repeat option in itemize not working correctly
In MkIV, \startitemize[n,repeat] gives a result that does not look right. The numbers of the first level of itemize are missing. \starttext \startitemize[n,repeat] \item One \item Two \startitemize[n] \item Sub one \item Sub two \stopitemize \stopitemize \stoptext I am using 2011.08.21. Aditya
Am 08.09.2011 um 10:05 schrieb Aditya Mahajan:
In MkIV, \startitemize[n,repeat] gives a result that does not look right. The numbers of the first level of itemize are missing.
As you brought this up I’ll add another problem with repeated items (it shows also your problem). When you can the number format for a subitem the parent number is also changed: \starttext \startitemize[n,repeat] \item Item 1. \startitemize[n] \item Item 1.1. \item Item 1.2. \stopitemize \item Item 2. \startitemize[n] \item Item 2.1. \item Item 2.2. \stopitemize \stopitemize \blank[2*line] \startitemize[n,repeat] \item Item 1. \startitemize[a] \item Item 1.a. \item Item 1.b. \stopitemize \item Item 2. \startitemize[a] \item Item 2.a. \item Item 2.b. \stopitemize \stopitemize \blank[2*line] \startitemize[n,repeat] \noitem \startitemize[a] \item Item 1.a. \item Item 1.b. \stopitemize \noitem \startitemize[a] \item Item 2.a. \item Item 2.b. \stopitemize \stopitemize \stoptext It can be solved with something like this: \def\doactualitemnumber {\begingroup \setupstructurecounter [\currentitemgroupcounter] [%\c!prefix=\v!no, \c!prefix=\getitemparameter\currentitemlevel\c!prefix, \c!prefixstopper=\getitemparameter\currentitemlevel\c!prefixstopper, \c!prefixseparatorset=\getitemparameter\currentitemlevel\c!prefixseparatorset, \c!prefixconversion=\getitemparameter\currentitemlevel\c!prefixconversion, \c!prefixconversionset=\getitemparameter\currentitemlevel\c!prefixseparatorset, \c!prefixset=\getitemparameter\currentitemlevel\c!prefixset, \c!prefixsegments=\getitemparameter\currentitemlevel\c!prefixsegments, \c!prefixconnector=\getitemparameter\currentitemlevel\c!prefixconnector, \c!criterium=\getitemparameter\currentitemlevel\c!criterium, \c!numberorder=\ifconditional\reverselistitem\v!reverse\else\v!normal\fi, \c!numberstopper=\expdoif{\getitemparameter\currentitemlevel\c!placestopper}\v!yes{\getitemparameter\currentitemlevel\c!stopper}, %\c!numberseparatorset=, %\c!numberconversionset=, \c!numberconversion=\currentitemsymbol, \c!numbersegments=\ifx\currentrepeatstart\empty\else\currentrepeatstart:\fi\number\currentitemlevel]% \ifconditional\reverselistitem \convertedstructurecounter[\currentitemgroupcounter]% [\number\currentitemlevel]% + \else\ifconditional\repeatlistitem + \dostepwiserecurse\currentrepeatstart\currentitemlevel\plusone + {\addvalue{repeatlist}{\getvalue{\@@globalitemsymbol\recurselevel}}}% + \normalexpanded{\definestructureconversionset[\??op::\v!repeat][\repeatlist][n]}% + \convertedstructurecounter[\currentitemgroupcounter][\c!numberconversionset=\??op::\v!repeat,\c!numberconversion=] \else \convertedstructurecounter[\currentitemgroupcounter]% [\number\currentitemlevel]% \fi \dohandleitemreference \endgroup} but my solution above doesn’t work with complex itemize constructs. Wolfgang
On 8-9-2011 10:56, Wolfgang Schuster wrote:
It can be solved with something like this:
thanks for analyzing this
\def\doactualitemnumber {\begingroup
%\c!numberconversionset=,
^^ we can use \c!numberconversionset=itemgroup:\currentitemgroup,
but my solution above doesn’t work with complex itemize constructs.
and then add (someplace) in the define macro: \definestructureconversionset[itemgroup:#1][\currentitemconversionset][\currentitemsymbol]% and at the end of the restarter: \ifx\currentrepeatstart\empty \let\currentitemconversionset\currentitemsymbol \else \edef\currentitemconversionset{\currentitemconversionset,\currentitemsymbol}% \fi which seems to work (baking a beta now) Hans ----------------------------------------------------------------- Hans Hagen | PRAGMA ADE Ridderstraat 27 | 8061 GH Hasselt | The Netherlands tel: 038 477 53 69 | voip: 087 875 68 74 | www.pragma-ade.com | www.pragma-pod.nl -----------------------------------------------------------------
Am 08.09.2011 um 17:26 schrieb Hans Hagen:
On 8-9-2011 10:56, Wolfgang Schuster wrote:
It can be solved with something like this:
thanks for analyzing this
\def\doactualitemnumber {\begingroup
%\c!numberconversionset=,
^^ we can use \c!numberconversionset=itemgroup:\currentitemgroup,
but my solution above doesn’t work with complex itemize constructs.
and then add (someplace) in the define macro:
\definestructureconversionset[itemgroup:#1][\currentitemconversionset][\currentitemsymbol]%
and at the end of the restarter:
\ifx\currentrepeatstart\empty \let\currentitemconversionset\currentitemsymbol \else \edef\currentitemconversionset{\currentitemconversionset,\currentitemsymbol}% \fi
which seems to work (baking a beta now)
Thanks, the numbers are now correct. What’s missing is a fix for the problem Aditya mentioned (missing number for the first level item): \unexpanded\def\actualitemnumber {\ifconditional\repeatlistitem - \ifcase\currentitemlevel\or\else + \ifcase\currentitemlevel\else \doactualitemnumber \fi \else \doactualitemnumber \fi} and \noitem is broken with the changes in MkIV: \def\doitemgroupnoitem - {\doadvanceitem\donolistitem} + {\let\currentitemreference\empty + \doadvanceitem\donolistitem} Wolfgang
participants (3)
-
Aditya Mahajan -
Hans Hagen -
Wolfgang Schuster