doc/em/app.codes.nr: fix "139: no real data" error under GNU tbl

Before the patch, running the GNU tbl(1) preprocessor on the
troff file app.codes.nr would give a warning

	$ tbl app.codes.nr >app.codes.nr.2
	tbl:app.codes.nr:139: no real data
	tbl:app.codes.nr:139: giving up on this table

and the table of suffixes

	.z	no arguments
	.l	16-bit argument
	...	...

would be left out of the tbl output.
This commit is contained in:
Tee-Kiah Chia 2021-05-04 15:53:00 +00:00
parent 0b1f81fbfe
commit ea8097d866

View file

@ -118,24 +118,24 @@ The following suffices exist:
.TS .TS
tab(:); tab(:);
l l. l l.
.z:no arguments \ .z:no arguments
.l:16-bit argument \ .l:16-bit argument
.L:32-bit argument \ .L:32-bit argument
.u:16-bit unsigned argument \ .u:16-bit unsigned argument
.lw:16-bit argument divided by the wordsize \ .lw:16-bit argument divided by the wordsize
.Lw:32-bit argument divided by the wordsize \ .Lw:32-bit argument divided by the wordsize
.p:positive 16-bit argument \ .p:positive 16-bit argument
.P:positive 32-bit argument \ .P:positive 32-bit argument
.pw:positive 16-bit argument divided by the wordsize \ .pw:positive 16-bit argument divided by the wordsize
.Pw:positive 32-bit argument divided by the wordsize \ .Pw:positive 32-bit argument divided by the wordsize
.n:negative 16-bit argument \ .n:negative 16-bit argument
.N:negative 32-bit argument \ .N:negative 32-bit argument
.nw:negative 16-bit argument divided by the wordsize \ .nw:negative 16-bit argument divided by the wordsize
.Nw:negative 32-bit argument divided by the wordsize \ .Nw:negative 32-bit argument divided by the wordsize
.s<num>:shortie with <num> as high order argument byte \ .s<num>:shortie with <num> as high order argument byte
.w<num>:shortie with argument divided by the wordsize \ .w<num>:shortie with argument divided by the wordsize
.<num>:mini with <num> as argument \ .<num>:mini with <num> as argument
.<num>W:mini with <num>*wordsize as argument \ .<num>W:mini with <num>*wordsize as argument
.TE .TE
.LP .LP
<num> is a possibly negative integer. <num> is a possibly negative integer.