; Fix Calc manual

* doc/misc/calc.texi (History and Acknowledgments)
(Musical Notes): Fix markup due to makeinfo 4.13 support.

(cherry picked from commit 06541762d7d994bedf0c0bd20601047d43de25d5)

diff --git a/doc/misc/calc.texi b/doc/misc/calc.texi
index bcedee8a94662ecd42c043bb92f79923c1ad379a..56ebc589960b213c27c2656568c2f3f51f6476d5 100644 (file)
--- a/doc/misc/calc.texi
+++ b/doc/misc/calc.texi
@@ -1197,7 +1197,7 @@ bent, contributed ideas and algorithms for a number of Calc features
 including modulo forms, primality testing, and float-to-fraction conversion.
 
 Units were added at the eager insistence of Mass Sivilotti.  Later,
-Ulrich Müller at CERN and Przemek Klosowski at NIST provided invaluable
+Ulrich M@"{u}ller at CERN and Przemek Klosowski at NIST provided invaluable
 expert assistance with the units table.  As far as I can remember, the
 idea of using algebraic formulas and variables to represent units dates
 back to an ancient article in Byte magazine about muMath, an early
@@ -28492,12 +28492,25 @@ B and
 the octave numbered 0 was chosen to correspond to the lowest
 audible frequency.  Using this system, middle C (about 261.625 Hz)
 corresponds to the note @slanted{C} in octave 4 and is denoted
-@slanted{C4}.  Any frequency can be described by giving a note plus an
+@iftex
+@slanted{C@sub{4}}.
+@end iftex
+@ifnottex
+@slanted{C} with subscript @slanted{4}.
+@end ifnottex
+Any frequency can be described by giving a note plus an
 offset in cents (where a cent is a ratio of frequencies so that a
 semitone consists of 100 cents).
 
 The midi note number system assigns numbers to notes so that
-@slanted{C-1} corresponds to the midi note number 0 and @slanted{G9}
+@iftex
+@slanted{C@sub{-1}} corresponds to the midi note number 0, and
+@slanted{G@sub{9}}
+@end iftex
+@ifnottex
+@slanted{C} with subscript @slanted{-1} corresponds to the midi note
+number 0, and @slanted{G} with subscript @slanted{9}
+@end ifnottex
 corresponds to the midi note number 127.   A midi controller can have
 up to 128 keys and each midi note number from  0 to 127 corresponds to
 a possible key.