%D \module
%D   [       file=core-con,
%D        version=1997.26.08,
%D          title=\CONTEXT\ Core Macros,
%D       subtitle=Conversion,
%D         author=Hans Hagen,
%D           date=\currentdate,
%D      copyright={PRAGMA ADE \& \CONTEXT\ Development Team}]
%C
%C This module is part of the \CONTEXT\ macro||package and is
%C therefore copyrighted by \PRAGMA. See mreadme.pdf for
%C details.

\writestatus{loading}{ConTeXt Core Macros / Conversion}

\registerctxluafile{core-con}{1.001}

% todo: iso date ranges (from/to)

\unprotect

\ifdefined\currentlanguage \else \let\currentlanguage\empty              \fi
\ifdefined\labeltext       \else \let\labeltext      \firstofoneargument \fi

%D This module deals with all kind of conversions from numbers and dates. I
%D considered splitting this module in a support one and a core one, but to keep
%D things simple as well as preserve the overview, I decided against splitting.

\let\spr\firstofoneargument % separator
\let\stp\firstofoneargument % stopper

% needed for arab:

\unexpanded\def\isolateseparators % even works with list separator overloading
  {\def\spr##1{{##1}}%            % we can probably best mess around with zwj
   \def\stp##1{{##1}}}            % and friends

%D \macros
%D   {numbers}
%D
%D First we deal with the dummy conversion of numbers using the \TEX\ primitive
%D \type{\number}. The uppercase alternative is only there for compatibility with
%D the other conversion macros. We could do without \type{#1} but this way we get
%D rid of unwanted braces. For the savety we also define a non||sence uppercase
%D alternative.
%D
%D \showsetup{numbers}
%D
%D \starttyping
%D \def\numbers#1{\number#1}
%D \def\Numbers#1{\number#1}
%D \stoptyping
%D
%D Due to read ahead, as in \type{[\pagenumber\space]} the space will disappear,
%D unless we use:

\def\numbers#1{\purenumber{#1}}
\def\Numbers#1{\purenumber{#1}}

%D \macros
%D   {romannumerals,Romannumerals}
%D
%D \TEX\ the program uses a rather tricky conversion from numbers to their roman
%D counterparts. This conversion could of course be programmed in \TEX\ itself, but
%D I guess Knuth found the programming trick worth presenting.
%D
%D \showsetup{romannumerals}
%D \showsetup{Romannumerals}

\def\romannumerals#1{\clf_romannumerals\numexpr#1\relax}
\def\Romannumerals#1{\clf_Romannumerals\numexpr#1\relax}

%D Arabic  etc:

\def\abjadnumerals     #1{\clf_abjadnumerals     \numexpr#1\relax}
\def\abjadnodotnumerals#1{\clf_abjadnodotnumerals\numexpr#1\relax}
\def\abjadnaivenumerals#1{\clf_alphabetic        \numexpr#1\relax{arabic}} % okay?

\def\languagecharacters#1{\clf_alphabetic\numexpr#1\relax{\currentlanguage}} % new
\def\languageCharacters#1{\clf_Alphabetic\numexpr#1\relax{\currentlanguage}} % new

\def\alphabeticnumerals#1{\clf_alphabetic\numexpr#1\relax{}}
\def\Alphabeticnumerals#1{\clf_Alphabetic\numexpr#1\relax{}}

\def\thainumerals      #1{\clf_alphabetic\numexpr#1\relax{thai}}
\def\devanagarinumerals#1{\clf_alphabetic\numexpr#1\relax{devanagari}}
\def\gurmurkhinumerals #1{\clf_alphabetic\numexpr#1\relax{gurmurkhi}}
\def\gujaratinumerals  #1{\clf_alphabetic\numexpr#1\relax{gujarati}}
\def\tibetannumerals   #1{\clf_alphabetic\numexpr#1\relax{tibetan}}
\def\greeknumerals     #1{\clf_alphabetic\numexpr#1\relax{greek}}
\def\Greeknumerals     #1{\clf_Alphabetic\numexpr#1\relax{greek}}
\def\arabicnumerals    #1{\clf_alphabetic\numexpr#1\relax{arabic}}
\def\persiannumerals   #1{\clf_alphabetic\numexpr#1\relax{persian}}

\let\arabicexnumerals     \persiannumerals

\def\koreannumerals    #1{\clf_alphabetic\numexpr#1\relax{korean}}
\def\koreannumeralsp   #1{\clf_alphabetic\numexpr#1\relax{korean-parent}}
\def\koreannumeralsc   #1{\clf_alphabetic\numexpr#1\relax{korean-circle}}

\let\koreanparentnumerals\koreannumeralsp
\let\koreancirclenumerals\koreannumeralsc

\def\chinesenumerals   #1{\clf_chinesenumerals\numexpr#1\relax{normal}}
\def\chinesecapnumerals#1{\clf_chinesenumerals\numexpr#1\relax{cap}}
\def\chineseallnumerals#1{\clf_chinesenumerals\numexpr#1\relax{all}}

%D \macros
%D   {character,Character}
%D
%D Converting a number into a character can of course only be done with numbers
%D less or equal to~26. At the cost of much more macros a faster conversion is
%D possible, using:
%D
%D \starttyping
%D \setvalue{char1}{a} \def\character#1{\getvalue{char#1}}
%D \stoptyping
%D
%D But we prefer a simpel \type{\case}.
%D
%D \showsetup{character}
%D \showsetup{Character}

\def\unknowncharacter{-} % else in lists \relax

\def\character#1{\clf_character\numexpr#1\relax}
\def\Character#1{\clf_Character\numexpr#1\relax}

%D \macros
%D   {characters,Characters}
%D
%D Converting large numbers is supported by the next two macros. This time we
%D just count on: $\cdots$~x, y, z, aa, ab, ac~$\cdots$.
%D
%D \showsetup{characters}
%D \showsetup{Characters}

\def\characters#1{\clf_characters\numexpr#1\relax}
\def\Characters#1{\clf_Characters\numexpr#1\relax}

%D \macros
%D   {greeknumerals,Greeknumerals}
%D
%D Why should we only honour the romans, and not the greek?

% \let\greeknumerals\gobbleoneargument
% \let\Greeknumerals\gobbleoneargument

%D \macros
%D   {oldstylenumerals,oldstyleromannumerals}
%D
%D These conversions are dedicated to Frans Goddijn.

\unexpanded\def\oldstylenumerals#1%
  {\begingroup
   \os\number#1%
   \endgroup}

\unexpanded\def\oldstyleromannumerals#1% will become obsolete
  {\dontleavehmode
   \hbox\bgroup
   \ss\txx
   \setbox\scratchbox\hbox \s!spread .15\emwidth{\hss\uppercased{\romannumerals{#1}}\hss}%
   \scratchwidth \wd\scratchbox
   \scratchheight\ht\scratchbox
   \scratchdimen .1\exheight
   \vrule\s!width\scratchwidth\s!height\dimexpr\scratchheight+\scratchdimen\relax\s!depth-\dimexpr\scratchheight-+\scratchdimen\relax
   \hskip-\scratchwidth
   \vrule\s!width\scratchwidth\s!height\scratchdimen\s!depth\scratchdimen
   \hskip-\scratchwidth
   \box\scratchbox
   \egroup}

%D \macros
%D   {protectconversion}
%D
%D The previous two commands are not robust enough to be passed to \type
%D {\write} en \type{\message}. That's why we introduce:

\unexpanded\def\protectconversion
  {\let\doconvertcharacters\firstofoneargument}

%D \macros
%D   {normaltime,normalyear,normalmonth,normalday}
%D
%D The last part of this module is dedicated to converting dates. Because we
%D want to use as meaningful commands as possible, and because \TEX\ already
%D uses up some of those, we save the original meanings.

\savenormalmeaning\time
\savenormalmeaning\year
\savenormalmeaning\month
\savenormalmeaning\day

%D \macros
%D   {month,MONTH}
%D
%D Converting the month number into a month name is done using a case statement,
%D abstact values and the label mechanism. This way users can easily redefine a
%D label from for instance german into austrian.
%D
%D \starttyping
%D \setuplabeltext [de] [january=J\"anner]
%D \stoptyping
%D
%D Anyhow, the conversion looks like:

\unexpanded\def\monthlong #1{\clf_monthname\numexpr#1\relax}
\unexpanded\def\monthshort#1{\clf_monthmnem\numexpr#1\relax}

\let\convertmonth\monthlong % for old times sake

%D We redefine the \TEX\ primitive \type{\month} as:
%D
%D \showsetup{month}
%D \showsetup{MONTH}

\let\month              \monthlong

\unexpanded\def\MONTH     #1{\WORD{\month     {#1}}}
\unexpanded\def\MONTHLONG #1{\WORD{\monthlong {#1}}}
\unexpanded\def\MONTHSHORT#1{\WORD{\monthshort{#1}}}

%D We never explicitly needed this, but Tobias Burnus pointed out that it would be
%D handy to convert to the day of the week. In doing so, we have to calculate the
%D total number of days, taking leapyears into account. For those who are curious:
%D
%D \startitemize[packed]
%D \item  years that can be divided by 4 are leapyears
%D \item  exept years that can be divided by 100
%D \item  unless years can be divided by 400
%D \stopitemize

%D \macros
%D   {weekday,WEEKDAY}
%D
%D The first one is sort of redundant. It takes the day number argument.
%D
%D \showsetup{weekday}
%D \showsetup{WEEKDAY}

\unexpanded\def\weekday#1{\clf_day\numexpr#1\relax}
\unexpanded\def\WEEKDAY#1{\WORD{\clf_day\numexpr#1\relax}}

%D \macros
%D   {getdayoftheweek, dayoftheweek}

\newcount\normalweekday

           \def\dayoftheweek   #1#2#3{\clf_weekdayname\numexpr#1\relax\numexpr#2\relax,\numexpr#3\relax}                 % name
\unexpanded\def\getdayoftheweek#1#2#3{\normalweekday\clf_weekday\numexpr#1\relax\numexpr#2\relax,\numexpr#3\relax\relax} % number

%D Using this macro in
%D
%D \startbuffer
%D monday:   \dayoftheweek  {4} {5} {1992}
%D friday:   \dayoftheweek {16} {6} {1995}
%D monday:   \dayoftheweek {25} {8} {1997}
%D saturday: \dayoftheweek {30} {8} {1997}
%D tuesday:  \dayoftheweek  {2} {1} {1996}
%D tuesday:  \dayoftheweek  {7} {1} {1997}
%D tuesday:  \dayoftheweek {13} {1} {1998}
%D friday:   \dayoftheweek  {1} {1} {2000}
%D \stopbuffer
%D
%D \typebuffer
%D
%D gives
%D
%D \startlines
%D \getbuffer
%D \stoplines
%D
%D The macro \type {\getdayoftheweek} can be used to calculate the number
%D \type {\normalweekday}.

%D \macros
%D   {doifleapyearelse,
%D    getdayspermonth}
%D
%D Sometimes we need to know if we're dealing with a leapyear, so here is a
%D testmacro:
%D
%D \starttyping
%D \doifleapyearelse{year}{yes}{no}
%D \stoptyping
%D
%D An example of its use can be seen in the macro
%D
%D \starttyping
%D \getdayspermonth{year}{month}
%D \stoptyping
%D
%D The number of days is available in the macro \type {\numberofdays}.

\def\doifelseleapyear#1%
  {\clf_doifelseleapyear\numexpr#1\relax}

\let\doifleapyearelse\doifelseleapyear

\unexpanded\def\getdayspermonth#1#2%
  {\edef\numberofdays{\clf_nofdays\numexpr#1\relax\numexpr#2\relax}}

\def\dayspermonth#1#2%
  {\clf_nofdays\numexpr#1\relax\numexpr#2\relax}

% \dayoftheweek{2006}{9}{15}
% \doifleapyearelse{2000}{OK}{NOT OK}
% \doifleapyearelse{2100}{NOT OK}{OK}
% \doifleapyearelse{2004}{OK}{NOT OK}
% \doifleapyearelse{2003}{NOT OK}{OK}
% \dayspermonth{2000}{2}
% [\the\normaltime=\the\time]

%D \macros
%D   {currentdate, rawdate, date}
%D
%D We use these conversion macros in the date formatting macro:
%D
%D \showsetup{currentdate}
%D
%D This macro takes care of proper spacing and delivers for instance:
%D
%D \startbuffer
%D \currentdate[weekday,day,month,year] % still dutch example
%D \currentdate[WEEKDAY,day,MONTH,year] % still dutch example
%D \stopbuffer
%D
%D \startlines
%D \getbuffer
%D \stoplines
%D
%D depending of course on the keywords. Here we gave:
%D
%D \typebuffer
%D
%D If needed one can also add non||keywords, like in
%D
%D \startbuffer
%D \currentdate[dd,--,mm,--,yy]
%D \stopbuffer
%D
%D \typebuffer
%D
%D or typeset: \getbuffer.
%D
%D When no argument is passed, the current date is given as specified per
%D language (using \type{\installlanguage}).
%D
%D \showsetup{currentdate}
%D
%D \startbuffer
%D \date
%D \date[d=12,m=12,y=1998][weekday]
%D \date[d=12,m=12,y=1998]
%D \stopbuffer
%D
%D We can also typeset arbitrary dates, using the previous
%D command.
%D
%D \typebuffer
%D
%D The date is specified by one character keys. When no date is given, we
%D get the current date.
%D
%D \startlines
%D \getbuffer
%D \stoplines

%D \starttabulate[|l|l|]
%D \HL
%D \NC year     \NC (\currentdate[year])     \NC\NR
%D \NC yy       \NC (\currentdate[yy])       \NC\NR
%D \NC y        \NC (\currentdate[y])        \NC\NR
%D \NC Y        \NC (\currentdate[Y])        \NC\NR
%D \HL
%D \NC month    \NC (\currentdate[month])    \NC\NR
%D \NC mm       \NC (\currentdate[mm])       \NC\NR
%D \NC m        \NC (\currentdate[m])        \NC\NR
%D \NC M        \NC (\currentdate[M])        \NC\NR
%D \HL
%D \NC day      \NC (\currentdate[day])      \NC\NR
%D \NC dd       \NC (\currentdate[dd])       \NC\NR
%D \NC d        \NC (\currentdate[d])        \NC\NR
%D \NC D        \NC (\currentdate[D])        \NC\NR
%D \HL
%D \NC weekday  \NC (\currentdate[weekday])  \NC\NR
%D \NC w        \NC (\currentdate[w])        \NC\NR
%D \NC W        \NC (\currentdate[W])        \NC\NR
%D \HL
%D \NC referral \NC (\currentdate[referral]) \NC\NR
%D \HL
%D \NC day:mnem \NC (\currentdate[day:mnem]) \NC\NR
%D \NC dd:mnem  \NC (\currentdate[dd:mnem])  \NC\NR
%D \NC d:mnem   \NC (\currentdate[d:mnem])   \NC\NR
%D \NC D:mnem   \NC (\currentdate[D:mnem])   \NC\NR
%D \HL
%D \stoptabulate
%D
%D \startbuffer
%D (\currentdate[D,.,M,.,Y])
%D (\currentdate[day,month,year])
%D (\currentdate[day,+,month,+,year])
%D \stopbuffer
%D
%D \typebuffer \getbuffer

\newtoks \everycurrentdate

\unexpanded\def\currentdate
  {\dosingleempty\syst_converters_current_date}

\def\syst_converters_current_date[#1]%
  {\begingroup
   \the\everycurrentdate
   \doifsomething{#1}{\edef\currentdatespecification{#1}}%
   \clf_currentdate{\currentdatespecification}{\labellanguage}%
   \endgroup}

\unexpanded\def\date
  {\dodoubleempty\syst_converters_date}

\def\syst_converters_date[#1][#2]%
  {\begingroup
   \iffirstargument
     \letdummyparameter\c!d\normalday
     \letdummyparameter\c!m\normalmonth
     \letdummyparameter\c!y\normalyear
     \getdummyparameters[#1]%
     \normalday  \directdummyparameter\c!d\relax
     \normalmonth\directdummyparameter\c!m\relax
     \normalyear \directdummyparameter\c!y\relax
   \fi
   \syst_converters_current_date[#2]%
   \endgroup}

\def\rawdate[#1]% expandable and no labels
  {\clf_rawdate{\currentdatespecification}}

%D \macros
%D   {currenttime}
%D
%D The currenttime is actually the jobtime. You can specify a pattern similar
%D to the previous date macro using the keys \type {h}, \type {m} and a separator.

\unexpanded\def\calculatecurrenttime
  {\edef\currenthour  {\clf_hour  }%
   \edef\currentminute{\clf_minute}%
   \edef\currentsecond{\clf_second}}

\let\currenthour  \!!plusone
\let\currentminute\!!plusone
\let\currentsecond\!!plusone

\def\currenttimespecification{h,:,m}

\unexpanded\def\currenttime
  {\doifelsenextoptional\syst_converters_current_time_yes\syst_converters_current_time_nop}

\unexpanded\def\syst_converters_current_time_yes[#1]%
  {\calculatecurrenttime
   \processallactionsinset[#1][h=>\currenthour,m=>\currentminute,\s!unknown=>\commalistelement]}

\unexpanded\def\syst_converters_current_time_nop
  {\normalexpanded{\syst_converters_current_time_yes[\currenttimespecification]}}


%D Because we're dealing with dates, we also introduce a few day loops:
%D
%D \starttyping
%D \processmonth{year}{month}{command}
%D \processyear{year}{command}{before}{after}
%D \stoptyping
%D
%D The counters \type {\normalyear}, \type {\normalmonth} and \type {\normalday}
%D can be used for for date manipulations.

\unexpanded\def\processmonth#1#2#3% year month command
  {\begingroup
   \getdayspermonth{#1}{#2}%
   \dostepwiserecurse\plusone\numberofdays\plusone
     {\normalyear #1\relax
      \normalmonth#2\relax
      \normalday  \recurselevel\relax
      #3}%
   \endgroup}

\def\lastmonth{12} % can be set to e.g. 1 when testing

\unexpanded\def\processyear#1#2#3#4% year command before after
  {\begingroup
   \dorecurse\lastmonth
     {\normalyear #1\relax
      \normalmonth\recurselevel\relax
      #3\processmonth\normalyear\normalmonth{#2}#4}%
   \endgroup}

%D \macros
%D   {defineconversion, convertnumber}
%D
%D Conversion involves the macros that we implemented earlier in this module.
%D
%D \showsetup{defineconversion}
%D \showsetup{convertnumber}
%D
%D We can feed this command with conversion macros as well as a set of conversion
%D symbols. Both need a bit different treatment.
%D
%D \starttyping
%D \defineconversion [roman] [\romannumerals]
%D \defineconversion [set 1] [$\star$,$\bullet$,$\ast$]
%D \stoptyping
%D
%D You can define a language dependent conversion with:
%D
%D \starttyping
%D \defineconversion [en] [whatever] [\something]
%D \stoptyping

\installcorenamespace {conversion}
\installcorenamespace {conversionarguments}
\installcorenamespace {conversionwords}

%D It might be better to move more to lua as we also need conversion there
%D and doublicating logic doesn't make things cleaner. It means that all
%D conversions will get a language argument too. However, we permit definitions
%D at the \TEX\ end so we have to provide some hybrid method.

% checkedconversion(method,n,language)

\unexpanded\def\defineconversion
  {\dotripleempty\syst_converters_define_conversion}

\def\syst_converters_define_conversion[#1][#2][#3]% from now on global (maybe local again some day)
  {\ifthirdargument
     \syst_converters_define_conversion_indeed{#1#2}{#1:#2}{#3}%
   \else
     \syst_converters_define_conversion_indeed{#1}{#1}{#2}%
   \fi}

\def\syst_converters_define_conversion_indeed#1#2#3%
  {\doifelseinstring{,}{\detokenize{#3}}
     {\clf_defineconversion{#2}{\detokenize{#3}}% a set e.g. of symbols
      \setgvalue{\??conversion#1}{\syst_converters_checked_conversion{#2}}}
     {\setgvalue{\??conversion#1}{#3}}}

\def\syst_converters_checked_conversion#1#2%
  {\clf_checkedconversion{#1}\numexpr#2\relax}

%D If a conversion is just a font switch then we need to make sure that the
%D number is indeed ends up as number in the input, so we need to handle the
%D second argument.

\def\convertnumber#1#2% expandable
  {\csname\??conversionarguments
     \ifcsname\??conversion\currentlanguage#1\endcsname1\else
     \ifcsname\??conversion                #1\endcsname2\else
                                                       3\fi\fi
   \endcsname{#1}{\number#2}}

\unexpanded\def\uconvertnumber % unexpandable
  {\convertnumber}

\setvalue{\??conversionarguments1}#1{\csname\??conversion\currentlanguage#1\endcsname}
\setvalue{\??conversionarguments2}#1{\csname\??conversion                #1\endcsname}
\letvalue{\??conversionarguments3}\syst_converters_checked_conversion

% we can also add a \ctxcommand{doifelseconversion("#1","\currentlanguage")} to check
% if we have definitions that are not matched at the lua end .. eventually we might do
% that when more shows up

\def\doifelseconversiondefined#1%
  {\ifcsname\??conversion\currentlanguage#1\endcsname
     \expandafter\firstoftwoarguments
   \else\ifcsname\??conversion#1\endcsname
     \doubleexpandafter\firstoftwoarguments
   \else
     \doubleexpandafter\secondoftwoarguments
   \fi\fi}

\def\doifelseconversionnumber#1#2%
  {\ifcsname\??conversion#1#2\endcsname
     \expandafter\firstoftwoarguments
   \else
     \expandafter\secondoftwoarguments
   \fi}

\let\doifconversiondefinedelse\doifelseconversiondefined
\let\doifconversionnumberelse \doifelseconversionnumber

%D Handy.

\setvalue{\??conversionwords\v!one  }{1}
\setvalue{\??conversionwords\v!two  }{2}
\setvalue{\??conversionwords\v!three}{3}
\setvalue{\??conversionwords\v!four }{4}
\setvalue{\??conversionwords\v!five }{5}

\def\wordtonumber#1#2{\ifcsname\??conversionwords#1\endcsname\csname\??conversionwords#1\endcsname\else#2\fi}

% \defineconversion[ctx][c,o,n,t,e,x,t]
%
% \doloop{\doifelseconversionnumber{ctx}{\recurselevel}{[\recurselevel]}{\exitloop}}

%D \macros
%D   {ordinaldaynumber, highordinalstr, ordinalstr}
%D
%D Efficient general ordinal number converters are sometimes difficult to
%D implement. Fortunately dates never exceed the number~31.

\def\highordinalstr     #1{\high{\notsmallcapped{#1}}}
\def\ordinalstr         #1{\notsmallcapped{#1}}
\def\ordinaldaynumber   #1{\clf_ordinal\numexpr#1\relax{\currentlanguage}}

\def\verbosenumber      #1{\clf_verbose\numexpr#1\relax{\currentlanguage}}
\def\VerboseNumber      #1{\Words{\clf_verbose\numexpr#1\relax{\currentlanguage}}}

%D As longs as symbols are linked to levels or numbers, we can also use the
%D conversion mechanism, but in for instance the itemization macros, we prefer
%D symbols because they can more easier be (partially) redefined. Symbols are
%D implemented in another module.

\def\smallcappedromannumerals#1{\smallcapped{\romannumerals{#1}}}
\def\smallcappedcharacters   #1{\smallcapped{\characters   {#1}}}

\defineconversion []                     [\numbers] % the default conversion
\defineconversion [\v!empty]             [\gobbleoneargument]
\defineconversion [\v!none]              [\numbers]
\defineconversion [\s!default]           [\numbers]

\defineconversion [month]                [\monthlong]
\defineconversion [month:mnem]           [\monthshort]

\defineconversion [\v!character]         [\character]
\defineconversion [\v!Character]         [\Character]

\defineconversion [\v!characters]        [\characters]
\defineconversion [\v!Characters]        [\Characters]

\defineconversion [a]                    [\characters]
\defineconversion [A]                    [\Characters]
\defineconversion [AK]                   [\smallcappedcharacters]
\defineconversion [KA]                   [\smallcappedcharacters]

\defineconversion [\v!alphabetic]        [\alphabeticnumerals]
\defineconversion [\v!Alphabetic]        [\Alphabeticnumerals]

\defineconversion [\v!number]            [\numbers]
\defineconversion [\v!numbers]           [\numbers]
\defineconversion [\v!Numbers]           [\Numbers]
\defineconversion [\v!mediaeval]         [\mediaeval]

\defineconversion [\v!word]              [\verbosenumber]
\defineconversion [\v!words]             [\verbosenumber]

\defineconversion [\v!Word]              [\VerboseNumber]
\defineconversion [\v!Words]             [\VerboseNumber]

\defineconversion [n]                    [\numbers]
\defineconversion [N]                    [\Numbers]
\defineconversion [m]                    [\mediaeval]
\defineconversion [o]                    [\oldstylenumerals]
\defineconversion [O]                    [\oldstylenumerals]
\defineconversion [or]                   [\oldstyleromannumerals]

\defineconversion [\v!romannumerals]     [\romannumerals]
\defineconversion [\v!Romannumerals]     [\Romannumerals]

\defineconversion [i]                    [\romannumerals]
\defineconversion [I]                    [\Romannumerals]
\defineconversion [r]                    [\romannumerals]
\defineconversion [R]                    [\Romannumerals]

\defineconversion [KR]                   [\smallcappedromannumerals]
\defineconversion [RK]                   [\smallcappedromannumerals]

\defineconversion [\v!greek]             [\greeknumerals]
\defineconversion [\v!Greek]             [\Greeknumerals]

\defineconversion [g]                    [\greeknumerals]
\defineconversion [G]                    [\Greeknumerals]

%defineconversion [ñ]                    [\spanishnumerals]
%defineconversion [Ñ]                    [\Spanishnumerals]

\defineconversion [abjadnumerals]        [\abjadnumerals]
\defineconversion [abjadnodotnumerals]   [\adjadnodotnumerals]
\defineconversion [abjadnaivenumerals]   [\adjadnaivenumerals]

\defineconversion [thainumerals]         [\thainumerals]
\defineconversion [devanagarinumerals]   [\devanagarinumerals]
\defineconversion [gurmurkhinumerals]    [\gurmurkhinumerals]
\defineconversion [gujaratinumerals]     [\gujaratinumerals]
\defineconversion [tibetannumerals]      [\tibetannumerals]
\defineconversion [greeknumerals]        [\greeknumerals]
\defineconversion [Greeknumerals]        [\Greeknumerals]
\defineconversion [arabicnumerals]       [\arabicnumerals]
\defineconversion [persiannumerals]      [\persiannumerals]
\defineconversion [arabicexnumerals]     [\arabicexnumerals]

\defineconversion [koreannumerals]       [\koreannumerals]
\defineconversion [koreanparentnumerals] [\koreanparentnumerals]
\defineconversion [koreancirclenumerals] [\koreancirclenumerals]

\defineconversion [kr]                   [\koreannumerals]
\defineconversion [kr-p]                 [\koreanparentnumerals]
\defineconversion [kr-c]                 [\koreancirclenumerals]

\defineconversion [chinesenumerals]      [\chinesenumerals]
\defineconversion [chinesecapnumerals]   [\chinesecapnumerals]
\defineconversion [chineseallnumerals]   [\chineseallnumerals]

\defineconversion [cn]                   [\chinesenumerals]
\defineconversion [cn-c]                 [\chinesecapnumerals]
\defineconversion [cn-a]                 [\chineseallnumerals]

%D Moved from lang-def.mkiv:
%D
%D Define these as the general character enumeration when language is Slovenian. If
%D you feel uncomfortable with this, mail Mojca, since she promised to to take the
%D heat. Pablo was next to request this. We changed characters to numerals for this
%D feature. We do need these definitions for mechanisms like itemize that check
%D for converters.

\def\sloveniannumerals#1{\clf_alphabetic\numexpr#1\relax{sl}}
\def\slovenianNumerals#1{\clf_Alphabetic\numexpr#1\relax{sl}}

\def\spanishnumerals  #1{\clf_alphabetic\numexpr#1\relax{es}}
\def\spanishNumerals  #1{\clf_Alphabetic\numexpr#1\relax{es}}

\defineconversion [\s!sl] [character]  [\sloveniannumerals]
\defineconversion [\s!sl] [Character]  [\slovenianNumerals]
\defineconversion [\s!sl] [characters] [\sloveniannumerals]
\defineconversion [\s!sl] [Characters] [\slovenianNumerals]

\defineconversion [\s!sl] [a]          [\sloveniannumerals]
\defineconversion [\s!sl] [A]          [\slovenianNumerals]
\defineconversion [\s!sl] [AK]         [\smallcapped\sloveniannumerals]
\defineconversion [\s!sl] [KA]         [\smallcapped\sloveniannumerals]

\defineconversion [\s!es] [character]  [\spanishnumerals]
\defineconversion [\s!es] [Character]  [\spanishNumerals]
\defineconversion [\s!es] [characters] [\spanishnumerals]
\defineconversion [\s!es] [Characters] [\spanishNumerals]

\defineconversion [\s!es] [a]          [\spanishnumerals]
\defineconversion [\s!es] [A]          [\spanishNumerals]
\defineconversion [\s!es] [AK]         [\smallcapped\spanishnumerals]
\defineconversion [\s!es] [KA]         [\smallcapped\spanishnumerals]

\defineconversion [sloveniannumerals]  [\sloveniannumerals]
\defineconversion [slovenianNumerals]  [\slovenianNumerals]

\defineconversion [spanishnumerals]    [\spanishnumerals]
\defineconversion [spanishNumerals]    [\spanishNumerals]

%D In case a font has no greek (WS):

\defineconversion [mathgreek]
  [\m{α},\m{β},\m{γ},\m{δ},\m{ε},\m{ζ},
   \m{η},\m{θ},\m{ι},\m{κ},\m{λ},\m{μ},
   \m{ν},\m{ξ},\m{ο},\m{π},\m{ρ},\m{σ},
   \m{τ},\m{υ},\m{φ},\m{χ},\m{ψ},\m{ω}]

%D Handy too (expanded!):

\def\unihex#1{\clf_unihex\numexpr#1\relax}

%D Symbol sets:

\ifdefined\symbol \else \def\symbol[#1]{#1} \fi % todo

\defineconversion
  [set 0]
  [{\symbol[bullet]},
   {\symbol[dash]},
   {\symbol[star]},
   {\symbol[triangle]},
   {\symbol[circle]},
   {\symbol[medcircle]},
   {\symbol[bigcircle]},
   {\symbol[square]}]

\defineconversion
  [set 1]
  [\mathematics{\star},
   \mathematics{\star\star},
   \mathematics{\star\star\star},
   \mathematics{\ddagger},
   \mathematics{\ddagger\ddagger},
   \mathematics{\ddagger\ddagger\ddagger},
   \mathematics{\ast},
   \mathematics{\ast\ast},
   \mathematics{\ast\ast\ast}]

\defineconversion
  [set 2]
  [\mathematics{*},
   \mathematics{\dag},
   \mathematics{\ddag},
   \mathematics{**},
   \mathematics{\dag\dag},
   \mathematics{\ddag\ddag},
   \mathematics{***},
   \mathematics{\dag\dag\dag},
   \mathematics{\ddag\ddag\ddag},
   \mathematics{****},
   \mathematics{\dag\dag\dag\dag},
   \mathematics{\ddag\ddag\ddag\ddag}]

\defineconversion
  [set 3]
  [\mathematics{\star},
   \mathematics{\star\star},
   \mathematics{\star\star\star},
   \mathematics{\ddagger},
   \mathematics{\ddagger\ddagger},
   \mathematics{\ddagger\ddagger\ddagger},
   \mathematics{\P},
   \mathematics{\P\P},
   \mathematics{\P\P\P},
   \mathematics{\S},
   \mathematics{\S\S},
   \mathematics{\S\S\S},
   \mathematics{\ast},
   \mathematics{\ast\ast},
   \mathematics{\ast\ast\ast}]

%D Iteration of suggestion by WS on mailinglist 2010.12.22:
%D
%D \starttyping
%D \setupfloatsplitting[conversion=continued]
%D \stoptyping

\unexpanded\def\continuednumber#1%
  {\labeltext{\ifcase#1\or\else\v!continued\fi}}

\defineconversion
  [\v!continued]
  [\continuednumber]

\protect \endinput
