In add_label_data() description, use "\samp{}" instead of "``\code{...}''"
to indicate the interpreted letters from the format string.
diff --git a/Doc/lib/libformatter.tex b/Doc/lib/libformatter.tex
index 1a5150d..94cd6d6 100644
--- a/Doc/lib/libformatter.tex
+++ b/Doc/lib/libformatter.tex
@@ -104,10 +104,10 @@
value, are used to compute label values. Each character in the format
string is copied to the label value, with some characters recognized
to indicate a transform on the counter value. Specifically, the
-character ``\code{1}'' represents the counter value formatter as an
-arabic number, the characters ``\code{A}'' and ``\code{a}'' represent
+character \samp{1} represents the counter value formatter as an
+arabic number, the characters \samp{A} and \samp{a} represent
alphabetic representations of the counter value in upper and lower
-case, respectively, and ``\code{I}'' and ``\code{i}'' represent the
+case, respectively, and \samp{I} and \samp{i} represent the
counter value in Roman numerals, in upper and lower case. Note that
the alphabetic and roman transforms require that the counter value be
greater than zero.
diff --git a/Doc/libformatter.tex b/Doc/libformatter.tex
index 1a5150d..94cd6d6 100644
--- a/Doc/libformatter.tex
+++ b/Doc/libformatter.tex
@@ -104,10 +104,10 @@
value, are used to compute label values. Each character in the format
string is copied to the label value, with some characters recognized
to indicate a transform on the counter value. Specifically, the
-character ``\code{1}'' represents the counter value formatter as an
-arabic number, the characters ``\code{A}'' and ``\code{a}'' represent
+character \samp{1} represents the counter value formatter as an
+arabic number, the characters \samp{A} and \samp{a} represent
alphabetic representations of the counter value in upper and lower
-case, respectively, and ``\code{I}'' and ``\code{i}'' represent the
+case, respectively, and \samp{I} and \samp{i} represent the
counter value in Roman numerals, in upper and lower case. Note that
the alphabetic and roman transforms require that the counter value be
greater than zero.