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%% This is part of OpTeX project, see http://petr.olsak.net/optex

\_codedecl \eoldef {OpTeX useful macos <2020-03-15>} % preloaded in format

   \_doc -----------------------------
   We define \`\opinput` `{<file name>}` macro which
   does `\input {<file name>}` but catocodes are set to normal catcodes
   (like \OpTeX/ initializes them) and the catodes setting is return back to
   the current values when the file is read. You can use `\optinput`
   in any situation inside the document and you will be sure that the file
   is read correctly with correct catcode settings.

   In order to achieve this, we declare \`\optexcatcodes` catcode table
   and \`\plaintexcatocdes`. They save the commonly used catcode tables.
   Note that `\catcodetable` is a part of \LuaTeX/ extension.
   The catcodetable stack is implemented by \OpTeX/ macros.
   The \`\setctable` `<catcode table>` pushes 
   current catcode table to the stack and activates catcodes from
   the `<catcode table>`. The \`\restorectable` returns to the saved catocdes
   from the catcode table stack. So, the `\opinput` macro can be implemented simply:
   \_cod -----------------------------

\_def\_opinput #1{\_setctable\_optexcatcodes \_input "#1" \_restorectable}

\_newcatcodetable \_optexcatcodes
\_newcatcodetable \_plaintexcatcodes

\_public \optexcatcodes \plaintexcatcodes \opinput ;

\_savecatcodetable\_optexcatcodes
{\_catcode`_=8 \savecatcodetable\plaintexcatcodes}

   \_doc -----------------------------
   The implementation of the catcodetable stack follows. 

   The current catodes are
   managed in the `\catcodetable0`. If the `\setctable` is used first (or at
   the outer level of the stack), then the `\catcodetable0` is pushed to the
   stack and the current table is re-set to the given `<catcode table>`.
   The numbers of these tables are stacked to the \`\_ctablelist` macro.
   The `\restorectable` reads the last saved catcode table number from the
   `\_ctablelist` and uses it.
   \_cod -----------------------------

\_newcount\_currctable \_currctable=0
\_catcodetable0

\_def\_setctable#1{\_edef\_ctablelist{{\_the\_currctable}\_ctablelist}%
   \_catcodetable#1\_relax \_currctable=#1\_relax
}
\_def\_restorectable{\_ea\_restorectableA\_ctablelist\_relax}
\_def\_restorectableA#1#2\_relax{%
   \_ifx^#2^\_opwarning
      {You can't use \_noindent\restorectable without previous \_string\setctable}%
   \_else \_def\_ctablelist{#2}\_catcodetable#1\_relax \_currctable=#1\_relax \_fi
}
\_def\_ctablelist{.}

\_public \setctable \restorectable ;

   \_doc -----------------------------
   When a special macro is defined with different catcodes then
   \`\normalcatcodes` can be used at the end of such definition. 
   The normal catcodes are restored.
   The macro reads
   catcodes from `\optecatodes` table and sets it to the main catcode table 0.
   \_cod -----------------------------

\_def\_normalcatcodes {\_catcodetable\_optexcatcodes \_savecatcodetable0 \_catcodetable0 }
\_public \normalcatodes ; 

   \_doc -----------------------------
   The declarator \`\optdef``\macro [<opt default>] <params>{<replacement text>}` 
   defines the `\macro` with the optional parameter followed by normal parameters
   declared in `<params>`. The optional parameter must be used as the first
   first parameter in brackets `[...]`. If it isn't used then <opt default>
   is taken into account. The `<replacement text>` can use `\the\opt`
   because optional parameter is saved to the \`\opt` tokens register.
   Note the difference from \LaTeX/ concept where the optional parameter is
   in `#1`. \OpTeX/ uses `#1` as the first normal parameter (if declared).

   The \`\_nospaceafter` ignores the following optional space at expand
   processor level using the negative `\romannumeral` trick.
   \_cod -----------------------------

\_def\_optdef#1[#2]{% 
   \_def#1{\_opt={#2}\_isnextchar[{\_cs{_oA:\_string#1}}{\_cs{_oB:\_string#1}}}% 
   \_sdef{_oA:\_string#1}[##1]{\_opt={##1}\_cs{_oB:\string#1\_nospaceafter}}% 
   \_sdef{_oB:\_string#1\_nospaceafter}% 
} 
\_def\_nospaceafter#1{\_ea#1\_romannumeral-`\.}
\_newtoks\_opt

\_public \opt \optdef ; 

   \_doc -----------------------------
   The declarator \`\eoldef``\macro #1{<replacement text>}` defines a `\macro`
   which scans its parameter to the end of the current line.
   This is the parameter `#1` which can be used in the `<replacement text>`.
   The catcode of the `\endlinechar` is reset temporarily when the parameter is scanned. 

   The macro defined by `\eoldef` cannot be used with its parameter inside
   other macros because the catcode dancing is not possible here. But the
   \`\bracedparam``\macro{<parameter>}` can be used here. The `\bracedparam`
   is a prefix which re-sets temporarily the `\macro` to a `\macro` with
   normal one parameter.

   The \`\skiptoeol` macro reads the text to the end of the current line 
   and ignores it.
   \_cod -----------------------------

\_def\_eoldef #1{\_def #1{\_begingroup \_catcode`\^^M=12 \_eoldefA #1}%
   \_ea\_def\_csname _\_csstring #1:M\_endcsname}
\_catcode`\^^M=12 %
\_def\_eoldefA #1#2^^M{\_endgroup\_csname _\_csstring #1:M\_endcsname{#2}}%
\_normalcatcodes %

\_eoldef\_skiptoeol#1{}
\_def\_bracedparam#1{\_ifcsname _\_csstring #1:M\_endcsname
    \_csname _\_csstring #1:M\_ea \_endcsname
    \_else \_csname __in\_csstring #1:M\_ea \_endcsname \_fi
} 
\_public \eoldef \skiptoeol \bracedparam ;

   \_doc -----------------------------
   The \`\replstring``\macro{<textA>}{<textB>}`
   replaces all occurrences of `<textA>` by `<textB>` in the `\macro` body.
   The `\macro` must be defined without parameters. The occurrences of
   `<textA>` are not replaced if they are \"hidden" in braces, for example
   `...{...<textA>...}...`. The category codes in the `<textA>` must exactly
   match.
   \_cod -----------------------------

\_catcode`!=3 \_catcode`?=3
\_def\_replstring #1#2#3{%  \replstring #1{stringA}{stringB}
   \_long\_def\_replacestringsA##1#2{\_def #1{##1}\_replacestringsB}%
   \_long\_def\_replacestringsB##1#2{\_ifx!##1\_relax \_else \_addto #1{#3##1}%
      \_ea\_replacestringsB\_fi}%      
   \_ea\_replacestringsA #1?#2!#2%
   \_long\_def\_replacestringsA##1?{\_def #1{##1}}\_ea\_replacestringsA #1}
\_normalcatcodes

\_public \replstring ;

   \_doc -----------------------------
   The \`\catcode` primitive is redefined here. Why?
   There is very common cases like \code{\\catcode`}`<something>`
   or `\catcode"<number>` but these characters
   \code{\`} or \code{"} can be set as active (typically by `\activettchar` macro).
   Nothing problematic happens if re-defined `\catcode` is used in this case.

   If you really need primitive `\catcode` then you can use `\_catcode`.
   \_cod -----------------------------

\def\catcode{\_catcode\_string} % more robust in cases \catcode` or \catcode"

   \_doc -----------------------------
   The \`\removespaces` `<text with spaces >{}` expands to <textwithoutspaces>.
   \nl
   The 	`\_ea`\`\ignorept``\the<dimen>` expands to a decimal
   number `\the<dimen>` but without `pt` unit.
   \nl
   The \`\ignoreit``<token>` just ignores the `<token>`.
   \_cod -----------------------------

\_def\_removespaces #1 {\_isempty{#1}\_iffalse #1\_ea\_removespaces\_fi}
\_ea\_def \_ea\_ignorept \_ea#\_ea1\detokenize{pt}{#1}
\_def\_ignoreit#1{}

\public \removespaces \ignorept \ignoreit ;

   \_doc -----------------------------
   You can use expandable \`\bp``{<dimen>}` convertor from
   \TeX/ `<dimen>` (or from an expression accepted by
   `\dimexpr` primitive) to a decimal value in big points
   (used as natural unit in the PDF format). So, you can write, for example:
   \begtt
   \pdfliteral{q \_bp{.3\hsize-2mm} \_bp{2mm} m 0 \_bp{-4mm} l S Q}
   \endtt
   You can use expandable \`\expr``{<expression>}` for analogical purposes.
   It expands to the value of the `<expression>` at expand processor level
   with \`\_decdigits` digits after decimal point.
   The `<expression>` can include `+-*/()` and decimal numbers in common syntax.

   The usage of prefixed versions \`\_expr` or \`\_bp` is more recommended
   because user can re-define the control sequences `\expr` or `\bp`.
   \_cod -----------------------------

\_def\_decdigits{3} % digits after decimal point in \_bp and \_expr outputs.
\_def\_pttopb{%
   \_directlua{tex.print(string.format('\_pcent.\_decdigits f',
               token.scan_dimen()/65781.76))}%  pt to bp conversion
}
\def\_bp#1{\_ea\_pttopb\_dimexpr#1\_relax}
\def\_expr#1{\_directlua{tex.print(string.format('\_pcent.\_decdigits f',#1))}}

\_public \expr \bp ;

   \_doc ------------------
   The pair {\`\_doc` ... \`\_cod`} is used for documenting macros and to
   printing the technical documentation of the \OpTeX/. The syntax is:
   {\begtt
   \_doc <ignored text>
   <documentation>
   \_cod <ignored text>
   \endtt
   }
   The `<documentation>` (and `<ignored text>` too) must be `<balanced text>`. 
   It means that you cannot document only the `{` but you must document the `}` too.
   \_cod ------------------

\_long\_def\_doc #1\_cod {\_skiptoeol}

\_endcode % -------------------------------------