Guido van Rossum | e4bddea | 1991-10-30 11:52:48 +0000 | [diff] [blame] | 1 | import sys |
| 2 | from time import millitimer |
| 3 | |
| 4 | def main(): |
| 5 | filename = 'film2.video' |
| 6 | if sys.argv[1:]: filename = sys.argv[1] |
| 7 | f = open(filename, 'r') |
| 8 | |
| 9 | line = f.readline() |
| 10 | w, h = eval(line[:-1]) |
| 11 | w2, h2 = w/2, h/2 |
| 12 | size = w2 * h2 |
| 13 | |
| 14 | data = data2 = t = t0 = t1 = None |
| 15 | nframes = 0 |
| 16 | t0 = millitimer() |
| 17 | while 1: |
| 18 | line = f.readline() |
| 19 | if not line: break |
| 20 | t = eval(line[:-1]) |
| 21 | data = None |
| 22 | data = f.read(size) |
| 23 | if len(data) <> size: |
| 24 | raise EOFError |
| 25 | dostat(w2, h2, data) |
| 26 | nframes = nframes+1 |
| 27 | t1 = millitimer() |
| 28 | |
| 29 | t = 0.001 * (t1-t0) |
| 30 | fps = 0.1 * int(10*nframes/t) |
| 31 | print nframes, 'frames in', t, 'sec. =', fps, 'frames/sec.' |
| 32 | |
| 33 | def dostat(w, h, data): |
| 34 | print |
| 35 | stat3(w, h, data) |
| 36 | |
| 37 | # Statistic op 1: frequencies of byte values |
| 38 | def stat1(w, h, data): |
| 39 | bins = [0]*256 |
| 40 | for c in data: |
| 41 | i = ord(c) |
| 42 | bins[i] = bins[i]+1 |
| 43 | prbins(bins) |
| 44 | |
| 45 | def prbins(bins): |
| 46 | import string |
| 47 | s = '' |
| 48 | tot = 0 |
| 49 | for i in range(256): |
| 50 | tot = tot + bins[i] |
| 51 | s = s + string.rjust(`bins[i]`, 4) |
| 52 | if len(s) >= 4*16: |
| 53 | print s, string.rjust(`tot`, 7) |
| 54 | s = '' |
| 55 | tot = 0 |
| 56 | |
| 57 | # Statistic op 2: run lengths |
| 58 | def stat2(w, h, data): |
| 59 | runs = [] |
| 60 | for y in range(h): |
| 61 | count, value = 0, ord(data[y*w]) |
| 62 | for c in data[y*w : y*w+w]: |
| 63 | i = ord(c) |
| 64 | if i <> value: |
| 65 | runs.append(count, value) |
| 66 | count, value = 0, i |
| 67 | count = count+1 |
| 68 | runs.append(count, value) |
| 69 | print len(runs), 'runs =', 0.1 * (10*w*h/len(runs)), 'bytes/run' |
| 70 | |
| 71 | # Statistic op 3: frequencies of byte differences |
| 72 | def stat3(w, h, data): |
| 73 | bins = [0]*256 |
| 74 | prev = 0 |
| 75 | for c in data: |
| 76 | i = ord(c) |
| 77 | delta = divmod(i-prev, 256)[1] |
| 78 | prev = i |
| 79 | bins[delta] = bins[delta]+1 |
| 80 | prbins(bins) |
| 81 | |
| 82 | # Try packing |
| 83 | def packblock(w, h, data): |
| 84 | res = '' |
| 85 | for y in range(h): |
| 86 | res = res + packline(data[y*w : y*w+w]) |
| 87 | return res |
| 88 | |
| 89 | def packline(line): |
| 90 | bytes = [] |
| 91 | for c in line: |
| 92 | bytes.append(ord(c)) |
| 93 | prev = bytes[0] |
| 94 | i, n = 1, len(bytes) |
| 95 | while i < n: |
| 96 | for pack in (0, 2, 4, 8): |
Guido van Rossum | f47d048 | 1992-02-11 14:50:22 +0000 | [diff] [blame] | 97 | if pack == 0: |
Guido van Rossum | e4bddea | 1991-10-30 11:52:48 +0000 | [diff] [blame] | 98 | lo, hi = 0, 0 |
| 99 | else: |
| 100 | hi = pow(2, pack-1)-1 |
| 101 | lo = -hi-1 |
| 102 | p = prev |
| 103 | j = i |
| 104 | count = 0 |
| 105 | while j < n: |
| 106 | x = bytes[j] |
| 107 | delta = byte(x-p) |
| 108 | if not lo <= delta <= hi: |
| 109 | break |
| 110 | p = x |
| 111 | j = j+1 |
| 112 | |
| 113 | def byte(x): return divmod(x, 256)[1] |
| 114 | |
| 115 | main() |