+//
+
+void
+skc_styling_layer_fill_rgba_encoder(skc_styling_cmd_t * cmds, float const rgba[4]);
+
+void
+skc_styling_background_over_encoder(skc_styling_cmd_t * cmds, float const rgba[4]);
+
+void
+skc_styling_layer_fill_gradient_encoder(skc_styling_cmd_t * cmds,
+ float x0,
+ float y0,
+ float x1,
+ float y1,
+ skc_styling_gradient_type_e type,
+ uint32_t n,
+ float const stops[],
+ float const colors[]);
+
+//
+// SURFACE
+//
+
+//
+// FIXME - surface create needs to be able to specify different
+// surface targets here that are a function of the surface type and
+// rendering model: CL/global, GL/buffer, simple SRCOVER model,
+// complex group-based PDF rendering model, etc.
+//
+
+skc_err
+skc_surface_create(skc_context_t context, skc_surface_t * surface);
+
+skc_err
+skc_surface_retain(skc_surface_t surface);
+
+skc_err
+skc_surface_release(skc_surface_t surface);
+
+// skc_interop_surface_t
+// skc_surface_interop_surface_get(skc_surface_t surface);
+
+//
+// NO NO NO -- SKC will always be a client of some other platform so
+// handle things like blits and clears there unless it's something
+// unique like an SKC tile-based clear/blit.
+//
+// (temporarily implement these for testing porpoises)
+//
+
+skc_err
+skc_surface_clear(skc_surface_t surface,
+ float const rgba[4],
+ uint32_t const rect[4],
+ void * fb);
+
+skc_err
+skc_surface_blit(skc_surface_t surface,
+ uint32_t const rect[4],
+ int32_t const txty[2]);
+
+//
+// SURFACE RENDER
+//
+
+typedef void (*skc_surface_render_pfn_notify)(skc_surface_t surface,
+ skc_styling_t styling,
+ skc_composition_t composition,
+ void * data);
+skc_err
+skc_surface_render(skc_surface_t surface,
+ uint32_t const clip[4],
+ skc_styling_t styling,
+ skc_composition_t composition,
+ skc_surface_render_pfn_notify notify,
+ void * data,
+ void * fb); // FIXME FIXME
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
+
diff --git a/src/compute/skc/skc_styling.h b/src/compute/skc/skc_styling.h
new file mode 100644
index 0000000..73cc4fc
--- /dev/null
+++ b/src/compute/skc/skc_styling.h
@@ -0,0 +1,90 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_SKC_STYLING
+#define SKC_ONCE_SKC_STYLING
+
+//
+// STYLING COMMANDS
+//
+// FIXME -- THESE ARE PLATFORM "CAPABILITIES" AND PRESENCE OF ANY
+// EXOTIC NON-CORE COMMANDS SHOULD BE DETERMINED AT RUNTIME
+//
+
+typedef enum skc_styling_opcode_e {
+
+ SKC_STYLING_OPCODE_NOOP,
+
+ SKC_STYLING_OPCODE_COVER_NONZERO,
+ SKC_STYLING_OPCODE_COVER_EVENODD,
+ SKC_STYLING_OPCODE_COVER_ACCUMULATE,
+ SKC_STYLING_OPCODE_COVER_MASK,
+
+ SKC_STYLING_OPCODE_COVER_WIP_ZERO,
+ SKC_STYLING_OPCODE_COVER_ACC_ZERO,
+ SKC_STYLING_OPCODE_COVER_MASK_ZERO,
+ SKC_STYLING_OPCODE_COVER_MASK_ONE,
+ SKC_STYLING_OPCODE_COVER_MASK_INVERT,
+
+ SKC_STYLING_OPCODE_COLOR_FILL_SOLID,
+ SKC_STYLING_OPCODE_COLOR_FILL_GRADIENT_LINEAR,
+
+ SKC_STYLING_OPCODE_COLOR_WIP_ZERO,
+ SKC_STYLING_OPCODE_COLOR_ACC_ZERO,
+
+ SKC_STYLING_OPCODE_BLEND_OVER,
+ SKC_STYLING_OPCODE_BLEND_PLUS,
+ SKC_STYLING_OPCODE_BLEND_MULTIPLY,
+ SKC_STYLING_OPCODE_BLEND_KNOCKOUT,
+
+ SKC_STYLING_OPCODE_COVER_WIP_MOVE_TO_MASK,
+ SKC_STYLING_OPCODE_COVER_ACC_MOVE_TO_MASK,
+
+ SKC_STYLING_OPCODE_BACKGROUND_OVER,
+
+ SKC_STYLING_OPCODE_SURFACE_COMPOSITE,
+
+ SKC_STYLING_OPCODE_COLOR_ACC_TEST_OPACITY,
+
+ //
+ //
+ //
+
+ SKC_STYLING_OPCODE_COUNT,
+
+ //
+ //
+ //
+
+ SKC_STYLING_OPCODE_IS_FINAL = 0x80000000
+
+} skc_styling_opcode_e;
+
+//
+//
+//
+
+typedef enum skc_styling_gradient_type_e {
+
+ SKC_STYLING_GRADIENT_TYPE_LINEAR_NON_REPEATING,
+ SKC_STYLING_GRADIENT_TYPE_LINEAR_REPEATING,
+ SKC_STYLING_GRADIENT_TYPE_LINEAR_REFLECTING,
+
+ SKC_STYLING_GRADIENT_TYPE_COUNT
+
+} skc_styling_gradient_type_e;
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/styling.c b/src/compute/skc/styling.c
new file mode 100644
index 0000000..5653e20
--- /dev/null
+++ b/src/compute/skc/styling.c
@@ -0,0 +1,398 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#include <memory.h>
+
+#include "styling.h"
+#include "styling_types.h"
+#include "skc.h"
+
+//
+// FIXME -- x86'isms are temporary
+//
+
+#include <immintrin.h>
+
+//
+//
+//
+
+skc_err
+skc_styling_retain(skc_styling_t styling)
+{
+ styling->ref_count += 1;
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_styling_release(skc_styling_t styling)
+{
+ //
+ // blocks and waits if grid is active
+ //
+ styling->release(styling->impl);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_styling_seal(skc_styling_t styling)
+{
+ //
+ // no-op if sealed
+ //
+ styling->seal(styling->impl);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_styling_unseal(skc_styling_t styling)
+{
+ //
+ // no-op if unsealed
+ // blocks and waits if sealed and grid is active
+ //
+ styling->unseal(styling->impl,false);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_styling_reset(skc_styling_t styling)
+{
+ styling->unseal(styling->impl,true);
+
+ styling->layers.count = 0;
+ styling->groups.count = 0;
+ styling->extras.count = 0;
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+// FIXME -- various robustifications can be made to this builder but
+// we don't want to make this heavyweight too soon
+//
+// - out of range layer_id is an error
+// - extras[] overflow is an error
+//
+
+skc_err
+skc_styling_group_alloc(skc_styling_t styling,
+ skc_group_id * group_id)
+{
+ styling->unseal(styling->impl,true);
+
+ *group_id = styling->groups.count++;
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_styling_group_enter(skc_styling_t styling,
+ skc_group_id group_id,
+ uint32_t n,
+ skc_styling_cmd_t const * cmds)
+{
+ styling->unseal(styling->impl,true);
+
+ styling->groups.extent[group_id].cmds.enter = styling->extras.count;
+
+ memcpy(styling->extras.extent + styling->extras.count,cmds,n * sizeof(*cmds));
+
+ styling->extras.count += n;
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_styling_group_leave(skc_styling_t styling,
+ skc_group_id group_id,
+ uint32_t n,
+ skc_styling_cmd_t const * cmds)
+{
+ styling->unseal(styling->impl,true);
+
+ styling->groups.extent[group_id].cmds.leave = styling->extras.count;
+
+ memcpy(styling->extras.extent + styling->extras.count,cmds,n * sizeof(*cmds));
+
+ styling->extras.count += n;
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_styling_group_parents(skc_styling_t styling,
+ skc_group_id group_id,
+ uint32_t depth,
+ skc_group_id const * parents)
+{
+ styling->unseal(styling->impl,true);
+
+ styling->groups.extent[group_id].parents = (union skc_group_parents)
+ {
+ .depth = depth,
+ .base = styling->extras.count
+ };
+
+ memcpy(styling->extras.extent + styling->extras.count,parents,depth * sizeof(*parents));
+
+ styling->extras.count += depth;
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_styling_group_range_lo(skc_styling_t styling,
+ skc_group_id group_id,
+ skc_layer_id layer_lo)
+{
+ styling->unseal(styling->impl,true);
+
+ styling->groups.extent[group_id].range.lo = layer_lo;
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_styling_group_range_hi(skc_styling_t styling,
+ skc_group_id group_id,
+ skc_layer_id layer_hi)
+{
+ styling->unseal(styling->impl,true);
+
+ styling->groups.extent[group_id].range.hi = layer_hi;
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_styling_group_layer(skc_styling_t styling,
+ skc_group_id group_id,
+ skc_layer_id layer_id,
+ uint32_t n,
+ skc_styling_cmd_t const * cmds)
+{
+ styling->unseal(styling->impl,true);
+
+ styling->layers.extent[layer_id] = (union skc_layer_node)
+ {
+ .cmds = styling->extras.count,
+ .parent = group_id
+ };
+
+ memcpy(styling->extras.extent + styling->extras.count,cmds,n * sizeof(*cmds));
+
+ styling->extras.count += n;
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+// FIXME -- get rid of these x86'isms ASAP -- let compiler figure it
+// out with a vector type
+//
+
+static
+__m128i
+skc_convert_colors_4(float const * const colors)
+{
+ __m128i c;
+
+ c = _mm_cvtps_ph(*(__m128*)colors,0);
+
+ return c;
+}
+
+static
+__m128i
+skc_convert_colors_8(float const * const colors)
+{
+ __m128i c;
+
+ c = _mm256_cvtps_ph(*(__m256*)colors,0);
+
+ return c;
+}
+
+//
+//
+//
+
+static
+void
+skc_styling_layer_cmd_rgba_encoder(skc_styling_cmd_t * const cmds,
+ skc_styling_opcode_e const opcode,
+ float const rgba[4])
+{
+ __m128i const c = skc_convert_colors_4(rgba);
+
+ cmds[0] = opcode;
+ cmds[1] = c.m128i_u32[0];
+ cmds[2] = c.m128i_u32[1];
+}
+
+void
+skc_styling_background_over_encoder(skc_styling_cmd_t * cmds, float const rgba[4])
+{
+ skc_styling_layer_cmd_rgba_encoder(cmds,SKC_STYLING_OPCODE_BACKGROUND_OVER,rgba);
+}
+
+void
+skc_styling_layer_fill_rgba_encoder(skc_styling_cmd_t * cmds, float const rgba[4])
+{
+ // encode a solid fill
+ skc_styling_layer_cmd_rgba_encoder(cmds,SKC_STYLING_OPCODE_COLOR_FILL_SOLID,rgba);
+}
+
+//
+//
+//
+
+void
+skc_styling_layer_fill_gradient_encoder(skc_styling_cmd_t * cmds,
+ float x0,
+ float y0,
+ float x1,
+ float y1,
+ skc_styling_gradient_type_e type,
+ uint32_t n,
+ float const stops[],
+ float const colors[])
+{
+ union skc_styling_cmd * const cmds_u = (union skc_styling_cmd *)cmds;
+
+ //
+ // encode a gradient fill
+ //
+ cmds_u[0].opcode = SKC_STYLING_OPCODE_COLOR_FILL_GRADIENT_LINEAR;
+
+ float const dx = x1 - x0;
+ float const dy = y1 - y0;
+ float const c1 = x0 * dx + y0 * dy;
+ float const c2 = x1 * dx + y1 * dy;
+
+ cmds_u[1].f32 = dx; // dx
+ cmds_u[2].f32 = -c1; // p0
+ cmds_u[3].f32 = dy; // dy
+ cmds_u[4].f32 = 1.0f / (c2 - c1); // denom
+
+ //
+ // store type
+ //
+ cmds_u[5].gradient_type = type;
+
+ //
+ // Write out slopes
+ //
+ // Note: make sure that that the first and last stop pairs don't
+ // have a span of zero. Why? Because it's meaningless and the
+ // zero-span stops can simply be dropped.
+ //
+ // And obviously the stops need to monotonically increasing.
+ //
+ // These validations can be perfomed elsewhere.
+ //
+ // After a pile of simple algebra the slope necessary to map a stop
+ // percentage on [0,1] to an INDEX.LERP real number from [0.0,N.0]
+ // is simply:
+ //
+ // delta_stop_prev
+ // slope_curr = --------------- - 1
+ // delta_stop_curr
+ //
+ // Each delta stop equal to zero reduces the stop count by 1.
+ //
+ // Note that color pairs are what's stored so this simplified
+ // representation works for both linear gradients with non-zero
+ // delta stops and linear gradients that double-up the stops in
+ // order to produce "stripes".
+ //
+ float ds_prev = stops[1] - stops[0];
+ union skc_styling_cmd * const slopes = cmds_u + 8;
+
+ slopes[0].f32 = 1.0f / ds_prev;
+
+ uint32_t ds_count = 1;
+
+ for (uint32_t ii=1; ii<n-1; ii++)
+ {
+ float const ds_curr = stops[ii+1] - stops[ii];
+
+ if (ds_curr > 0.0f)
+ {
+ slopes[ds_count++].f32 = ds_prev / ds_curr - 1.0f;
+ ds_prev = ds_curr;
+ }
+ }
+
+ //
+ // save a potentially compressed delta slope count
+ //
+ cmds_u[6].u32 = ds_count;
+ cmds_u[7].u32 = n; // REMOVE ME -------------------------------------------- REMOVE
+
+ //
+ // FIXME -- encode color pair as a single color diff as noted by HERB @ CHAP <------------- FIXME
+ //
+
+ //
+ // write out color pairs while skipping delta stops equal to zero
+ //
+ uint32_t const color_count = ds_count + 1;
+
+ union skc_styling_cmd * color_r = cmds_u + 8 + ds_count;
+ union skc_styling_cmd * color_g = color_r + color_count;
+ union skc_styling_cmd * color_b = color_r + color_count * 2;
+ union skc_styling_cmd * color_a = color_r + color_count * 3;
+
+ for (uint32_t ii=0; ii<n-1; ii++)
+ {
+ if (stops[ii+1] > stops[ii])
+ {
+ __m128i const c = skc_convert_colors_8(colors+ii*4);
+
+ color_r->u16v2.lo = c.m128i_u16[0];
+ color_r->u16v2.hi = c.m128i_u16[4];
+ color_g->u16v2.lo = c.m128i_u16[1];
+ color_g->u16v2.hi = c.m128i_u16[5];
+ color_b->u16v2.lo = c.m128i_u16[2];
+ color_b->u16v2.hi = c.m128i_u16[6];
+ color_a->u16v2.lo = c.m128i_u16[3];
+ color_a->u16v2.hi = c.m128i_u16[7];
+
+ ++color_r;
+ ++color_g;
+ ++color_b;
+ ++color_a;
+ }
+ }
+
+ float laststop[8]; // sentinel to lerp against same color
+
+ for (int ii=0; ii<4; ii++)
+ laststop[ii+4] = laststop[ii] = colors[(n-1)*4+ii];
+
+ __m128i const c = skc_convert_colors_8(laststop);
+
+ color_r->u16v2.lo = c.m128i_u16[0];
+ color_r->u16v2.hi = c.m128i_u16[4];
+ color_g->u16v2.lo = c.m128i_u16[1];
+ color_g->u16v2.hi = c.m128i_u16[5];
+ color_b->u16v2.lo = c.m128i_u16[2];
+ color_b->u16v2.hi = c.m128i_u16[6];
+ color_a->u16v2.lo = c.m128i_u16[3];
+ color_a->u16v2.hi = c.m128i_u16[7];
+}
+
+//
+//
+//
diff --git a/src/compute/skc/styling.h b/src/compute/skc/styling.h
new file mode 100644
index 0000000..7f20c1e
--- /dev/null
+++ b/src/compute/skc/styling.h
@@ -0,0 +1,55 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "types.h"
+
+//
+// STYLING
+//
+
+struct skc_styling
+{
+ struct skc_context * context;
+
+ struct skc_styling_impl * impl;
+
+ void (* seal )(struct skc_styling_impl * const impl);
+ void (* unseal )(struct skc_styling_impl * const impl, skc_bool const block);
+ void (* release)(struct skc_styling_impl * const impl);
+
+ skc_int ref_count;
+
+ struct {
+ union skc_layer_node * extent;
+ skc_uint size;
+ skc_uint count;
+ } layers;
+
+ struct {
+ struct skc_group_node * extent;
+ skc_uint size;
+ skc_uint count;
+ } groups;
+
+ struct {
+ union skc_styling_cmd * extent;
+ skc_uint size;
+ skc_uint count;
+ } extras;
+};
+
+//
+//
+//
+
diff --git a/src/compute/skc/styling_cl_12.c b/src/compute/skc/styling_cl_12.c
new file mode 100644
index 0000000..6c84fe6
--- /dev/null
+++ b/src/compute/skc/styling_cl_12.c
@@ -0,0 +1,339 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+// NOTES:
+//
+// - this particular object only needs a command queue for a short
+// time so consider acquiring/releasing the command queue on demand
+// but only if command queues are cached and expensive to keep
+//
+
+#include "common/cl/assert_cl.h"
+
+#include "styling_cl_12.h"
+#include "extent_cl_12.h"
+#include "runtime_cl_12.h"
+
+#include "context.h"
+#include "styling_types.h"
+
+//
+//
+//
+
+static
+void
+skc_styling_unmap_complete(skc_grid_t const grid)
+{
+ struct skc_styling_impl * const impl = skc_grid_get_data(grid);
+
+ impl->state = SKC_STYLING_STATE_SEALED;
+
+ skc_grid_complete(grid);
+}
+
+static
+void
+skc_styling_unmap_cb(cl_event event, cl_int status, skc_grid_t const grid)
+{
+ SKC_CL_CB(status);
+
+ struct skc_styling_impl * const impl = skc_grid_get_data(grid);
+ struct skc_scheduler * const scheduler = impl->runtime->scheduler;
+
+ // as quickly as possible, enqueue next stage in pipeline to context command scheduler
+ SKC_SCHEDULER_SCHEDULE(scheduler,skc_styling_unmap_complete,grid);
+}
+
+static
+void
+skc_styling_grid_pfn_execute(skc_grid_t const grid)
+{
+ struct skc_styling_impl * const impl = skc_grid_get_data(grid);
+ struct skc_styling * const styling = impl->styling;
+
+ //
+ // unmap all extents
+ //
+ cl_event complete;
+
+ skc_extent_phwN_pdrN_unmap(&impl->layers,styling->layers.extent,impl->cq,NULL);
+ skc_extent_phwN_pdrN_unmap(&impl->groups,styling->groups.extent,impl->cq,NULL);
+ skc_extent_phwN_pdrN_unmap(&impl->extras,styling->extras.extent,impl->cq,&complete);
+
+ // set the event
+ cl(SetEventCallback(complete,CL_COMPLETE,skc_styling_unmap_cb,grid));
+ cl(ReleaseEvent(complete));
+
+ // flush command queue
+ cl(Flush(impl->cq));
+}
+
+//
+//
+//
+
+static
+void
+skc_styling_pfn_seal(struct skc_styling_impl * const impl)
+{
+ // return if sealing or sealed
+ if (impl->state >= SKC_STYLING_STATE_SEALING)
+ return;
+
+ struct skc_runtime * const runtime = impl->runtime;
+ struct skc_scheduler * const scheduler = runtime->scheduler;
+
+ //
+ // otherwise, wait for UNSEALING > UNSEALED transition
+ //
+ if (impl->state == SKC_STYLING_STATE_UNSEALING)
+ {
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->state != SKC_STYLING_STATE_UNSEALED);
+ }
+
+ //
+ // we're unsealed so we need to seal and start the grid
+ //
+ impl->state = SKC_STYLING_STATE_SEALING;
+ impl->grid = SKC_GRID_DEPS_ATTACH(runtime->deps,
+ NULL,
+ impl,
+ NULL, // no waiting
+ skc_styling_grid_pfn_execute,
+ NULL); // no dispose
+
+ // no need to force -- styling has no dependencies
+ skc_grid_start(impl->grid);
+}
+
+//
+//
+//
+
+void
+skc_styling_unseal_complete(struct skc_styling_impl * const impl)
+{
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // we're now unsealed
+ impl->state = SKC_STYLING_STATE_UNSEALED;
+}
+
+static
+void
+skc_styling_unseal_cb(cl_event event, cl_int status, struct skc_styling_impl * const impl)
+{
+ SKC_CL_CB(status);
+
+ // as quickly as possible, enqueue next stage in pipeline to context command scheduler
+ SKC_SCHEDULER_SCHEDULE(impl->runtime->scheduler,skc_styling_unseal_complete,impl);
+}
+
+static
+void
+skc_styling_pfn_unseal(struct skc_styling_impl * const impl, skc_bool const block)
+{
+ // return if already unsealed
+ if (impl->state == SKC_STYLING_STATE_UNSEALED)
+ return;
+
+ //
+ // otherwise, we're going to need to pump the scheduler
+ //
+ struct skc_runtime * const runtime = impl->runtime;
+ struct skc_scheduler * const scheduler = runtime->scheduler;
+
+ //
+ // wait for UNSEALING > UNSEALED transition
+ //
+ if (impl->state == SKC_STYLING_STATE_UNSEALING)
+ {
+ if (block) {
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->state != SKC_STYLING_STATE_UNSEALED);
+ }
+ return;
+ }
+
+ //
+ // otherwise, wait for SEALING > SEALED transition ...
+ //
+ if (impl->state == SKC_STYLING_STATE_SEALING)
+ {
+ // wait if sealing
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->state != SKC_STYLING_STATE_SEALED);
+ }
+
+ // wait for rendering locks to be released
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->lock_count > 0);
+
+ // ... and then unseal the styling object
+ impl->state = SKC_STYLING_STATE_UNSEALING;
+
+ // defensively NULL the grid reference
+ impl->grid = NULL; // defensive
+
+ // set styling pointers with mapped extents
+ cl_event complete;
+
+ struct skc_styling * const styling = impl->styling;
+
+ styling->layers.extent = skc_extent_phwN_pdrN_map(&impl->layers,impl->cq,NULL);
+ styling->groups.extent = skc_extent_phwN_pdrN_map(&impl->groups,impl->cq,NULL);
+ styling->extras.extent = skc_extent_phwN_pdrN_map(&impl->extras,impl->cq,&complete);
+
+ cl(SetEventCallback(complete,CL_COMPLETE,skc_styling_unseal_cb,impl));
+ cl(ReleaseEvent(complete));
+
+ // flush it
+ cl(Flush(impl->cq));
+
+ // wait until unsealed...
+ if (block) {
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->state != SKC_STYLING_STATE_UNSEALED);
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_styling_pfn_release(struct skc_styling_impl * const impl)
+{
+ if (--impl->styling->ref_count != 0)
+ return;
+
+ //
+ // otherwise, unmap all resources by sealing and delete
+ //
+ skc_styling_pfn_seal(impl);
+
+ struct skc_runtime * const runtime = impl->runtime;
+ struct skc_scheduler * const scheduler = runtime->scheduler;
+
+ // wait until sealed
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->state != SKC_STYLING_STATE_SEALED);
+
+ // wait for locks to drain
+ SKC_SCHEDULER_WAIT_WHILE(scheduler,impl->lock_count > 0)
+
+ //
+ // styling is now disposable
+ //
+
+ // free styling host
+ skc_runtime_host_perm_free(runtime,impl->styling);
+
+ // release the cq
+ skc_runtime_release_cq_in_order(runtime,impl->cq);
+
+ // free extents
+ skc_extent_phwN_pdrN_free(runtime,&impl->layers);
+ skc_extent_phwN_pdrN_free(runtime,&impl->groups);
+ skc_extent_phwN_pdrN_free(runtime,&impl->extras);
+
+ // free styling impl
+ skc_runtime_host_perm_free(runtime,impl);
+}
+
+//
+//
+//
+
+void
+skc_styling_retain_and_lock(struct skc_styling * const styling)
+{
+ skc_styling_retain(styling);
+
+ styling->impl->lock_count += 1;
+}
+
+void
+skc_styling_unlock_and_release(struct skc_styling * const styling)
+{
+ styling->impl->lock_count -= 1;
+
+ skc_styling_pfn_release(styling->impl);
+}
+
+//
+//
+//
+
+skc_err
+skc_styling_cl_12_create(struct skc_context * const context,
+ struct skc_styling * * const styling,
+ skc_uint const layers_count,
+ skc_uint const groups_count,
+ skc_uint const extras_count)
+{
+ // retain the context
+ // skc_context_retain(context);
+
+ // allocate the impl
+ struct skc_runtime * const runtime = context->runtime;
+ struct skc_styling_impl * const impl = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(*impl));
+
+ // allocate styling
+ (*styling) = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(**styling));
+ (*styling)->context = context;
+ (*styling)->impl = impl;
+
+ // intialize impl
+ impl->styling = (*styling);
+ impl->runtime = runtime;
+
+ SKC_ASSERT_STATE_INIT(impl,SKC_STYLING_STATE_SEALED);
+
+ impl->lock_count = 0;
+
+ impl->cq = skc_runtime_acquire_cq_in_order(runtime);
+
+ //
+ // The styling object is unique in that the API lets the user
+ // specify resource limits
+ //
+ // The styling object is a simple container that can have wildly
+ // varying resource requirements (but still relatively modest).
+ //
+ // Additionally, an advanced SKC programmer may want to create many
+ // styling and composition objects as they're relatively cheap.
+ //
+ skc_extent_phwN_pdrN_alloc(runtime,&impl->layers,sizeof(*(*styling)->layers.extent) * layers_count);
+ skc_extent_phwN_pdrN_alloc(runtime,&impl->groups,sizeof(*(*styling)->groups.extent) * groups_count);
+ skc_extent_phwN_pdrN_alloc(runtime,&impl->extras,sizeof(*(*styling)->extras.extent) * extras_count);
+
+ // initialize styling
+ (*styling)->layers.size = layers_count;
+ (*styling)->groups.size = groups_count;
+ (*styling)->extras.size = extras_count;
+
+ (*styling)->layers.count = 0;
+ (*styling)->groups.count = 0;
+ (*styling)->extras.count = 0;
+
+ // save pfns
+ (*styling)->seal = skc_styling_pfn_seal;
+ (*styling)->unseal = skc_styling_pfn_unseal;
+ (*styling)->release = skc_styling_pfn_release;
+
+ // set ref count
+ (*styling)->ref_count = 1;
+
+ // map the extents by unsealing
+ skc_styling_pfn_unseal(impl,false);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/styling_cl_12.h b/src/compute/skc/styling_cl_12.h
new file mode 100644
index 0000000..a319568
--- /dev/null
+++ b/src/compute/skc/styling_cl_12.h
@@ -0,0 +1,73 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include <CL/opencl.h>
+
+#include "styling.h"
+#include "grid.h"
+#include "extent_cl_12.h"
+#include "assert_state.h"
+
+//
+// styling states
+//
+
+typedef enum skc_styling_state_e {
+
+ SKC_STYLING_STATE_UNSEALING,
+ SKC_STYLING_STATE_UNSEALED,
+ SKC_STYLING_STATE_SEALING,
+ SKC_STYLING_STATE_SEALED
+
+} skc_styling_state_e;
+
+//
+// IMPL
+//
+
+struct skc_styling_impl
+{
+ struct skc_styling * styling;
+ struct skc_runtime * runtime;
+
+ SKC_ASSERT_STATE_DECLARE(skc_styling_state_e);
+
+ skc_int lock_count; // # of wip renders
+
+ skc_grid_t grid;
+
+ // in-order command queue
+ cl_command_queue cq;
+
+ //
+ // only 3 extents
+ //
+ struct skc_extent_phwN_pdrN layers;
+ struct skc_extent_phwN_pdrN groups;
+ struct skc_extent_phwN_pdrN extras;
+};
+
+//
+// ONLY VISIBLE WITHIN THIS RUNTIME
+//
+
+void
+skc_styling_retain_and_lock(struct skc_styling * const styling);
+
+void
+skc_styling_unlock_and_release(struct skc_styling * const styling);
+
+//
+//
+//
diff --git a/src/compute/skc/styling_types.h b/src/compute/skc/styling_types.h
new file mode 100644
index 0000000..07d9a10
--- /dev/null
+++ b/src/compute/skc/styling_types.h
@@ -0,0 +1,250 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_STYLING_TYPES
+#define SKC_ONCE_STYLING_TYPES
+
+//
+//
+//
+
+#include "types.h"
+#include "macros.h"
+#include "skc_styling.h"
+
+//
+//
+//
+
+typedef skc_uint skc_layer_id;
+typedef skc_uint skc_group_id;
+
+//
+//
+//
+
+union skc_styling_cmd
+{
+ skc_uint u32;
+ skc_int s32;
+ skc_float f32;
+ skc_half f16a2[2];
+ skc_ushort2 u16v2;
+ skc_styling_opcode_e opcode;
+ skc_styling_gradient_type_e gradient_type;
+ skc_group_id parent;
+
+#if 0
+#if !defined(__OPENCL_C_VERSION__)
+ struct {
+ skc_uint opcode : 31;
+ skc_uint final : 1;
+ };
+#endif
+#endif
+};
+
+#define SKC_STYLING_OPCODE_MASK_OPCODE SKC_BITS_TO_MASK(31)
+#define SKC_STYLING_OPCODE_MASK_IS_FINAL SKC_BITS_TO_MASK_AT(1,31)
+
+SKC_STATIC_ASSERT(sizeof(union skc_styling_cmd) == sizeof(skc_uint));
+
+//
+//
+//
+
+union skc_layer_node
+{
+ skc_uint2 u32v2;
+
+ struct {
+ skc_uint cmds; // starting index of sequence of command words
+ skc_group_id parent; // index of parent group
+ };
+};
+
+SKC_STATIC_ASSERT(sizeof(union skc_layer_node) == sizeof(skc_uint2));
+
+//
+//
+//
+
+union skc_group_parents
+{
+ skc_uint2 u32v2;
+
+ struct {
+ skc_uint depth; // zero-based depth of this group
+ skc_uint base; // index to sequence of group ids leading back to root
+ };
+};
+
+SKC_STATIC_ASSERT(sizeof(union skc_group_parents) == sizeof(skc_uint2));
+
+//
+// inclusive layer range [lo,hi]
+//
+
+union skc_group_range
+{
+ skc_uint2 u32v2;
+
+ struct {
+ skc_uint lo; // first layer
+ skc_uint hi; // last layer
+ };
+};
+
+SKC_STATIC_ASSERT(sizeof(union skc_group_range) == sizeof(skc_uint2));
+
+//
+//
+//
+
+struct skc_group_node
+{
+ union skc_group_parents parents; // path of parent groups leading back to root
+
+ union skc_group_range range; // range of layers enclosed by this group
+
+ struct {
+ skc_uint enter; // starting index of sequence of command words
+ skc_uint leave; // starting index of sequence of command words
+ } cmds;
+};
+
+SKC_STATIC_ASSERT(sizeof(struct skc_group_node) == sizeof(skc_uint2) * 3); // 6 words
+
+//
+//
+//
+
+union skc_gradient_slope
+{
+ skc_float slope;
+ skc_half color_pair[2];
+};
+
+SKC_STATIC_ASSERT(sizeof(union skc_gradient_slope) == sizeof(skc_float));
+
+//
+//
+//
+
+union skc_gradient_vector
+{
+ skc_float4 f32v4;
+
+ struct {
+ skc_float dx;
+ skc_float p0;
+ skc_float dy;
+ skc_float denom;
+ };
+
+ union skc_gradient_slope slopes[4];
+};
+
+SKC_STATIC_ASSERT(sizeof(union skc_gradient_vector) == sizeof(skc_float4));
+
+//
+// FIXME -- will eventually need to know if this gradient is
+// perspective transformed and if so additional values will need to be
+// encoded
+//
+// VERSION 1
+// =============================================================
+//
+// LINEAR GRADIENT HEADER FOR N STOPS
+//
+// +----------+----------+------------+----------+-------------+
+// | HEADER | INFO | LUTS | FLOORS | COLORS |
+// +----------+----------+------------+----------+-------------+
+// | uintv4 | u32v2[1] | f32v2[N-1] | f32[N-2] | ushort2[4N] |
+// +----------+----------+------------+----------+-------------+
+//
+// COLOR PAIR WORD EXPANSION TOTAL
+// +------------+---------------------------------+--------+-------------------------+
+// | ushort2 | 4 + 2 + 2*(N-1) + N - 2 + 4*N | 7N + 2 | = 7(N-1+1)+2 = 7(N-1)+9 |
+// +------------+---------------------------------+--------+-------------------------+
+//
+// COLOR LAYOUT:
+//
+// R[0]R[1], R[1]R[2], ... R[N-1]R[N-1]
+// G[0]G[1], G[1]G[2], ... G[N-1]G[N-1]
+// B[0]B[1], B[1]B[2], ... B[N-1]B[N-1]
+// A[0]A[1], A[1]A[2], ... A[N-1]A[N-1]
+//
+//
+// MINIMUM WORDS: N=2 --> 16
+//
+//
+// VERSION 2
+// =============================================================
+//
+// LINEAR GRADIENT DESCRIPTOR FOR N STOPS
+//
+// +--------------- REMOVE ME LATER
+// v
+// +--------+------+-------+---+----------+-----------+
+// | VECTOR | TYPE | COUNT | N | SLOPES | COLORS |
+// +--------+------+-------+---+----------+-----------+
+// | f32v4 | 1 | 1 | 1 | f32[N-1] | f16v2[4N] |
+// +--------+------+-------+---+----------+-----------+
+//
+// COLOR PAIR WORD EXPANSION TOTAL
+// +------------+--------------------------------+--------+
+// | f16v2 | 4 + 1 + 1 + 1 + [N-1] + [4*N] | 5N + 6 |
+// +------------+--------------------------------+--------+
+//
+// COLOR LAYOUT:
+//
+// R[0]R[1], R[1]R[2], ... R[N-1]R[N-1] <-------------------------- FIXME -- USE HERB'S SINGLE FMA REPRESENTATION
+// G[0]G[1], G[1]G[2], ... G[N-1]G[N-1] <-------------------------- FIXME -- USE HERB'S SINGLE FMA REPRESENTATION
+// B[0]B[1], B[1]B[2], ... B[N-1]B[N-1] <-------------------------- FIXME -- USE HERB'S SINGLE FMA REPRESENTATION
+// A[0]A[1], A[1]A[2], ... A[N-1]A[N-1] <-------------------------- FIXME -- USE HERB'S SINGLE FMA REPRESENTATION
+//
+//
+// MINIMUM WORDS: N=2 --> 16
+//
+//
+// VERSION 3+
+// =============================================================
+//
+// FIXME -- will probably want to try using the sampler/texture
+// hardware to interpolate colors.
+//
+// This will require that the colors are laid out in sampler-friendly
+// order:
+//
+// RGBA[0]RGBA[1], RGBA[1]RGBA[2], ..., RGBA[N-1]RGBA[N-1]
+//
+//
+
+#if 0
+#define SKC_GRADIENT_HEADER_WORDS_LUTS_OFFSET 4
+#define SKC_GRADIENT_HEADER_WORDS_TOTAL(n_minus_1) (7 * (n_minus_1) + 9)
+#define SKC_GRADIENT_HEADER_WORDS_MIN SKC_GRADIENT_HEADER_WORDS_TOTAL(1)
+#define SKC_GRADIENT_CMD_WORDS_V1(n) (1 + SKC_GRADIENT_HEADER_WORDS_TOTAL(n-1))
+#endif
+
+#define SKC_GRADIENT_CMD_WORDS_V1(n) (7 * (n) + 2)
+#define SKC_GRADIENT_CMD_WORDS_V2(n) (5 * (n) + 6)
+#define SKC_GRADIENT_CMD_WORDS_V2_ADJUST(v1,v2) (SKC_GRADIENT_CMD_WORDS_V1(v1) - ((v2) + 6))
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
+
+
diff --git a/src/compute/skc/suballocator.c b/src/compute/skc/suballocator.c
new file mode 100644
index 0000000..382e818
--- /dev/null
+++ b/src/compute/skc/suballocator.c
@@ -0,0 +1,381 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include <assert.h>
+#include <memory.h>
+
+#include "runtime_cl_12.h"
+#include "scheduler.h"
+
+//
+//
+//
+
+#ifndef NDEBUG
+
+#include <stdio.h>
+
+#define SKC_SUBALLOCATOR_DEBUG_ALLOC(suballocator,subbuf_id,ss) \
+ fprintf(stderr, \
+ "suballocator %s : [ %4u ] : alloc( %9u ) @ %4u = %u\n", \
+ suballocator->name, \
+ suballocator->rem.avail, \
+ (skc_uint)ss, \
+ subbuf_id, \
+ (skc_uint)suballocator->total);
+
+#define SKC_SUBALLOCATOR_DEBUG_FREE(suballocator,subbuf_id,ss) \
+ fprintf(stderr, \
+ "suballocator %s : [ %4u ] : free ( %9u ) @ %4u = %u\n", \
+ suballocator->name, \
+ suballocator->rem.avail, \
+ (skc_uint)ss, \
+ subbuf_id, \
+ (skc_uint)suballocator->total);
+
+#else
+
+#define SKC_SUBALLOCATOR_DEBUG_ALLOC(suballocator,subbuf_id,ss)
+#define SKC_SUBALLOCATOR_DEBUG_FREE(suballocator,subbuf_id,ss)
+
+#endif
+
+//
+//
+//
+
+void
+skc_suballocator_create(struct skc_runtime * const runtime,
+ struct skc_suballocator * const suballocator,
+ char const * const name,
+ skc_uint const subbufs,
+ size_t const align,
+ size_t const size)
+{
+ size_t const subbufs_size = sizeof(*suballocator->subbufs) * subbufs;
+
+ // allocate array of subbuf records
+ suballocator->subbufs = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,subbufs_size);
+
+ // zero subbufs
+ memset(suballocator->subbufs,0,subbufs_size);
+
+ // initialize starting subbuf
+ suballocator->subbufs[0].size = (skc_subbuf_size_t)size;
+
+ // allocate array of ids
+ suballocator->ids = skc_runtime_host_perm_alloc(runtime,
+ SKC_MEM_FLAGS_READ_WRITE,
+ sizeof(*suballocator->ids) * subbufs);
+ for (skc_uint ii=0; ii<subbufs; ii++)
+ suballocator->ids[ii] = ii;
+
+ suballocator->rem.avail = 1;
+ suballocator->rem.spare = subbufs - 1;
+
+ suballocator->align = (skc_uint)align;
+ suballocator->count = subbufs;
+
+ suballocator->size = (skc_subbuf_size_t)size;
+ suballocator->total = 0;
+
+ suballocator->name = name;
+}
+
+void
+skc_suballocator_dispose(struct skc_runtime * const runtime,
+ struct skc_suballocator * const suballocator)
+{
+ skc_runtime_host_perm_free(runtime,suballocator->ids);
+ skc_runtime_host_perm_free(runtime,suballocator->subbufs);
+}
+
+
+//
+// Sets id and returns origin
+//
+
+size_t
+skc_suballocator_subbuf_alloc(struct skc_suballocator * const suballocator,
+ struct skc_scheduler * const scheduler,
+ size_t const size,
+ skc_subbuf_id_t * const subbuf_id,
+ size_t * const subbuf_size)
+{
+ //
+ // Note that we can't deadlock here because everything allocated is
+ // expected to be freed within msecs. Worst case, we wait for a
+ // availability of resources while a fully utilized GPU is making
+ // forward progress on kernels.
+ //
+ // This behavior should guide the sizing of the suballocator's
+ // number of subbuffers and extent.
+ //
+ // We want to allocate a large enough extent and enough subbuffer
+ // records so that the CPU/GPU is never starved.
+ //
+
+ // round up the size
+ skc_subbuf_size_t const size_ru = (skc_subbuf_size_t)SKC_ROUND_UP_POW2(size,suballocator->align);
+
+ // save it
+ if (subbuf_size != NULL)
+ *subbuf_size = size_ru;
+
+ //
+ // We precheck to see there is at least one region of memory
+ // available but do not check to see if there is a spare. Instead,
+ // we simply keep looking for an exact fit.
+ //
+ skc_subbuf_id_t * const ids = suballocator->ids;
+
+ while (true)
+ {
+ skc_uint avail_rem = suballocator->rem.avail;
+ skc_uint spare_rem = suballocator->rem.spare;
+
+ for (skc_uint avail_idx=0; avail_idx<avail_rem; avail_idx++)
+ {
+ skc_subbuf_id_t const avail_id = ids[avail_idx];
+ struct skc_subbuf * const avail = suballocator->subbufs + avail_id;
+
+ assert(avail->inuse == 0);
+
+ if (avail->size == size_ru) // size matches exactly
+ {
+ suballocator->total += size_ru;
+
+ // return this id
+ *subbuf_id = avail_id;
+
+ SKC_SUBALLOCATOR_DEBUG_ALLOC(suballocator,avail_id,size_ru);
+
+ // mark the subbuffer as in use
+ avail->inuse += 1;
+
+ assert(avail->inuse == 1);
+
+ // update rem avail count
+ suballocator->rem.avail = --avail_rem;
+
+ // replace now inuse id with last avail id
+ if ((avail_rem > 0) && (avail_idx != avail_rem))
+ {
+ skc_subbuf_id_t const last_id = ids[avail_rem];
+ struct skc_subbuf * const last = suballocator->subbufs + last_id;
+
+ ids[avail_idx] = last_id; // move id
+ last->idx = avail_idx; // update idx[]
+ }
+
+ assert(suballocator->rem.avail > 0);
+
+ // return origin
+ return avail->origin;
+ }
+ else if ((avail->size > size_ru) && (spare_rem > 0)) // requested is less than available so split it
+ {
+ suballocator->total += size_ru;
+
+ skc_uint spare_idx = suballocator->count - spare_rem;
+ skc_subbuf_id_t const spare_id = ids[spare_idx];
+ struct skc_subbuf * const spare = suballocator->subbufs + spare_id;
+
+ assert(spare->inuse == 0);
+
+ // simple -- we're popping the top-of-stack of spares
+ suballocator->rem.spare -= 1;
+
+ // return id
+ *subbuf_id = spare_id;
+
+ SKC_SUBALLOCATOR_DEBUG_ALLOC(suballocator,spare_id,size_ru);
+
+ // get prev
+ struct skc_subbuf * const prev = avail->prev;
+
+ if (prev != NULL)
+ prev->next = spare;
+
+ // init spare
+ spare->prev = prev;
+ spare->next = avail;
+ spare->size = size_ru;
+ spare->origin = avail->origin;
+ spare->idx = SKC_UINT_MAX; // defensive
+ spare->inuse += 1;
+
+ // update curr
+ avail->prev = spare;
+ avail->size -= size_ru;
+ avail->origin += size_ru;
+
+ assert(suballocator->rem.avail > 0);
+
+ return spare->origin;
+ }
+ }
+
+ // uh oh... couldn't find enough memory
+ skc_scheduler_wait(scheduler);
+ }
+}
+
+//
+// FIXME -- simplify this with a merge-with-prev() primitive
+//
+
+void
+skc_suballocator_subbuf_free(struct skc_suballocator * const suballocator,
+ skc_subbuf_id_t subbuf_id)
+{
+ // get subbuf for id
+ struct skc_subbuf * const subbuf = suballocator->subbufs + subbuf_id;
+
+ assert(subbuf->inuse == 1);
+
+ suballocator->total -= subbuf->size;
+
+ SKC_SUBALLOCATOR_DEBUG_FREE(suballocator,subbuf_id,subbuf->size);
+
+ //
+ // try to merge subbuf with left and maybe right and then dispose
+ //
+ struct skc_subbuf * prev;
+ struct skc_subbuf * next;
+
+ if (((prev = subbuf->prev) != NULL) && !prev->inuse)
+ {
+ next = subbuf->next;
+
+ if ((next != NULL) && !next->inuse)
+ {
+ subbuf->inuse -= 1;
+
+ assert(next->inuse == 0);
+
+ // increment size
+ prev->size += (subbuf->size + next->size);
+
+ struct skc_subbuf * const nextnext = next->next;
+
+ // update next link
+ prev->next = nextnext;
+
+ // update prev link
+ if (nextnext != NULL)
+ nextnext->prev = prev;
+
+ //
+ // both subbuf and next are now spare which means we need to
+ // move final available subbuffer into next's old position
+ // unless they're the same
+ //
+ skc_uint const last_idx = --suballocator->rem.avail;
+ skc_uint const next_idx = next->idx;
+
+ assert(suballocator->rem.avail > 0);
+
+ if (last_idx != next_idx)
+ {
+ skc_subbuf_id_t const last_id = suballocator->ids[last_idx];
+ struct skc_subbuf * const last = suballocator->subbufs + last_id;
+
+ suballocator->ids[next_idx] = last_id;
+ last->idx = next_idx;
+ }
+
+ skc_subbuf_id_t const next_id = (skc_subbuf_id_t)(next - suballocator->subbufs);
+
+ skc_uint const spare_rem = suballocator->rem.spare + 2;
+ skc_uint const spare_idx = suballocator->count - spare_rem;
+
+ suballocator->rem.spare = spare_rem;
+ suballocator->ids[spare_idx + 0] = subbuf_id;
+ suballocator->ids[spare_idx + 1] = next_id;
+ }
+ else
+ {
+ prev->size += subbuf->size;
+ prev->next = next;
+
+ if (next != NULL)
+ next->prev = prev;
+
+ subbuf->inuse -= 1;
+
+ assert(subbuf->inuse == 0);
+ assert(suballocator->rem.avail > 0);
+
+ suballocator->ids[suballocator->count - ++suballocator->rem.spare] = subbuf_id;
+ }
+ }
+ //
+ // try to merge with right
+ //
+ else if (((next = subbuf->next) != NULL) && !next->inuse)
+ {
+ subbuf->inuse -= 1;
+
+ assert(subbuf->inuse == 0);
+ assert(suballocator->rem.avail > 0);
+
+ next->prev = prev;
+ next->origin = subbuf->origin;
+ next->size += subbuf->size;
+
+ if (prev != NULL)
+ prev->next = next;
+
+ // subbuf is now spare
+ suballocator->ids[suballocator->count - ++suballocator->rem.spare] = subbuf_id;
+ }
+ else // couldn't merge with a neighbor
+ {
+ skc_uint avail_idx = suballocator->rem.avail++;
+
+ // subbuf is now available
+ subbuf->idx = avail_idx;
+ subbuf->inuse -= 1;
+
+ assert(subbuf->inuse == 0);
+ assert(suballocator->rem.avail > 0);
+
+ suballocator->ids[avail_idx] = subbuf_id;
+ }
+}
+
+//
+//
+//
+
+#if 0
+
+//
+// At some point there might be a reason to sort the available
+// subbuffers into some useful order -- presumably to binary search
+// for the closest match or to chip away at the largest available
+// subbuffer
+//
+
+static
+void
+skc_suballocator_optimize(struct skc_suballocator * const suballocator)
+{
+ ;
+}
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/suballocator.h b/src/compute/skc/suballocator.h
new file mode 100644
index 0000000..7c3a6e8
--- /dev/null
+++ b/src/compute/skc/suballocator.h
@@ -0,0 +1,117 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+// This is a suballocator for a large extent typically less than 4 GB.
+//
+// The SKC pipeline will use this for ephemeral host and device memory
+// allocations. The lifetime of an allocation is typically
+// milliseconds or less and is associated with either a single kernel
+// or a sub-pipeline.
+//
+// Because of this, a relatively small number of allocations (10's)
+// will be outstanding at any time so the implementation can
+// reasonably be very simplistic and optimize for this case.
+//
+// Also, if either memory or subbuffer nodes aren't available the
+// suballocator will block and pump the pipeline's scheduler until it
+// can proceed.
+//
+// Note that this implementation is single-threaded and the
+// suballocator's state may have been altered after pumping the
+// scheduler.
+//
+
+#include "types.h"
+
+//
+// It's practical for the subbuf_id to be either 16 bits or maybe even
+// 8 bits if the number of outstanding subbufs is in the thousands (16
+// bits) or under 256 (8 bits).
+//
+
+typedef skc_ushort skc_subbuf_id_t;
+typedef skc_uint skc_subbuf_size_t; // <4GB
+// typedef size_t skc_subbuf_size_t; // >4GB
+
+//
+//
+//
+
+struct skc_subbuf
+{
+ struct skc_subbuf * prev;
+ struct skc_subbuf * next;
+
+ skc_subbuf_size_t size;
+ skc_subbuf_size_t origin;
+
+ skc_uint idx; // ids[] index of subbuf in available state
+ skc_uint inuse;
+};
+
+//
+//
+//
+
+struct skc_suballocator
+{
+ struct skc_subbuf * subbufs;
+
+ skc_subbuf_id_t * ids; // [<-AVAIL-><-empty-><-SPARE->]
+
+ struct {
+ skc_uint avail;
+ skc_uint spare;
+ } rem; // inuse = count - (avail + spare)
+
+ skc_uint align; // required pow2 alignment
+ skc_uint count; // number of subbufs
+
+ skc_subbuf_size_t size; // size of memory extent
+ skc_subbuf_size_t total;
+
+ char const * name;
+};
+
+//
+//
+//
+
+void
+skc_suballocator_create(struct skc_runtime * const runtime,
+ struct skc_suballocator * const suballocator,
+ char const * const name,
+ skc_uint const subbufs,
+ size_t const align,
+ size_t const size);
+
+void
+skc_suballocator_dispose(struct skc_runtime * const runtime,
+ struct skc_suballocator * const suballocator);
+
+//
+//
+//
+
+size_t
+skc_suballocator_subbuf_alloc(struct skc_suballocator * const suballocator,
+ struct skc_scheduler * const scheduler,
+ size_t const size,
+ skc_subbuf_id_t * const subbuf_id,
+ size_t * const subbuf_size);
+
+void
+skc_suballocator_subbuf_free(struct skc_suballocator * const suballocator,
+ skc_subbuf_id_t subbuf_id);
+
+//
+//
+//
diff --git a/src/compute/skc/subblock.h b/src/compute/skc/subblock.h
new file mode 100644
index 0000000..7249e85
--- /dev/null
+++ b/src/compute/skc/subblock.h
@@ -0,0 +1,42 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_SUBBLOCK
+#define SKC_ONCE_SUBBLOCK
+
+//
+//
+//
+
+#include "block.h"
+
+//
+//
+//
+
+#if 0
+
+#define SKC_BLOCK_ID_BITS_BLOCK (SKC_BLOCK_ID_BITS_ID - SKC_BLOCK_ID_BITS_SUBLOCK)
+#define SKC_BLOCK_ID_BITS_SUBLOCK (SKC_DEVICE_BLOCK_WORDS_LOG2 - SKC_DEVICE_SUBBLOCK_WORDS_LOG2)
+
+#define SKC_BLOCK_ID_MASK_SUBBLOCK SKC_BITS_TO_MASK_AT(SKC_BLOCK_ID_BITS_SUBLOCK,SKC_BLOCK_ID_BITS_TAG)
+
+#define SKC_BLOCK_ID_GET_BLOCK(b) ((b) >> (SKC_BLOCK_ID_BITS_SUBLOCK + SKC_BLOCK_ID_BITS_TAG))
+#define SKC_BLOCK_ID_GET_SUBBLOCK(b) (((b) & SKC_BLOCK_ID_MASK_SUBBLOCK) >> SKC_BLOCK_ID_BITS_TAG)
+
+#endif
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/surface.c b/src/compute/skc/surface.c
new file mode 100644
index 0000000..61bfac3
--- /dev/null
+++ b/src/compute/skc/surface.c
@@ -0,0 +1,94 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "surface.h"
+#include "composition.h"
+#include "styling.h"
+
+//
+//
+//
+
+skc_err
+skc_surface_retain(skc_surface_t surface)
+{
+ surface->ref_count += 1;
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_surface_release(skc_surface_t surface)
+{
+ surface->release(surface->impl);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_surface_clear(skc_surface_t surface,
+ float const rgba[4],
+ uint32_t const rect[4],
+ void * fb)
+{
+ surface->clear(surface->impl,rgba,rect,fb);
+
+ return SKC_ERR_SUCCESS;
+}
+
+skc_err
+skc_surface_blit(skc_surface_t surface,
+ uint32_t const rect[4],
+ int32_t const txty[2])
+{
+ surface->blit(surface->impl,rect,txty);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
+
+skc_err
+skc_surface_render(skc_surface_t surface,
+ uint32_t const clip[4],
+ skc_styling_t styling,
+ skc_composition_t composition,
+ skc_surface_render_pfn_notify notify,
+ void * data,
+ void * fb)
+{
+ skc_err err;
+
+ // seal styling -- no dependencies so this will start immediately
+ if ((err = skc_styling_seal(styling)) != SKC_ERR_SUCCESS)
+ return err;
+
+ // seal composition -- force started
+ if ((err = skc_composition_seal(composition)) != SKC_ERR_SUCCESS)
+ return err;
+
+ //
+ // FIXME -- at some point, we will want non-overlapping clips to be
+ // rendered simultaneously. There is plenty of compute for nominal
+ // size render tasks so it might not make much a performance
+ // improvement.
+ //
+ surface->render(surface->impl,clip,styling,composition,notify,data,fb);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/surface.h b/src/compute/skc/surface.h
new file mode 100644
index 0000000..7f9dda8
--- /dev/null
+++ b/src/compute/skc/surface.h
@@ -0,0 +1,56 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+#include "assert_state.h"
+
+//
+// SURFACE
+//
+
+struct skc_surface
+{
+ struct skc_context * context;
+ struct skc_surface_impl * impl;
+
+ skc_int ref_count;
+
+ //
+ // FIXME -- this list of pfn's isn't complete
+ //
+ void (* release)(struct skc_surface_impl * const impl);
+ void (* render )(struct skc_surface_impl * const impl,
+ uint32_t const clip[4],
+ skc_styling_t styling,
+ skc_composition_t composition,
+ skc_surface_render_pfn_notify notify,
+ void * data,
+ void * fb);
+ //
+ // FIXME -- these will probably be removed
+ //
+ void (* clear )(struct skc_surface_impl * const impl,
+ float const rgba[4],
+ skc_uint const rect[4],
+ void * fb);
+
+ void (* blit )(struct skc_surface_impl * const impl,
+ skc_uint const rect[4],
+ skc_int const txty[2]);
+
+};
+
+//
+//
+//
diff --git a/src/compute/skc/surface_cl_12.h b/src/compute/skc/surface_cl_12.h
new file mode 100644
index 0000000..43ea542
--- /dev/null
+++ b/src/compute/skc/surface_cl_12.h
@@ -0,0 +1,32 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_SURFACE_CL_12_ONCE
+#define SKC_SURFACE_CL_12_ONCE
+
+//
+// Unlike other object platform implementations, the surface object
+// implementation needs to access the opaque platform-specfic outputs
+// of the composition and styling objects.
+//
+// Composition : { keys, offsets, key_count, offset_count }
+// Styling : { layers, groups, commands }
+//
+// With the OpenCL platform we'll handle this by simply exposing the
+// argument value (void*) and its size (size_t).
+//
+// TODO: It might make sense in the future to support more complex
+// rendering jobs that simultaneously involve multiple surfaces,
+// compositions and stylings.
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/surface_cl_12_buffer.c b/src/compute/skc/surface_cl_12_buffer.c
new file mode 100644
index 0000000..cc7cba5
--- /dev/null
+++ b/src/compute/skc/surface_cl_12_buffer.c
@@ -0,0 +1,453 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#include "common/cl/assert_cl.h"
+
+#include "extent_cl_12.h"
+#include "runtime_cl_12.h"
+#include "styling_cl_12.h"
+#include "composition_cl_12.h"
+
+#include "context.h"
+#include "surface.h"
+
+//
+//
+//
+
+#include <stdio.h>
+
+//
+// BUILD
+//
+
+struct skc_surface_impl
+{
+ struct skc_surface * surface;
+ struct skc_runtime * runtime;
+
+ // framebuffer
+ // struct skc_extent_pdrw fb;
+ // struct skc_extent_phrN_pdwN fb;
+
+ // for now, a single in-order command queue
+ cl_command_queue cq;
+
+ struct {
+ cl_kernel render;
+ } kernels;
+};
+
+//
+// we might want concurrent access to the same surface as long as
+// the clips don't overlap.
+//
+// this would require acquiring a cq on demand when it is determined
+// that the clipped render won't overlap
+//
+// { tile clip , cq } pair
+//
+// skc_uint4 clip;
+// cl_command_queue cq
+//
+
+struct skc_surface_render
+{
+ skc_uint clip[4];
+
+ struct skc_surface_impl * impl;
+ struct skc_styling * styling;
+ struct skc_composition * composition;
+
+ skc_surface_render_pfn_notify notify;
+ void * data;
+
+ cl_mem fb;
+
+ skc_grid_t grid;
+
+ skc_subbuf_id_t id;
+};
+
+//
+//
+//
+
+static
+void
+skc_surface_pfn_clear(struct skc_surface_impl * const impl,
+ float const rgba[4],
+ skc_uint const rect[4],
+ void * fb)
+{
+ size_t const origin[3] = { rect[0], rect[1], 0 };
+ size_t const region[3] = { rect[2], rect[3], 1 };
+
+ cl(EnqueueFillImage(impl->cq,
+ (cl_mem)fb,
+ rgba,
+ origin,
+ region,
+ 0,NULL,NULL));
+}
+
+//
+//
+//
+
+static
+void
+skc_surface_pfn_blit(struct skc_surface_impl * const impl,
+ skc_uint const rect[4],
+ skc_int const txty[2])
+{
+ ;
+}
+
+//
+//
+//
+
+#if 0 // #ifndef NDEBUG
+#define SKC_SURFACE_DEBUG
+#endif
+
+#ifdef SKC_SURFACE_DEBUG
+
+#define SKC_SURFACE_WIDTH 4096
+#define SKC_SURFACE_HEIGHT 4096
+
+static
+void
+skc_surface_debug(struct skc_surface_impl * const impl)
+{
+ //
+ // MAP
+ //
+ cl_uchar4 * const rgba = skc_extent_phrN_pdwN_map(&impl->fb,
+ impl->cq,
+ NULL);
+ cl(Finish(impl->cq));
+
+ //
+ // WRITE
+ //
+ FILE* file;
+
+ errno_t ferr = fopen_s(&file,"surface.ppm","wb");
+
+ fprintf(file,"P6\n%u %u\n255\n",SKC_SURFACE_WIDTH,SKC_SURFACE_HEIGHT);
+
+ for (skc_uint ii=0; ii<SKC_SURFACE_HEIGHT*SKC_SURFACE_WIDTH; ii++)
+ fwrite(rgba + ii,sizeof(skc_uchar),3,file); // R,G,B
+
+ ferr = fclose(file);
+
+ //
+ // UNMAP
+ //
+ skc_extent_phrN_pdwN_unmap(&impl->fb,rgba,impl->cq,NULL);
+
+ cl(Flush(impl->cq));
+}
+
+#endif
+
+//
+//
+//
+
+void
+skc_surface_render_complete(struct skc_surface_render * const render)
+{
+#ifdef SKC_SURFACE_DEBUG
+ // write fb out
+ skc_surface_debug(render->impl);
+#endif
+
+ // notify
+ if (render->notify != NULL) {
+ render->notify(render->impl->surface,
+ render->styling,
+ render->composition,
+ render->data);
+ }
+
+ // unlock and release the styling and composition
+ skc_styling_unlock_and_release(render->styling);
+ skc_composition_unlock_and_release(render->composition);
+
+ // grid is now complete
+ skc_grid_complete(render->grid);
+}
+
+static
+void
+skc_surface_render_cb(cl_event event, cl_int status, struct skc_surface_render * const render)
+{
+ SKC_CL_CB(status);
+
+ // as quickly as possible, enqueue next stage in pipeline to context command scheduler
+ SKC_SCHEDULER_SCHEDULE(render->impl->runtime->scheduler,
+ skc_surface_render_complete,
+ render);
+}
+
+//
+//
+//
+
+static
+void
+skc_surface_grid_pfn_execute(skc_grid_t const grid)
+{
+ struct skc_surface_render * const render = skc_grid_get_data(grid);
+ struct skc_surface_impl * const impl = render->impl;
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // get the composition args
+ struct skc_composition_impl * const ci = render->composition->impl;
+ struct skc_place_atomics * const atomics = ci->atomics.hr;
+
+ if (atomics->offsets > 0)
+ {
+ // acquire the rbo
+ cl(EnqueueAcquireGLObjects(impl->cq,1,&render->fb,0,NULL,NULL));
+
+ // get the styling args
+ struct skc_styling_impl * const si = render->styling->impl;
+
+ cl(SetKernelArg(impl->kernels.render,0,SKC_CL_ARG(si->layers.drN)));
+ cl(SetKernelArg(impl->kernels.render,1,SKC_CL_ARG(si->groups.drN)));
+ cl(SetKernelArg(impl->kernels.render,2,SKC_CL_ARG(si->extras.drN)));
+
+ cl(SetKernelArg(impl->kernels.render,3,SKC_CL_ARG(ci->keys.drw)));
+ cl(SetKernelArg(impl->kernels.render,4,SKC_CL_ARG(atomics->keys)));
+ cl(SetKernelArg(impl->kernels.render,5,SKC_CL_ARG(ci->offsets.drw)));
+ cl(SetKernelArg(impl->kernels.render,6,SKC_CL_ARG(atomics->offsets)));
+
+ // block pool
+ cl(SetKernelArg(impl->kernels.render,7,SKC_CL_ARG(impl->runtime->block_pool.blocks.drw)));
+
+ // surface
+ cl(SetKernelArg(impl->kernels.render,8,SKC_CL_ARG(render->fb)));
+
+#if 1
+ // tile clip
+ cl(SetKernelArg(impl->kernels.render,9,sizeof(skc_uint4),render->clip));
+#else
+ // surface pitch (height)
+ skc_uint const surface_pitch = SKC_SURFACE_HEIGHT;
+ cl(SetKernelArg(impl->kernels.render,9,SKC_CL_ARG(surface_pitch)));
+ // tile clip
+ cl(SetKernelArg(impl->kernels.render,10,sizeof(skc_uint4),render->clip));
+#endif
+
+ // launch render kernel
+ skc_device_enqueue_kernel(runtime->device,
+ SKC_DEVICE_KERNEL_ID_RENDER,
+ impl->cq,
+ impl->kernels.render,
+ atomics->offsets,
+ 0,NULL,NULL);
+
+
+ cl_event complete;
+
+ // give the rbo back
+ cl(EnqueueReleaseGLObjects(impl->cq,1,&render->fb,0,NULL,&complete));
+
+ // notify anyone listening...
+ cl(SetEventCallback(complete,CL_COMPLETE,skc_surface_render_cb,render));
+ cl(ReleaseEvent(complete));
+
+ // flush it
+ cl(Flush(impl->cq));
+ }
+ else
+ {
+ skc_surface_render_complete(render);
+ }
+}
+
+//
+//
+//
+
+static
+void
+skc_surface_pfn_release(struct skc_surface_impl * const impl)
+{
+ if (--impl->surface->ref_count != 0)
+ return;
+
+ //
+ // otherwise, release all resources
+ //
+
+ // drain the command queue
+ cl(Finish(impl->cq));
+
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // release the kernel
+ cl(ReleaseKernel(impl->kernels.render));
+
+ // free surface host
+ skc_runtime_host_perm_free(runtime,impl->surface);
+
+ // release the cq
+ skc_runtime_release_cq_in_order(runtime,impl->cq);
+
+ // release fb
+ // skc_extent_phrN_pdwN_free(runtime,&impl->fb);
+
+ // free surface impl
+ skc_runtime_host_perm_free(runtime,impl);
+}
+
+//
+//
+//
+
+static
+void
+skc_surface_grid_pfn_dispose(skc_grid_t const grid)
+{
+ struct skc_surface_render * const render = skc_grid_get_data(grid);
+ struct skc_surface_impl * const impl = render->impl;
+ struct skc_runtime * const runtime = impl->runtime;
+
+ // free the render object
+ skc_runtime_host_temp_free(runtime,render,render->id);
+
+ // release the surface
+ skc_surface_pfn_release(impl);
+}
+
+//
+//
+//
+
+static
+void
+skc_surface_pfn_render(struct skc_surface_impl * const impl,
+ uint32_t const clip[4],
+ skc_styling_t styling,
+ skc_composition_t composition,
+ skc_surface_render_pfn_notify notify,
+ void * data,
+ void * fb)
+{
+ // retain surface
+ skc_surface_retain(impl->surface);
+
+ //
+ // FIXME -- we used to seal the styling and composition objects if
+ // they weren't already. Either test that they're sealed or seal
+ // them here.
+ //
+
+ // retain and lock the styling and composition
+ skc_styling_retain_and_lock(styling);
+ skc_composition_retain_and_lock(composition);
+
+ //
+ // allocate a render instance
+ //
+ skc_subbuf_id_t id;
+ struct skc_surface_render * const render = skc_runtime_host_temp_alloc(impl->runtime,
+ SKC_MEM_FLAGS_READ_WRITE,
+ sizeof(*render),&id,NULL);
+ render->id = id;
+
+ render->clip[0] = clip[0];
+ render->clip[1] = clip[1];
+ render->clip[2] = clip[2];
+ render->clip[3] = clip[3];
+
+ render->impl = impl;
+ render->styling = styling;
+ render->composition = composition;
+
+ render->notify = notify;
+ render->data = data;
+
+ render->fb = fb;
+
+ render->grid = SKC_GRID_DEPS_ATTACH(impl->runtime->deps,
+ NULL, // invalidation not necessary
+ render,
+ NULL, // no waiting
+ skc_surface_grid_pfn_execute,
+ skc_surface_grid_pfn_dispose);
+
+ // declare happens-after relationships
+ skc_grid_happens_after_grid(render->grid,styling->impl->grid);
+ skc_grid_happens_after_grid(render->grid,composition->impl->grids.sort);
+
+ // wait for styling and composition
+ skc_grid_start(render->grid);
+}
+
+//
+//
+//
+
+skc_err
+skc_surface_cl_12_create(struct skc_context * const context,
+ struct skc_surface * * const surface)
+{
+ struct skc_runtime * const runtime = context->runtime;
+
+ // allocate surface
+ (*surface) = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(**surface));
+
+ // allocate impl
+ struct skc_surface_impl * const impl = skc_runtime_host_perm_alloc(runtime,SKC_MEM_FLAGS_READ_WRITE,sizeof(*impl));
+
+ // initialize surface
+ // SKC_ASSERT_STATE_INIT((*impl),SKC_SURFACE_STATE_READY);
+
+ (*surface)->context = context;
+ (*surface)->impl = impl;
+ (*surface)->ref_count = 1;
+
+ (*surface)->release = skc_surface_pfn_release;
+ (*surface)->clear = skc_surface_pfn_clear;
+ (*surface)->blit = skc_surface_pfn_blit;
+ (*surface)->render = skc_surface_pfn_render;
+
+ // intialize impl
+ impl->surface = *surface;
+ impl->runtime = runtime;
+
+#if 0
+ // FIXME -- 4K x 4K -- temporarily fixed size
+ size_t const fb_size = sizeof(skc_uchar4) * SKC_SURFACE_WIDTH * SKC_SURFACE_HEIGHT;
+
+ // create framebuffer
+ skc_extent_phrN_pdwN_alloc(runtime,&impl->fb,fb_size);
+#endif
+
+ // acquire a command queue
+ impl->cq = skc_runtime_acquire_cq_in_order(runtime);
+
+ // acquire kernel
+ impl->kernels.render = skc_device_acquire_kernel(runtime->device,SKC_DEVICE_KERNEL_ID_RENDER);
+
+ return SKC_ERR_SUCCESS;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/tile.h b/src/compute/skc/tile.h
new file mode 100644
index 0000000..d6d3c7f
--- /dev/null
+++ b/src/compute/skc/tile.h
@@ -0,0 +1,496 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_TILE
+#define SKC_ONCE_TILE
+
+//
+//
+//
+
+#include "macros.h"
+
+//
+// Hard requirements:
+//
+// - A TTXB "block pool" extent that is at least 1GB.
+//
+// - A virtual surface of at least 8K x 8K
+//
+// - A physical surface of __don't really care__ because it's
+// advantageous to tile the physical surface since it's likely
+// to shrink the post-place TTCK sorting step.
+//
+//
+// EXTENT TTXB BITS
+// SIZE (MB) +------------------------------------+
+// | 22 23 24 25 26 27 |
+// +----+------------------------------------+
+// | 8 | 128 256 512 1024 2048 4096 |
+// TTXB | 16 | 256 512 1024 2048 4096 8192 |
+// WORDS | 32 | 512 1024 2048 4096 8192 16384 |
+// | 64 | 1024 2048 4096 8192 16384 32768 |
+// +----+------------------------------------+
+//
+//
+// SURF X/Y BITS
+// TILE +------------------------------------------------------+
+// | 5 6 7 8 9 10 11 12 13 |
+// +----+------------------------------------------------------+
+// | 3 | 256 512 1024 2048 4096 8192 16384 32768 65536 |
+// TILE | 4 | 512 1024 2048 4096 8192 16384 32768 65536 128K |
+// SIDE | 5 | 1024 2048 4096 8192 16384 32768 65536 128K 256K |
+// BITS | 6 | 2048 4096 8192 16384 32768 65536 128K 256K 512K |
+// | 7 | 4096 8192 16384 32768 65536 128K 256K 512K 1024K |
+// +----+------------------------------------------------------+
+// TILES^2 | 1024 4096 16384 65536 256K 1M 4M 16M 64M |
+// +------------------------------------------------------+
+//
+// The following values should be pretty future-proof across all GPUs:
+//
+// - The minimum addressable subblock size is 16 words (64 bytes) to
+// ensure there is enough space for a path or raster header and
+// its payload.
+//
+// - Blocks are power-of-2 multiples of subblocks. Larger blocks can
+// reduce allocation activity (fewer atomic adds).
+//
+// - 27 bits of TTXB_ID space implies a max of 4GB-32GB of
+// rasterized paths depending on the size of the TTXB block.
+// This could enable interesting use cases.
+//
+// - A virtual rasterization surface that's from +/-16K to +/-128K
+// depending on the size of the TTXB block.
+//
+// - Keys that (optionally) only require a 32-bit high word
+// comparison.
+//
+// - Support for a minimum of 256K layers. This can be practically
+// raised to 1m or 2m layers.
+//
+
+//
+// TTRK (64-bit COMPARE)
+//
+// 0 63
+// | TTSB ID | X | Y | RASTER COHORT ID |
+// +---------+------+------+------------------+
+// | 27 | 12 | 12 | 13 |
+//
+//
+// TTRK (32-BIT COMPARE)
+//
+// 0 63
+// | TTSB ID | N/A | X | Y | RASTER COHORT ID |
+// +---------+-----+------+------+------------------+
+// | 27 | 5 | 12 | 12 | 8 |
+//
+//
+// TTSK v2:
+//
+// 0 63
+// | TTSB ID | IS_PREFIX | N/A | X | Y |
+// +---------+-----------+------+----+----+
+// | 27 | 1 (=0) | 12 | 12 | 12 |
+//
+//
+// TTPK v2:
+//
+// 0 63
+// | TTPB ID | IS_PREFIX | SPAN | X | Y |
+// +---------+-----------+------+-----+-----+
+// | 27 | 1 (=1) | 12 | 12 | 12 |
+//
+//
+// TTCK (32-BIT COMPARE) v1:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 18 | 7 | 7 |
+//
+//
+// TTCK (32-BIT COMPARE) v2:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 15 | 9 | 8 |
+//
+//
+// TTCK (64-BIT COMPARE) -- achieves 4K x 4K with an 8x16 tile:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 27 | 1 | 1 | 18 | 9 | 8 |
+//
+
+//
+//
+//
+
+#define SKC_SUBPIXEL_RESL_X_LOG2 5
+#define SKC_SUBPIXEL_RESL_Y_LOG2 5
+
+//
+// FIXME -- COMMON -- HOIST ELSEWHERE
+//
+
+#define SKC_TILE_WIDTH (1 << SKC_TILE_WIDTH_LOG2)
+#define SKC_TILE_HEIGHT (1 << SKC_TILE_HEIGHT_LOG2)
+
+#define SKC_SUBPIXEL_RESL_X (1 << SKC_SUBPIXEL_RESL_X_LOG2)
+#define SKC_SUBPIXEL_RESL_Y (1 << SKC_SUBPIXEL_RESL_Y_LOG2)
+
+//
+// PLATFORM SURFACE TILE SIZE
+//
+
+#define SKC_TILE_WIDTH_MASK SKC_BITS_TO_MASK(SKC_TILE_WIDTH_LOG2)
+#define SKC_TILE_HEIGHT_MASK SKC_BITS_TO_MASK(SKC_TILE_HEIGHT_LOG2)
+
+//
+// TILE SUBPIXEL RESOLUTION
+//
+
+#define SKC_SUBPIXEL_RESL_X (1 << SKC_SUBPIXEL_RESL_X_LOG2)
+#define SKC_SUBPIXEL_RESL_Y (1 << SKC_SUBPIXEL_RESL_Y_LOG2)
+
+#define SKC_SUBPIXEL_MASK_X SKC_BITS_TO_MASK(SKC_SUBPIXEL_RESL_X_LOG2)
+#define SKC_SUBPIXEL_MASK_Y SKC_BITS_TO_MASK(SKC_SUBPIXEL_RESL_Y_LOG2)
+
+#define SKC_SUBPIXEL_RESL_X_F32 ((float)(SKC_SUBPIXEL_RESL_X))
+#define SKC_SUBPIXEL_RESL_Y_F32 ((float)(SKC_SUBPIXEL_RESL_Y))
+
+#define SKC_SUBPIXEL_X_SCALE_UP SKC_SUBPIXEL_RESL_X_F32
+#define SKC_SUBPIXEL_Y_SCALE_UP SKC_SUBPIXEL_RESL_Y_F32
+
+#define SKC_SUBPIXEL_X_SCALE_DOWN (1.0f / SKC_SUBPIXEL_RESL_X_F32)
+#define SKC_SUBPIXEL_Y_SCALE_DOWN (1.0f / SKC_SUBPIXEL_RESL_Y_F32)
+
+//
+// SUBTILE RESOLUTION
+//
+
+#define SKC_SUBTILE_RESL_X_LOG2 (SKC_TILE_WIDTH_LOG2 + SKC_SUBPIXEL_RESL_X_LOG2)
+#define SKC_SUBTILE_RESL_Y_LOG2 (SKC_TILE_HEIGHT_LOG2 + SKC_SUBPIXEL_RESL_Y_LOG2)
+
+#define SKC_SUBTILE_RESL_X (1 << SKC_SUBTILE_RESL_X_LOG2)
+#define SKC_SUBTILE_RESL_Y (1 << SKC_SUBTILE_RESL_Y_LOG2)
+
+#define SKC_SUBTILE_MASK_X SKC_BITS_TO_MASK(SKC_SUBTILE_RESL_X_LOG2)
+#define SKC_SUBTILE_MASK_Y SKC_BITS_TO_MASK(SKC_SUBTILE_RESL_Y_LOG2)
+
+#define SKC_SUBTILE_RESL_X_F32 ((float)(SKC_SUBTILE_RESL_X))
+#define SKC_SUBTILE_RESL_Y_F32 ((float)(SKC_SUBTILE_RESL_Y))
+
+#define SKC_SUBTILE_X_SCALE_DOWN (1.0f / SKC_SUBTILE_RESL_X_F32)
+#define SKC_SUBTILE_Y_SCALE_DOWN (1.0f / SKC_SUBTILE_RESL_Y_F32)
+
+//
+//
+//
+
+#define SKC_TILE_X_OFFSET_U32 (1 << (SKC_TTSK_BITS_X-1))
+#define SKC_TILE_X_SPAN_U32 (1 << (SKC_TTSK_BITS_X)) // exclusive
+
+#define SKC_TILE_Y_OFFSET_U32 (1 << (SKC_TTSK_BITS_Y-1))
+#define SKC_TILE_Y_SPAN_U32 (1 << (SKC_TTSK_BITS_Y)) // exclusive
+
+#define SKC_TILE_X_OFFSET_F32 0 // ((float)SKC_TILE_X_OFFSET_U32)
+#define SKC_TILE_X_SPAN_F32 ((float)SKC_TILE_X_SPAN_U32)
+
+#define SKC_TILE_Y_OFFSET_F32 0 // ((float)SKC_TILE_Y_OFFSET_U32)
+#define SKC_TILE_Y_SPAN_F32 ((float)SKC_TILE_Y_SPAN_U32)
+
+//
+// TILE TRACE SUBPIXEL, PREFIX & COMPOSITION KEYS
+//
+// These keys are are purposefully 64-bits so they can be sorted with
+// Hotsort's 32:32 or 64-bit implementation.
+//
+// Tiles are 32x32 on CUDA but can be made rectangular or smaller to
+// fit other architectures.
+//
+// TW : tile width
+// TH : tile height
+//
+// TTS : tile trace subpixel
+// TTSB : tile trace subpixel block
+// TTRK : tile trace subpixel key while in raster cohort
+// TTSK : tile trace subpixel key
+//
+// TTP : tile trace prefix
+// TTPB : tile trace prefix block
+// TTPK : tile trace prefix key
+//
+// TTCK : tile trace composition key
+//
+
+//
+// TILE TRACE SUBPIXEL
+//
+// The subpixels are encoded with either absolute tile coordinates
+// (32-bits) or packed in delta-encoded form form.
+//
+// For 32-bit subpixel packing of a 32x32 or smaller tile:
+//
+// A tile X is encoded as:
+//
+// TX : 10 : unsigned min(x0,x1) tile subpixel coordinate.
+//
+// SX : 6 : unsigned subpixel span from min to max x with range
+// [0,32]. The original direction is not captured. Would
+// be nice to capture dx but not necessary right now but
+// could be in the future. <--- SPARE VALUES AVAILABLE
+//
+// A tile Y is encoded as:
+//
+// TY : 10 : unsigned min(y0,y1) tile subpixel coordinate.
+//
+// DY : 6 : signed subpixel delta y1-y0. The range of delta is
+// [-32,32] but horizontal lines are not encoded so [1,32]
+// is mapped to [0,31]. The resulting range [-32,31] fits
+// in 6 bits.
+//
+// TTS:
+//
+// 0 31
+// | TX | SX | TY | DY |
+// +-----+------+-----+------+
+// | 10 | 6 | 10 | 6 |
+//
+
+#define SKC_TTS_BITS_TX 10
+#define SKC_TTS_BITS_SX 6
+#define SKC_TTS_BITS_TY 10
+#define SKC_TTS_BITS_SY 6
+
+//
+//
+//
+
+#define SKC_TTS_INVALID ( SKC_UINT_MAX ) // relies on limited range of dx
+
+//
+//
+//
+
+#define SKC_TTS_OFFSET_SX (SKC_TTS_BITS_TX)
+#define SKC_TTS_OFFSET_TY (SKC_TTS_BITS_TX + SKC_TTS_BITS_SX)
+#define SKC_TTS_OFFSET_DY (SKC_TTS_BITS_TX + SKC_TTS_BITS_SX + SKC_TTS_BITS_TY)
+
+#define SKC_TTS_MASK_TX SKC_BITS_TO_MASK(SKC_TTS_BITS_TX)
+#define SKC_TTS_MASK_SX SKC_BITS_TO_MASK_AT(SKC_TTS_BITS_SX,SKC_TTS_OFFSET_SX)
+#define SKC_TTS_MASK_TY SKC_BITS_TO_MASK_AT(SKC_TTS_BITS_TY,SKC_TTS_OFFSET_TY)
+
+#define SKC_TTS_MASK_TX_PIXEL SKC_BITS_TO_MASK_AT(SKC_TTS_BITS_TX-SKC_SUBPIXEL_RESL_X_LOG2, \
+ SKC_SUBPIXEL_RESL_X_LOG2)
+#define SKC_TTS_MASK_TY_PIXEL SKC_BITS_TO_MASK_AT(SKC_TTS_BITS_TY-SKC_SUBPIXEL_RESL_Y_LOG2, \
+ SKC_TTS_OFFSET_TY+SKC_SUBPIXEL_RESL_Y_LOG2)
+
+//
+// TTRK (64-BIT COMPARE)
+//
+// 0 63
+// | TTSB ID | X | Y | COHORT ID |
+// +---------+------+------+-----------+
+// | 27 | 12 | 12 | 13 |
+//
+//
+// TTRK (32-BIT COMPARE)
+//
+// 0 63
+// | TTSB ID | N/A | X | Y | COHORT ID |
+// +---------+-----+------+------+-----------+
+// | 27 | 5 | 12 | 12 | 8 |
+//
+
+//
+// TTRK is sortable intermediate key format for TTSK
+//
+// We're going to use the 32-bit comparison version for now
+//
+
+//
+// TTSK v2:
+//
+// 0 63
+// | TTSB ID | PREFIX | N/A | X | Y |
+// +---------+--------+------+----+----+
+// | 27 | 1 (=0) | 12 | 12 | 12 |
+//
+//
+// TTPK v2:
+//
+// 0 63
+// | TTPB ID | PREFIX | SPAN | X | Y |
+// +---------+--------+------+-----+-----+
+// | 27 | 1 (=1) | 12 | 12 | 12 |
+//
+
+#define SKC_TTXK_LO_BITS_ID 27
+#define SKC_TTXK_LO_BITS_PREFIX 1
+#define SKC_TTXK_HI_BITS_Y 12
+#define SKC_TTXK_HI_BITS_X 12
+#define SKC_TTXK_BITS_SPAN 12
+#define SKC_TTXK_HI_BITS_YX (SKC_TTXK_HI_BITS_Y + SKC_TTXK_HI_BITS_X)
+
+#define SKC_TTRK_HI_MASK_X SKC_BITS_TO_MASK(SKC_TTXK_HI_BITS_X)
+#define SKC_TTRK_HI_MASK_YX SKC_BITS_TO_MASK(SKC_TTXK_HI_BITS_YX)
+
+#define SKC_TTRK_HI_BITS_COHORT 8
+#define SKC_TTRK_LO_BITS_NA (32 - SKC_TTXK_LO_BITS_ID)
+#define SKC_TTRK_HI_BITS_COHORT_Y (SKC_TTRK_HI_BITS_COHORT + SKC_TTXK_HI_BITS_Y)
+
+#define SKC_TTRK_HI_OFFSET_COHORT (32 - SKC_TTRK_HI_BITS_COHORT)
+#define SKC_TTRK_HI_MASK_COHORT SKC_BITS_TO_MASK_AT(SKC_TTRK_HI_BITS_COHORT,SKC_TTRK_HI_OFFSET_COHORT)
+
+#define SKC_TTRK_HI_BITS_COHORT_YX (SKC_TTRK_HI_BITS_COHORT + SKC_TTXK_HI_BITS_Y + SKC_TTXK_HI_BITS_X)
+
+#define SKC_TTXK_LO_BITS_ID_PREFIX (SKC_TTXK_LO_BITS_ID + SKC_TTXK_LO_BITS_PREFIX)
+
+#define SKC_TTXK_LO_OFFSET_PREFIX SKC_TTXK_LO_BITS_ID
+#define SKC_TTXK_LO_OFFSET_SPAN SKC_TTXK_LO_BITS_ID_PREFIX
+
+#define SKC_TTXK_LO_BITS_SPAN (32 - SKC_TTXK_LO_BITS_ID_PREFIX)
+#define SKC_TTXK_HI_BITS_SPAN (SKC_TTXK_BITS_SPAN - SKC_TTXK_LO_BITS_SPAN)
+
+#define SKC_TTXK_LO_OFFSET_PREFIX SKC_TTXK_LO_BITS_ID
+
+#define SKC_TTXK_LO_MASK_ID SKC_BITS_TO_MASK(SKC_TTXK_LO_BITS_ID)
+#define SKC_TTXK_LO_MASK_PREFIX SKC_BITS_TO_MASK_AT(SKC_TTXK_LO_BITS_PREFIX,SKC_TTXK_LO_OFFSET_PREFIX)
+#define SKC_TTXK_LO_MASK_ID_PREFIX SKC_BITS_TO_MASK(SKC_TTXK_LO_BITS_ID_PREFIX)
+
+#define SKC_TTXK_HI_OFFSET_Y (32 - SKC_TTXK_HI_BITS_Y)
+#define SKC_TTXK_HI_OFFSET_X (SKC_TTXK_HI_OFFSET_Y - SKC_TTXK_HI_BITS_X)
+
+#define SKC_TTXK_HI_ONE_X (1u << SKC_TTXK_HI_OFFSET_X)
+
+#define SKC_TTXK_HI_MASK_YX SKC_BITS_TO_MASK_AT(SKC_TTXK_HI_BITS_YX,SKC_TTXK_HI_OFFSET_X)
+#define SKC_TTXK_HI_MASK_Y SKC_BITS_TO_MASK_AT(SKC_TTXK_HI_BITS_Y ,SKC_TTXK_HI_OFFSET_Y)
+
+#define SKC_TTPK_LO_SHL_YX_SPAN (SKC_TTXK_LO_OFFSET_SPAN - SKC_TTXK_HI_OFFSET_X)
+#define SKC_TTPK_HI_SHR_YX_SPAN (SKC_TTXK_HI_OFFSET_X + SKC_TTXK_LO_BITS_SPAN)
+
+//
+// TTCK (32-BIT COMPARE) v1 -- NOT USED:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 18 | 7 | 7 |
+//
+//
+// TTCK (32-BIT COMPARE) v2 -- NOT USED:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 30 | 1 | 1 | 15 | 9 | 8 |
+//
+//
+// TTCK (64-BIT COMPARE) -- achieves 4K x 4K with an 8x16 tile:
+//
+// 0 63
+// | PAYLOAD/TTSB/TTPB ID | PREFIX | ESCAPE | LAYER | X | Y |
+// +----------------------+--------+--------+-------+-----+-----+
+// | 27 | 1 | 1 | 18 | 9 | 8 |
+//
+
+#define SKC_TTCK_BITS_LAYER 18
+
+#define SKC_TTCK_LO_BITS_ID SKC_TTXK_LO_BITS_ID
+#define SKC_TTCK_LO_OFFSET_ID 0
+
+#define SKC_TTCK_LO_MASK_ID SKC_BITS_TO_MASK(SKC_TTCK_LO_BITS_ID)
+
+#define SKC_TTCK_LO_BITS_PREFIX 1
+#define SKC_TTCK_LO_OFFSET_PREFIX SKC_TTCK_LO_BITS_ID
+#define SKC_TTCK_LO_MASK_PREFIX SKC_BITS_TO_MASK_AT(SKC_TTCK_LO_BITS_PREFIX,SKC_TTCK_LO_OFFSET_PREFIX)
+
+#define SKC_TTCK_LO_BITS_ID_PREFIX (SKC_TTCK_LO_BITS_ID + SKC_TTCK_LO_BITS_PREFIX)
+#define SKC_TTCK_LO_MASK_ID_PREFIX SKC_BITS_TO_MASK(SKC_TTCK_LO_BITS_ID_PREFIX)
+
+#define SKC_TTCK_LO_BITS_ESCAPE 1
+#define SKC_TTCK_LO_OFFSET_ESCAPE SKC_TTCK_LO_BITS_ID_PREFIX
+#define SKC_TTCK_LO_MASK_ESCAPE SKC_BITS_TO_MASK_AT(SKC_TTCK_LO_BITS_ESCAPE,SKC_TTCK_LO_OFFSET_ESCAPE)
+
+#define SKC_TTCK_LO_BITS_ID_PREFIX_ESCAPE (SKC_TTCK_LO_BITS_ID_PREFIX + SKC_TTCK_LO_BITS_ESCAPE)
+
+#define SKC_TTCK_HI_OFFSET_Y 24
+#define SKC_TTCK_HI_OFFSET_X 15
+
+#define SKC_TTCK_HI_BITS_Y 8
+#define SKC_TTCK_HI_BITS_X 9
+#define SKC_TTCK_HI_BITS_YX (SKC_TTCK_HI_BITS_X + SKC_TTCK_HI_BITS_Y)
+#define SKC_TTCK_HI_MASK_YX SKC_BITS_TO_MASK_AT(SKC_TTCK_HI_BITS_YX,SKC_TTCK_HI_OFFSET_X)
+
+#define SKC_TTCK_HI_BITS_LAYER (32 - SKC_TTCK_HI_BITS_YX)
+#define SKC_TTCK_HI_MASK_LAYER SKC_BITS_TO_MASK(SKC_TTCK_HI_BITS_LAYER)
+#define SKC_TTCK_HI_SHR_LAYER (SKC_TTCK_HI_BITS_Y + SKC_TTCK_HI_BITS_X + SKC_TTCK_BITS_LAYER - 32)
+
+#define SKC_TTCK_LO_BITS_LAYER (SKC_TTCK_BITS_LAYER - SKC_TTCK_HI_BITS_LAYER)
+
+//
+// TILE COORD
+//
+// 0 32
+// | N/A | X | Y |
+// +-----+-----+-----+
+// | 8 | 12 | 12 |
+//
+//
+// This simplifies the clip test in the place kernel.
+//
+
+union skc_tile_coord
+{
+ skc_uint u32;
+
+ struct {
+#if defined(__OPENCL_C_VERSION__)
+ skc_uint xy;
+#else
+ skc_uint na0 : 32 - SKC_TTXK_HI_BITS_YX; // 8
+ skc_uint x : SKC_TTXK_HI_BITS_X; // 12
+ skc_uint y : SKC_TTXK_HI_BITS_Y; // 12
+#endif
+ };
+};
+
+SKC_STATIC_ASSERT(sizeof(union skc_tile_coord) == sizeof(skc_uint));
+
+//
+//
+//
+
+union skc_tile_clip
+{
+ skc_uint u32a2[2];
+
+ skc_uint2 u32v2;
+
+ struct {
+ union skc_tile_coord xy0; // lower left
+ union skc_tile_coord xy1; // upper right
+ };
+};
+
+SKC_STATIC_ASSERT(sizeof(union skc_tile_clip) == sizeof(skc_uint2));
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
diff --git a/src/compute/skc/types.h b/src/compute/skc/types.h
new file mode 100644
index 0000000..6d6d19a
--- /dev/null
+++ b/src/compute/skc/types.h
@@ -0,0 +1,267 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#ifndef SKC_ONCE_TYPES
+#define SKC_ONCE_TYPES
+
+//
+//
+//
+
+#if !defined(__OPENCL_C_VERSION__)
+
+//
+// What is going on here is that OpenCL defines both host and device
+// scalar and vector types.
+//
+// Our actual device kernels should try to use native compiler types
+// for anything that's private to the kernel and the skc_* variant for
+// types and composites that get pulled into host code.
+//
+// I'm not excited about redefining all the basic types but this is a
+// reasonable solution that allows the code to bridge the host (C/C++)
+// and device (OpenCL) environments as well as provide vector types.
+//
+
+#ifdef __APPLE__
+#include "OpenCL/opencl.h"
+#else
+#include "CL/opencl.h"
+#endif
+
+//
+//
+//
+
+#include <stdbool.h>
+
+//
+//
+//
+
+#define SKC_TYPE_HELPER(t) skc_##t
+#define SKC_TYPE(t) SKC_TYPE_HELPER(t)
+
+typedef cl_bool skc_bool;
+
+typedef cl_char skc_char;
+typedef cl_char2 skc_char2;
+typedef cl_char3 skc_char3;
+typedef cl_char4 skc_char4;
+typedef cl_char8 skc_char8;
+typedef cl_char16 skc_char16;
+
+typedef cl_uchar skc_uchar;
+typedef cl_uchar2 skc_uchar2;
+typedef cl_uchar3 skc_uchar3;
+typedef cl_uchar4 skc_uchar4;
+typedef cl_uchar8 skc_uchar8;
+typedef cl_uchar16 skc_uchar16;
+
+typedef cl_short skc_short;
+typedef cl_short2 skc_short2;
+typedef cl_short3 skc_short3;
+typedef cl_short4 skc_short4;
+typedef cl_short8 skc_short8;
+typedef cl_short16 skc_short16;
+
+typedef cl_ushort skc_ushort;
+typedef cl_ushort2 skc_ushort2;
+typedef cl_ushort3 skc_ushort3;
+typedef cl_ushort4 skc_ushort4;
+typedef cl_ushort8 skc_ushort8;
+typedef cl_ushort16 skc_ushort16;
+
+typedef cl_int skc_int;
+typedef cl_int2 skc_int2;
+typedef cl_int3 skc_int3;
+typedef cl_int4 skc_int4;
+typedef cl_int8 skc_int8;
+typedef cl_int16 skc_int16;
+
+typedef cl_uint skc_uint;
+typedef cl_uint2 skc_uint2;
+typedef cl_uint3 skc_uint3;
+typedef cl_uint4 skc_uint4;
+typedef cl_uint8 skc_uint8;
+typedef cl_uint16 skc_uint16;
+
+typedef cl_ulong skc_ulong;
+typedef cl_ulong2 skc_ulong2;
+typedef cl_ulong3 skc_ulong3;
+typedef cl_ulong4 skc_ulong4;
+typedef cl_ulong8 skc_ulong8;
+typedef cl_ulong16 skc_ulong16;
+
+typedef cl_long skc_long;
+typedef cl_long2 skc_long2;
+typedef cl_long3 skc_long3;
+typedef cl_long4 skc_long4;
+typedef cl_long8 skc_long8;
+typedef cl_long16 skc_long16;
+
+typedef cl_float skc_float;
+typedef cl_float2 skc_float2;
+typedef cl_float3 skc_float3;
+typedef cl_float4 skc_float4;
+typedef cl_float8 skc_float8;
+typedef cl_float16 skc_float16;
+
+typedef cl_half skc_half;
+
+#if defined( __CL_HALF2__)
+typedef cl_half2 skc_half2;
+#endif
+#if defined( __CL_HALF4__)
+typedef cl_half4 skc_half4;
+#endif
+#if defined( __CL_HALF8__)
+typedef cl_half8 skc_half8;
+#endif
+#if defined( __CL_HALF16__)
+typedef cl_half16 skc_half16;
+#endif
+
+//
+//
+//
+
+#else
+
+//
+//
+//
+
+#define SKC_TYPE(t) t
+
+typedef bool skc_bool;
+
+typedef char skc_char;
+typedef char2 skc_char2;
+typedef char3 skc_char3;
+typedef char4 skc_char4;
+typedef char8 skc_char8;
+typedef char16 skc_char16;
+
+typedef uchar skc_uchar;
+typedef uchar2 skc_uchar2;
+typedef uchar3 skc_uchar3;
+typedef uchar4 skc_uchar4;
+typedef uchar8 skc_uchar8;
+typedef uchar16 skc_uchar16;
+
+typedef short skc_short;
+typedef short2 skc_short2;
+typedef short3 skc_short3;
+typedef short4 skc_short4;
+typedef short8 skc_short8;
+typedef short16 skc_short16;
+
+typedef ushort skc_ushort;
+typedef ushort2 skc_ushort2;
+typedef ushort3 skc_ushort3;
+typedef ushort4 skc_ushort4;
+typedef ushort8 skc_ushort8;
+typedef ushort16 skc_ushort16;
+
+typedef int skc_int;
+typedef int2 skc_int2;
+typedef int3 skc_int3;
+typedef int4 skc_int4;
+typedef int8 skc_int8;
+typedef int16 skc_int16;
+
+typedef uint skc_uint;
+typedef uint2 skc_uint2;
+typedef uint3 skc_uint3;
+typedef uint4 skc_uint4;
+typedef uint8 skc_uint8;
+typedef uint16 skc_uint16;
+
+typedef ulong skc_ulong;
+typedef ulong2 skc_ulong2;
+typedef ulong3 skc_ulong3;
+typedef ulong4 skc_ulong4;
+typedef ulong8 skc_ulong8;
+typedef ulong16 skc_ulong16;
+
+typedef long skc_long;
+typedef long2 skc_long2;
+typedef long3 skc_long3;
+typedef long4 skc_long4;
+typedef long8 skc_long8;
+typedef long16 skc_long16;
+
+typedef float skc_float;
+typedef float2 skc_float2;
+typedef float3 skc_float3;
+typedef float4 skc_float4;
+typedef float8 skc_float8;
+typedef float16 skc_float16;
+
+typedef half skc_half;
+
+#if defined( __CL_HALF2__)
+typedef half2 skc_half2;
+#endif
+#if defined( __CL_HALF4__)
+typedef half4 skc_half4;
+#endif
+#if defined( __CL_HALF8__)
+typedef half8 skc_half8;
+#endif
+#if defined( __CL_HALF16__)
+typedef half16 skc_half16;
+#endif
+
+//
+//
+//
+
+#define SKC_AS_HELPER(t) as_##t
+#define SKC_AS(t) SKC_AS_HELPER(t)
+
+#define SKC_CONVERT_HELPER(t) convert_##t
+#define SKC_CONVERT(t) SKC_CONVERT_HELPER(t)
+
+// mode is: sat, rte, rtz, rtp, rtn --or-- sat_rte, sat_rtz, etc.
+#define SKC_CONVERT_MODE_HELPER(t,m) convert_##t##_##m
+#define SKC_CONVERT_MODE(t,m) SKC_CONVERT_HELPER(t)
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
+
+#endif
+
+//
+//
+//
+
+#define SKC_UCHAR_MAX 0xFF
+
+#define SKC_SHORT_MAX 0x7FFF
+#define SKC_SHORT_MIN (-SKC_SHORT_MAX - 1)
+#define SKC_USHORT_MAX 0xFFFF
+
+#define SKC_INT_MAX 0x7FFFFFFF
+#define SKC_INT_MIN (-SKC_INT_MAX - 1)
+#define SKC_UINT_MAX 0xFFFFFFFF
+
+#define SKC_ULONG_MAX 0xFFFFFFFFFFFFFFFFL
+
+//
+//
+//
+
diff --git a/src/compute/skc/util.c b/src/compute/skc/util.c
new file mode 100644
index 0000000..fe36888
--- /dev/null
+++ b/src/compute/skc/util.c
@@ -0,0 +1,86 @@
+/*
+ * Copyright 2016 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can be
+ * found in the LICENSE file.
+ *
+ */
+
+#include "util.h"
+
+//
+//
+//
+
+#include <intrin.h>
+
+//
+//
+//
+
+skc_bool
+skc_is_pow2_uint(skc_uint n)
+{
+ return (n & (n-1)) == 0;
+}
+
+//
+// ASSUMES NON-ZERO
+//
+
+skc_uint
+skc_msb_idx_uint(skc_uint n)
+{
+
+#ifdef _MSC_VER
+
+ skc_uint index;
+
+ _BitScanReverse(&index,n);
+
+ return index;
+
+#elif defined(__GNUC__)
+
+#error "BUSTED msb_index()"
+ return 31 - __builtin_clz(mask);
+
+#else
+
+#error "No msb_index()"
+
+#endif
+
+}
+
+//
+//
+//
+
+skc_uint
+skc_pow2_rd_uint(skc_uint n)
+{
+ return 1u << skc_msb_idx_uint(n);
+}
+
+//
+//
+//
+
+skc_uint
+skc_pow2_ru_uint(skc_uint n)
+{
+ n--;
+ n |= n >> 1;
+ n |= n >> 2;
+ n |= n >> 4;
+ n |= n >> 8;
+ n |= n >> 16;
+ n++;
+
+ return n;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/util.h b/src/compute/skc/util.h
new file mode 100644
index 0000000..f7f8d62
--- /dev/null
+++ b/src/compute/skc/util.h
@@ -0,0 +1,29 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "types.h"
+
+//
+//
+//
+
+skc_bool skc_is_pow2_uint(skc_uint n);
+skc_uint skc_msb_idx_uint(skc_uint n); // 0-based bit position
+skc_uint skc_pow2_rd_uint(skc_uint n);
+skc_uint skc_pow2_ru_uint(skc_uint n);
+
+//
+//
+//
+
diff --git a/src/compute/skc/weakref.c b/src/compute/skc/weakref.c
new file mode 100644
index 0000000..e8a1d55
--- /dev/null
+++ b/src/compute/skc/weakref.c
@@ -0,0 +1,95 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+#include "weakref.h"
+#include "macros.h"
+
+//
+// WEAKREF
+//
+
+#define SKC_WEAKREF_INDEX_BITS 16 // max bits for a weakref index -- this could/should be 12 bits
+#define SKC_WEAKREF_INDEX_COUNT (1u << SKC_WEAKREF_INDEX_BITS)
+
+#define SKC_WEAKREF_INDEX_MASK SKC_BITS_TO_MASK(SKC_WEAKREF_INDEX_BITS)
+#define SKC_WEAKREF_EPOCH_MASK SKC_BITS_TO_MASK_AT_64(64-SKC_WEAKREF_INDEX_BITS,SKC_WEAKREF_INDEX_BITS)
+
+#define SKC_WEAKREF_EPOCH_INIT 0ul
+#define SKC_WEAKREF_EPOCH_ONE SKC_BITS_TO_MASK_AT_64(1,SKC_WEAKREF_INDEX_BITS)
+
+//
+// FIXME -- ASSUMES LITTLE-ENDIAN
+//
+
+union skc_weakref
+{
+ skc_weakref_t u64; // 64-bits containing refutation epoch and an index
+
+ struct {
+ skc_uint index : SKC_WEAKREF_INDEX_BITS;
+ skc_uint na_lo : 32 - SKC_WEAKREF_INDEX_BITS;
+ skc_uint na_hi;
+ };
+
+ struct {
+ skc_ulong : SKC_WEAKREF_INDEX_BITS;
+ skc_ulong epoch : 64 - SKC_WEAKREF_INDEX_BITS;
+ };
+};
+
+SKC_STATIC_ASSERT(sizeof(skc_weakref_t) == sizeof(skc_ulong));
+SKC_STATIC_ASSERT(sizeof(union skc_weakref) == sizeof(skc_ulong));
+
+//
+//
+//
+
+void
+skc_weakref_epoch_init(skc_epoch_t * const epoch)
+{
+ *epoch = SKC_WEAKREF_EPOCH_INIT;
+}
+
+void
+skc_weakref_epoch_inc(skc_epoch_t * const epoch)
+{
+ *epoch += SKC_WEAKREF_EPOCH_ONE;
+}
+
+void
+skc_weakref_init(skc_weakref_t * const weakref,
+ skc_epoch_t * const epoch,
+ skc_uint const index)
+{
+ *weakref = *epoch | (index & SKC_WEAKREF_INDEX_MASK);
+}
+
+bool
+skc_weakref_is_invalid(skc_weakref_t const * const weakref,
+ skc_epoch_t const * const epoch)
+{
+ return ((*weakref ^ *epoch) & SKC_WEAKREF_EPOCH_MASK) != 0UL;
+}
+
+skc_uint
+skc_weakref_index(skc_weakref_t const * const weakref)
+{
+ // truncate to word and mask
+ return (skc_uint)*weakref & SKC_WEAKREF_INDEX_MASK;
+}
+
+//
+//
+//
diff --git a/src/compute/skc/weakref.h b/src/compute/skc/weakref.h
new file mode 100644
index 0000000..9d09f8e
--- /dev/null
+++ b/src/compute/skc/weakref.h
@@ -0,0 +1,50 @@
+/*
+ * Copyright 2017 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#pragma once
+
+//
+//
+//
+
+#include "skc.h"
+#include "types.h"
+
+//
+//
+//
+
+typedef skc_ulong skc_epoch_t;
+
+//
+//
+//
+
+void
+skc_weakref_epoch_init(skc_epoch_t * const epoch);
+
+void
+skc_weakref_epoch_inc(skc_epoch_t * const epoch);
+
+void
+skc_weakref_init(skc_weakref_t * const weakref,
+ skc_epoch_t * const epoch,
+ skc_uint const index);
+
+bool
+skc_weakref_is_invalid(skc_weakref_t const * const weakref,
+ skc_epoch_t const * const epoch);
+
+skc_uint
+skc_weakref_index(skc_weakref_t const * const weakref);
+
+//
+//
+//
+
+
diff --git a/src/compute/ts/transform_stack.c b/src/compute/ts/transform_stack.c
new file mode 100644
index 0000000..42a5a1e
--- /dev/null
+++ b/src/compute/ts/transform_stack.c
@@ -0,0 +1,720 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+#include <stdlib.h>
+#include <assert.h>
+#include <math.h>
+
+//
+//
+//
+
+#include "transform_stack.h"
+
+//
+//
+//
+
+#define SKC_TRANSFORM_SUFFIX_EVAL(a) a
+
+#define SKC_TRANSFORM_SUFFIX_CONCAT(func) \
+ SKC_TRANSFORM_SUFFIX_EVAL(func)##SKC_TRANSFORM_SUFFIX_EVAL(SKC_TRANSFORM_FLOAT_SUFFIX)
+
+//
+//
+//
+
+#define SKC_TRANSFORM_SIN(x) SKC_TRANSFORM_SUFFIX_CONCAT(sin)(x)
+#define SKC_TRANSFORM_COS(x) SKC_TRANSFORM_SUFFIX_CONCAT(cos)(x)
+#define SKC_TRANSFORM_TAN(x) SKC_TRANSFORM_SUFFIX_CONCAT(tan)(x)
+#define SKC_TRANSFORM_RCP(x) (SKC_TRANSFORM_SUFFIX_CONCAT(1.0) / (x))
+
+//
+//
+//
+
+union skc_transform_stack_3x3_u
+{
+ skc_transform_float_t a9[9];
+
+ struct {
+ skc_transform_float_t sx;
+ skc_transform_float_t shx;
+ skc_transform_float_t tx;
+
+ skc_transform_float_t shy;
+ skc_transform_float_t sy;
+ skc_transform_float_t ty;
+
+ skc_transform_float_t w0;
+ skc_transform_float_t w1;
+ skc_transform_float_t w2;
+ };
+};
+
+
+struct skc_transform_stack
+{
+ uint32_t size;
+ uint32_t count;
+
+ skc_transform_weakref_t * weakrefs;
+ union skc_transform_stack_3x3_u * transforms;
+};
+
+//
+//
+//
+
+static
+void
+skc_transform_stack_3x3_u_copy(union skc_transform_stack_3x3_u * const __restrict dst,
+ union skc_transform_stack_3x3_u const * const __restrict src)
+{
+ for (int32_t ii=0; ii<9; ii++)
+ dst->a9[ii] = src->a9[ii];
+}
+
+//
+// C = A * B
+//
+
+static
+void
+skc_transform_stack_3x3_u_multiply(union skc_transform_stack_3x3_u * const __restrict C,
+ union skc_transform_stack_3x3_u const * const __restrict A,
+ union skc_transform_stack_3x3_u const * const __restrict B)
+{
+ C->sx = A->sx * B->sx + A->shx * B->shy + A->tx * B->w0;
+ C->shx = A->sx * B->shx + A->shx * B->sy + A->tx * B->w1;
+ C->tx = A->sx * B->tx + A->shx * B->ty + A->tx * B->w2;
+
+ C->shy = A->shy * B->sx + A->sy * B->shy + A->ty * B->w0;
+ C->sy = A->shy * B->shx + A->sy * B->sy + A->ty * B->w1;
+ C->ty = A->shy * B->tx + A->sy * B->ty + A->ty * B->w2;
+
+ C->w0 = A->w0 * B->sx + A->w1 * B->shy + A->w2 * B->w0;
+ C->w1 = A->w0 * B->shx + A->w1 * B->sy + A->w2 * B->w1;
+ C->w2 = A->w0 * B->tx + A->w1 * B->ty + A->w2 * B->w2;
+}
+
+//
+//
+//
+
+static
+void
+skc_transform_stack_resize(struct skc_transform_stack * const ts, uint32_t const size)
+{
+ ts->size = size;
+ ts->weakrefs = realloc(ts->weakrefs, size * sizeof(*ts->weakrefs));
+ ts->transforms = realloc(ts->transforms,size * sizeof(*ts->transforms));
+}
+
+static
+void
+skc_transform_stack_ensure(struct skc_transform_stack * const ts)
+{
+ if (ts->count < ts->size)
+ return;
+
+ // increase by 50% and by at least 8
+ skc_transform_stack_resize(ts,ts->size + max(ts->size/2,8));
+}
+
+//
+//
+//
+
+struct skc_transform_stack *
+skc_transform_stack_create(uint32_t const size)
+{
+ struct skc_transform_stack * ts = malloc(sizeof(*ts));
+
+ ts->size = size;
+ ts->count = 0;
+
+ ts->transforms = NULL;
+ ts->weakrefs = NULL;
+
+ skc_transform_stack_resize(ts,size);
+
+ return ts;
+}
+
+void
+skc_transform_stack_release(struct skc_transform_stack * const ts)
+{
+ free(ts->transforms);
+ free(ts->weakrefs);
+
+ free(ts);
+}
+
+//
+//
+//
+
+uint32_t
+skc_transform_stack_save(struct skc_transform_stack * const ts)
+{
+ return ts->count;
+}
+
+void
+skc_transform_stack_restore(struct skc_transform_stack * const ts,
+ uint32_t const restore)
+{
+ ts->count = restore;
+}
+
+//
+//
+//
+
+static
+union skc_transform_stack_3x3_u *
+skc_transform_stack_tos(struct skc_transform_stack * const ts)
+{
+ return ts->transforms + ts->count - 1;
+}
+
+//
+//
+//
+
+#if 0
+
+void
+skc_transform_to_f32a8(float f32a8[8], skc_transform_float_t const a9[9])
+{
+ if (a9[8] == 1.0)
+ {
+ f32a8[0] = (float)a9[0];
+ f32a8[1] = (float)a9[1];
+ f32a8[2] = (float)a9[2];
+ f32a8[3] = (float)a9[3];
+ f32a8[4] = (float)a9[4];
+ f32a8[5] = (float)a9[5];
+ f32a8[6] = (float)a9[6];
+ f32a8[7] = (float)a9[7];
+ }
+ else
+ {
+ skc_transform_float_t const rcp = 1.0 / a9[8];
+
+ f32a8[0] = (float)(a9[0] * rcp);
+ f32a8[1] = (float)(a9[1] * rcp);
+ f32a8[2] = (float)(a9[2] * rcp);
+ f32a8[3] = (float)(a9[3] * rcp);
+ f32a8[4] = (float)(a9[4] * rcp);
+ f32a8[5] = (float)(a9[5] * rcp);
+ f32a8[6] = (float)(a9[6] * rcp);
+ f32a8[7] = (float)(a9[7] * rcp);
+ }
+}
+
+#endif
+
+//
+//
+//
+
+skc_transform_float_t *
+skc_transform_stack_top_transform(struct skc_transform_stack * const ts)
+{
+ return skc_transform_stack_tos(ts)->a9;
+}
+
+skc_weakref_t *
+skc_transform_stack_top_weakref(struct skc_transform_stack * const ts)
+{
+ return ts->weakrefs + ts->count - 1;
+}
+
+//
+//
+//
+
+void
+skc_transform_stack_drop(struct skc_transform_stack * const ts)
+{
+ assert(ts->count >= 1);
+
+ ts->count -= 1;
+}
+
+void
+skc_transform_stack_dup(struct skc_transform_stack * const ts)
+{
+ skc_transform_stack_ensure(ts);
+
+ union skc_transform_stack_3x3_u * const tos = skc_transform_stack_tos(ts);
+
+ skc_transform_stack_3x3_u_copy(tos+1,tos);
+
+ ts->weakrefs[ts->count] = ts->weakrefs[ts->count-1];
+
+ ts->count += 1;
+}
+
+//
+//
+//
+
+void
+skc_transform_stack_push_matrix(struct skc_transform_stack * const ts,
+ skc_transform_float_t const sx,
+ skc_transform_float_t const shx,
+ skc_transform_float_t const tx,
+ skc_transform_float_t const shy,
+ skc_transform_float_t const sy,
+ skc_transform_float_t const ty,
+ skc_transform_float_t const w0,
+ skc_transform_float_t const w1,
+ skc_transform_float_t const w2)
+{
+ skc_transform_stack_ensure(ts);
+
+ union skc_transform_stack_3x3_u * t = ts->transforms + ts->count;
+
+ t->sx = sx;
+ t->shx = shx;
+ t->tx = tx;
+
+ t->shy = shy;
+ t->sy = sy;
+ t->ty = ty;
+
+ t->w0 = w0;
+ t->w1 = w1;
+ t->w2 = w2;
+
+ ts->weakrefs[ts->count++] = SKC_WEAKREF_INVALID;
+}
+
+void
+skc_transform_stack_push_identity(struct skc_transform_stack * const ts)
+{
+ skc_transform_stack_push_matrix(ts,
+ 1.0, 0.0, 0.0,
+ 0.0, 1.0, 0.0,
+ 0.0, 0.0, 1.0);
+}
+
+void
+skc_transform_stack_push_affine(struct skc_transform_stack * const ts,
+ skc_transform_float_t const sx,
+ skc_transform_float_t const shx,
+ skc_transform_float_t const tx,
+ skc_transform_float_t const shy,
+ skc_transform_float_t const sy,
+ skc_transform_float_t const ty)
+{
+ skc_transform_stack_push_matrix(ts,
+ sx, shx, tx,
+ shy, sy, ty,
+ 0.0, 0.0, 1.0);
+}
+
+void
+skc_transform_stack_push_translate(struct skc_transform_stack * const ts,
+ skc_transform_float_t const tx,
+ skc_transform_float_t const ty)
+{
+ skc_transform_stack_push_matrix(ts,
+ 1.0, 0.0, tx,
+ 0.0, 1.0, ty,
+ 0.0, 0.0, 1.0);
+}
+
+void
+skc_transform_stack_push_scale(struct skc_transform_stack * const ts,
+ skc_transform_float_t const sx,
+ skc_transform_float_t const sy)
+{
+ skc_transform_stack_push_matrix(ts,
+ sx, 0.0, 0.0,
+ 0.0, sy, 0.0,
+ 0.0, 0.0, 1.0);
+}
+
+void
+skc_transform_stack_push_shear(struct skc_transform_stack * const ts,
+ skc_transform_float_t const shx,
+ skc_transform_float_t const shy)
+{
+ skc_transform_stack_push_matrix(ts,
+ 1.0, shx, 0.0,
+ shy, 1.0, 0.0,
+ 0.0, 0.0, 1.0);
+}
+
+void
+skc_transform_stack_push_skew_x(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta)
+{
+ skc_transform_float_t const tan_theta = SKC_TRANSFORM_TAN(theta); // replace with tanpi if available
+
+ skc_transform_stack_push_matrix(ts,
+ 1.0, tan_theta,0.0,
+ 0.0, 1.0, 0.0,
+ 0.0, 0.0, 1.0);
+}
+
+void
+skc_transform_stack_push_skew_y(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta)
+{
+ skc_transform_float_t const tan_theta = SKC_TRANSFORM_TAN(theta); // replace with tanpi if available
+
+ skc_transform_stack_push_matrix(ts,
+ 1.0, 0.0, 0.0,
+ tan_theta, 1.0, 0.0,
+ 0.0, 0.0, 1.0);
+}
+
+void
+skc_transform_stack_push_rotate(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta)
+{
+ skc_transform_float_t const cos_theta = SKC_TRANSFORM_COS(theta); // replace with cospi if available
+ skc_transform_float_t const sin_theta = SKC_TRANSFORM_SIN(theta); // replace with sinpi if available
+
+ skc_transform_stack_push_matrix(ts,
+ cos_theta,-sin_theta, 0.0,
+ sin_theta, cos_theta, 0.0,
+ 0.0, 0.0, 1.0);
+}
+
+void
+skc_transform_stack_push_rotate_xy2(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta,
+ skc_transform_float_t const cx,
+ skc_transform_float_t const cy,
+ skc_transform_float_t const tx,
+ skc_transform_float_t const ty)
+{
+ skc_transform_float_t const cos_theta = SKC_TRANSFORM_COS(theta); // replace with cospi if available
+ skc_transform_float_t const sin_theta = SKC_TRANSFORM_SIN(theta); // replace with sinpi if available
+
+ skc_transform_stack_push_matrix(ts,
+ cos_theta,-sin_theta, tx - (cx * cos_theta) + (cy * sin_theta),
+ sin_theta, cos_theta, ty - (cx * sin_theta) - (cy * cos_theta),
+ 0.0, 0.0, 1.0);
+}
+
+void
+skc_transform_stack_push_rotate_xy(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta,
+ skc_transform_float_t const cx,
+ skc_transform_float_t const cy)
+{
+ skc_transform_stack_push_rotate_xy2(ts,theta,cx,cy,cx,cy);
+}
+
+void
+skc_transform_stack_push_rotate_scale_xy(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta,
+ skc_transform_float_t const sx,
+ skc_transform_float_t const sy,
+ skc_transform_float_t const cx,
+ skc_transform_float_t const cy)
+{
+ skc_transform_float_t const cos_theta = SKC_TRANSFORM_COS(theta); // replace with cospi if available
+ skc_transform_float_t const sin_theta = SKC_TRANSFORM_SIN(theta); // replace with sinpi if available
+
+ skc_transform_stack_push_matrix(ts,
+ sx*cos_theta,-sx*sin_theta, cx - cx*sx*cos_theta + cy*sy*sin_theta,
+ sy*sin_theta, sy*cos_theta, cy - cy*sy*cos_theta - cx*sx*sin_theta,
+ 0.0, 0.0, 1.0);
+}
+
+//
+// See: https://www.ldv.ei.tum.de/fileadmin/w00bfa/www/content_uploads/Vorlesung_3.2_SpatialTransformations.pdf
+//
+
+#define DET4(m,a,b,c,d) (m->a9[a] * m->a9[d] - m->a9[b] * m->a9[c])
+#define DET3(m,a,b,c) (m->a9[a] - m->a9[b] * m->a9[c])
+
+#define DIAG3(m,a,b,c) (m->a9[a] * m->a9[b] * m->a9[c])
+#define DIAG2(m,a,b) (m->a9[a] * m->a9[b])
+
+#define X(v,i) v[i*2]
+#define Y(v,i) v[i*2+1]
+
+//
+//
+//
+
+bool
+skc_transform_stack_push_quad_to_unit(struct skc_transform_stack * const ts,
+ const float quad_src[8])
+{
+ if (!skc_transform_stack_push_unit_to_quad(ts,quad_src))
+ return false;
+
+ union skc_transform_stack_3x3_u * const T = skc_transform_stack_tos(ts);
+
+#if 0
+ //
+ // dividing by the determinant (just w2?)
+ //
+ skc_transform_float_t const det =
+ DIAG2(T,0,4) +
+ DIAG3(T,3,7,2) +
+ DIAG3(T,6,1,5) -
+ DIAG3(T,6,4,2) -
+ DIAG2(T,3,1) -
+ DIAG3(T,0,7,5);
+
+ if (det == 0.0)
+ return false;
+
+ skc_transform_float_t const rcp = 1.0 / det;
+
+ const union skc_transform_stack_3x3_u A =
+ {
+ +DET3(T,4,5,7) * rcp,
+ -DET3(T,1,2,7) * rcp,
+ +DET4(T,1,2,4,5) * rcp,
+
+ -DET3(T,3,5,6) * rcp,
+ +DET3(T,0,2,6) * rcp,
+ -DET4(T,0,2,3,5) * rcp,
+
+ +DET4(T,3,4,6,7) * rcp,
+ -DET4(T,0,1,6,7) * rcp,
+ +DET4(T,0,1,3,4) * rcp
+ };
+
+#else // just the adjoint can result in large values
+
+ const union skc_transform_stack_3x3_u A =
+ {
+ +DET3(T,4,5,7),
+ -DET3(T,1,2,7),
+ +DET4(T,1,2,4,5),
+
+ -DET3(T,3,5,6),
+ +DET3(T,0,2,6),
+ -DET4(T,0,2,3,5),
+
+ +DET4(T,3,4,6,7),
+ -DET4(T,0,1,6,7),
+ +DET4(T,0,1,3,4)
+ };
+
+#endif
+
+ skc_transform_stack_3x3_u_copy(T,&A);
+
+ return true;
+}
+
+//
+//
+//
+
+bool
+skc_transform_stack_push_unit_to_quad(struct skc_transform_stack * const ts,
+ const float quad_dst[8])
+{
+ skc_transform_float_t const x0 = (skc_transform_float_t)X(quad_dst,0);
+ skc_transform_float_t const y0 = (skc_transform_float_t)Y(quad_dst,0);
+
+ skc_transform_float_t const x1 = (skc_transform_float_t)X(quad_dst,1);
+ skc_transform_float_t const y1 = (skc_transform_float_t)Y(quad_dst,1);
+
+ skc_transform_float_t const x2 = (skc_transform_float_t)X(quad_dst,2);
+ skc_transform_float_t const y2 = (skc_transform_float_t)Y(quad_dst,2);
+
+ skc_transform_float_t const x3 = (skc_transform_float_t)X(quad_dst,3);
+ skc_transform_float_t const y3 = (skc_transform_float_t)Y(quad_dst,3);
+
+ skc_transform_float_t sx = x1 - x0;
+ skc_transform_float_t shy = y1 - y0;
+
+ skc_transform_float_t const dx2 = x3 - x2;
+ skc_transform_float_t const dy2 = y3 - y2;
+
+ skc_transform_float_t const dx3 = -sx - dx2;
+ skc_transform_float_t const dy3 = -shy - dy2;
+
+ // if both zero then quad_dst is a parallelogram and affine
+ if ((dx3 == 0.0) && (dy3 == 0.0))
+ {
+ skc_transform_float_t const shx = x2 - x1;
+ skc_transform_float_t const sy = y2 - y1;
+
+ skc_transform_stack_push_matrix(ts,
+ sx, shx, x0,
+ shy, sy, y0,
+ 0.0, 0.0, 1.0);
+ }
+ else
+ {
+ skc_transform_float_t const dx1 = x1 - x2;
+ skc_transform_float_t const dy1 = y1 - y2;
+
+ skc_transform_float_t const wx_den = dx1 * dy2 - dx2 * dy1;
+
+ if (wx_den == 0.0)
+ return false;
+
+ skc_transform_float_t const w0_num = dx3 * dy2 - dx2 * dy3;
+ skc_transform_float_t const w1_num = dx1 * dy3 - dx3 * dy1;
+
+ skc_transform_float_t const w0 = w0_num / wx_den;
+ skc_transform_float_t const w1 = w1_num / wx_den;
+
+ sx += w0 * x1;
+ skc_transform_float_t const shx = x3 - x0 + w1 * x3;
+
+ shy += w0 * y1;
+ skc_transform_float_t const sy = y3 - y0 + w1 * y3;
+
+ skc_transform_stack_push_matrix(ts,
+ sx, shx, x0,
+ shy, sy, y0,
+ w0, w1, 1.0);
+ }
+
+ return true;
+}
+
+//
+//
+//
+
+bool
+skc_transform_stack_push_quad_to_quad(struct skc_transform_stack * const ts,
+ const float quad_src[8],
+ const float quad_dst[8])
+{
+ if (skc_transform_stack_push_quad_to_unit(ts,quad_src) == false)
+ return false;
+
+ if (skc_transform_stack_push_unit_to_quad(ts,quad_dst) == false)
+ return false;
+
+ union skc_transform_stack_3x3_u * const U2Q = skc_transform_stack_tos(ts);
+ union skc_transform_stack_3x3_u * const Q2U = U2Q - 1;
+ union skc_transform_stack_3x3_u Q2Q;
+
+ // pre-multiply
+ skc_transform_stack_3x3_u_multiply(&Q2Q,U2Q,Q2U);
+
+ // drop TOS
+ skc_transform_stack_drop(ts);
+
+ // overwrite TOS
+ skc_transform_stack_3x3_u_copy(Q2U,&Q2Q);
+
+ return true;
+}
+
+//
+//
+//
+
+bool
+skc_transform_stack_push_rect_to_quad(struct skc_transform_stack * const ts,
+ const float x0,
+ const float y0,
+ const float x1,
+ const float y1,
+ const float quad_dst[8])
+{
+ if (skc_transform_stack_push_unit_to_quad(ts,quad_dst) == false)
+ return false;
+
+ const union skc_transform_stack_3x3_u R2U =
+ {
+ SKC_TRANSFORM_RCP((skc_transform_float_t)(x1-x0)),
+ 0.0f,
+ (skc_transform_float_t)-x0,
+
+ 0.0f,
+ SKC_TRANSFORM_RCP((skc_transform_float_t)(y1-y0)),
+ (skc_transform_float_t)-y0,
+
+ 0.0f,
+ 0.0f,
+ 1.0,
+ };
+
+ union skc_transform_stack_3x3_u * const U2Q = skc_transform_stack_tos(ts);
+ union skc_transform_stack_3x3_u Q2Q;
+
+ // pre-multiply
+ skc_transform_stack_3x3_u_multiply(&Q2Q,U2Q,&R2U);
+
+ // overwrite TOS
+ skc_transform_stack_3x3_u_copy(U2Q,&Q2Q);
+
+ return true;
+}
+
+//
+//
+//
+
+void
+skc_transform_stack_concat(struct skc_transform_stack * const ts)
+{
+ //
+ // Transformation stack matrices are _post-multiplied_ and the top
+ // of stack is replaced with the product:
+ //
+ // TOS' = TOS[-1] * TOS
+ //
+ // -or-
+ //
+ // C = A * B
+ // B = C
+ //
+ if (ts->count <= 1)
+ return;
+
+ // get A and B
+ union skc_transform_stack_3x3_u * const B = skc_transform_stack_tos(ts);
+ const union skc_transform_stack_3x3_u * const A = B - 1;
+
+ union skc_transform_stack_3x3_u C;
+
+ // post multiply
+ skc_transform_stack_3x3_u_multiply(&C,A,B);
+
+ // overwrite TOS
+ skc_transform_stack_3x3_u_copy(B,&C);
+
+ // invalidate TOS
+ *skc_transform_stack_top_weakref(ts) = SKC_WEAKREF_INVALID;
+}
+
+//
+//
+//
+
+void
+skc_transform_stack_transform_affine(struct skc_transform_stack * const ts,
+ skc_transform_float_t const x_pre,
+ skc_transform_float_t const y_pre,
+ skc_transform_float_t * const x_post,
+ skc_transform_float_t * const y_post)
+{
+ union skc_transform_stack_3x3_u const * const t = skc_transform_stack_tos(ts);
+
+ *x_post = x_pre * t->sx + y_pre * t->shx + t->tx;
+ *y_post = x_pre * t->shy + y_pre * t->sy + t->ty;
+}
+
+//
+//
+//
diff --git a/src/compute/ts/transform_stack.h b/src/compute/ts/transform_stack.h
new file mode 100644
index 0000000..275f529
--- /dev/null
+++ b/src/compute/ts/transform_stack.h
@@ -0,0 +1,208 @@
+/*
+ * Copyright 2018 Google Inc.
+ *
+ * Use of this source code is governed by a BSD-style license that can
+ * be found in the LICENSE file.
+ *
+ */
+
+//
+//
+//
+
+#pragma once
+
+//
+//
+//
+
+#include <skc/skc.h>
+
+//
+//
+//
+
+#if 1
+typedef float skc_transform_float_t;
+#define SKC_TRANSFORM_FLOAT_SUFFIX f
+#else
+typedef double skc_transform_float_t;
+#define SKC_TRANSFORM_FLOAT_SUFFIX
+#endif
+
+//
+//
+//
+
+struct skc_transform_stack;
+
+//
+//
+//
+
+struct skc_transform_stack *
+skc_transform_stack_create(const uint32_t size);
+
+void
+skc_transform_stack_release(struct skc_transform_stack * const ts);
+
+//
+//
+//
+
+uint32_t
+skc_transform_stack_save(struct skc_transform_stack * const ts);
+
+void
+skc_transform_stack_restore(struct skc_transform_stack * const ts, uint32_t const restore);
+
+//
+//
+//
+
+skc_transform_float_t *
+skc_transform_stack_top_transform(struct skc_transform_stack * const ts);
+
+skc_transform_weakref_t *
+skc_transform_stack_top_weakref(struct skc_transform_stack * const ts);
+
+//
+//
+//
+
+void
+skc_transform_stack_drop(struct skc_transform_stack * const ts);
+
+void
+skc_transform_stack_dup(struct skc_transform_stack * const ts);
+
+//
+//
+//
+
+void
+skc_transform_stack_transform_affine(struct skc_transform_stack * const ts,
+ skc_transform_float_t const x_pre,
+ skc_transform_float_t const y_pre,
+ skc_transform_float_t * const x_post,
+ skc_transform_float_t * const y_post);
+
+//
+//
+//
+
+void
+skc_transform_stack_push_matrix(struct skc_transform_stack * const ts,
+ skc_transform_float_t const sx,
+ skc_transform_float_t const shx,
+ skc_transform_float_t const tx,
+ skc_transform_float_t const shy,
+ skc_transform_float_t const sy,
+ skc_transform_float_t const ty,
+ skc_transform_float_t const w0,
+ skc_transform_float_t const w1,
+ skc_transform_float_t const w2);
+
+void
+skc_transform_stack_push_identity(struct skc_transform_stack * const ts);
+
+void
+skc_transform_stack_push_affine(struct skc_transform_stack * const ts,
+ skc_transform_float_t const sx,
+ skc_transform_float_t const shx,
+ skc_transform_float_t const tx,
+ skc_transform_float_t const shy,
+ skc_transform_float_t const sy,
+ skc_transform_float_t const ty);
+
+void
+skc_transform_stack_push_translate(struct skc_transform_stack * const ts,
+ skc_transform_float_t const tx,
+ skc_transform_float_t const ty);
+
+void
+skc_transform_stack_push_scale(struct skc_transform_stack * const ts,
+ skc_transform_float_t const sx,
+ skc_transform_float_t const sy);
+
+void
+skc_transform_stack_push_shear(struct skc_transform_stack * const ts,
+ skc_transform_float_t const shx,
+ skc_transform_float_t const shy);
+
+
+void
+skc_transform_stack_push_skew_x(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta);
+
+void
+skc_transform_stack_push_skew_y(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta);
+
+void
+skc_transform_stack_push_rotate(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta);
+
+void
+skc_transform_stack_push_rotate_xy2(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta,
+ skc_transform_float_t const cx,
+ skc_transform_float_t const cy,
+ skc_transform_float_t const tx,
+ skc_transform_float_t const ty);
+
+void
+skc_transform_stack_push_rotate_xy(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta,
+ skc_transform_float_t const cx,
+ skc_transform_float_t const cy);
+
+void
+skc_transform_stack_push_rotate_scale_xy(struct skc_transform_stack * const ts,
+ skc_transform_float_t const theta,
+ skc_transform_float_t const sx,
+ skc_transform_float_t const sy,
+ skc_transform_float_t const cx,
+ skc_transform_float_t const cy);
+//
+// Quadrilateral coordinates are skc_transform_float_t2 structs:
+//
+// float2[4] = { xy0, xy1, xy2, xy3 }
+//
+// -or-
+//
+// float[8] = { x0, y0, x1, y1, x2, y2, x3, y3 };
+//
+
+bool
+skc_transform_stack_push_quad_to_unit(struct skc_transform_stack * const ts,
+ float const quad_src[8]);
+
+bool
+skc_transform_stack_push_unit_to_quad(struct skc_transform_stack * const ts,
+ float const quad_dst[8]);
+
+bool
+skc_transform_stack_push_rect_to_quad(struct skc_transform_stack * const ts,
+ float const x0,
+ float const y0,
+ float const x1,
+ float const y1,
+ float const quad_dst[8]);
+
+bool
+skc_transform_stack_push_quad_to_quad(struct skc_transform_stack * const ts,
+ float const quad_src[8],
+ float const quad_dst[8]);
+
+//
+//
+//
+
+void
+skc_transform_stack_concat(struct skc_transform_stack * const ts);
+
+//
+//
+//
+