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<a id='L1' name='L1'></a># B language keywords
<a id='L2' name='L2'></a># by Gyorgy Rotter
<a id='L3' name='L3'></a>#
<a id='L4' name='L4'></a># For the proper syntax highlight the order of the keywords are
<a id='L5' name='L5'></a># important. This is why the related keywords are not listed in a block.
<a id='L6' name='L6'></a># To create semantic relationship between the keywords I used groups.
<a id='L7' name='L7'></a># Some keywords are in a group (the name of the group is
<a id='L8' name='L8'></a># indicated in a commented line above the keyword definition)
<a id='L9' name='L9'></a>#
<a id='L10' name='L10'></a># With the one-liner for example we could replace
<a id='L11' name='L11'></a># the color of the keywords which are the members of the
<a id='L12' name='L12'></a># "Sequences" group from "yellow" to "red"...
<a id='L13' name='L13'></a>#
<a id='L14' name='L14'></a># echo Sequences yellow red | xargs -l bash -c 'sed -z "s/\(# $0\n[^\n]*\)$1/\1$2/g" b.syntax'
<a id='L15' name='L15'></a># ^ ^ ^
<a id='L16' name='L16'></a># | | |
<a id='L17' name='L17'></a># | | -- new_color
<a id='L18' name='L18'></a># | -- actual_color
<a id='L19' name='L19'></a># -- groupname
<a id='L20' name='L20'></a>#
<a id='L21' name='L21'></a>#
<a id='L22' name='L22'></a># Usable groups:
<a id='L23' name='L23'></a># Relations, Sequences, Logical, Arithmetic, Sets, Substitutions
<a id='L24' name='L24'></a>#
<a id='L25' name='L25'></a># Usable colors:
<a id='L26' name='L26'></a># described in the Syntax file
<a id='L27' name='L27'></a>#
<a id='L28' name='L28'></a>
<a id='L29' name='L29'></a>context default
<a id='L30' name='L30'></a> keyword whole ABSTRACT_CONSTANTS yellow
<a id='L31' name='L31'></a> keyword whole ABSTRACT_VARIABLES yellow
<a id='L32' name='L32'></a> keyword whole CONCRETE_CONSTANTS yellow
<a id='L33' name='L33'></a> keyword whole CONCRETE_VARIABLES yellow
<a id='L34' name='L34'></a> keyword whole LOCAL_OPERATIONS yellow
<a id='L35' name='L35'></a> keyword whole IMPLEMENTATION yellow
<a id='L36' name='L36'></a> keyword whole INITIALISATION yellow
<a id='L37' name='L37'></a> keyword whole CONSTRAINTS yellow
<a id='L38' name='L38'></a> keyword whole DEFINITIONS yellow
<a id='L39' name='L39'></a> keyword whole ASSERTIONS yellow
<a id='L40' name='L40'></a> keyword whole OPERATIONS yellow
<a id='L41' name='L41'></a> keyword whole PROPERTIES yellow
<a id='L42' name='L42'></a> keyword whole REFINEMENT yellow
<a id='L43' name='L43'></a> keyword whole CONSTANTS yellow
<a id='L44' name='L44'></a> keyword whole INVARIANT yellow
<a id='L45' name='L45'></a> keyword whole sequences yellow
<a id='L46' name='L46'></a> keyword whole VARIABLES yellow
<a id='L47' name='L47'></a> keyword whole Cardinal yellow
<a id='L48' name='L48'></a>
<a id='L49' name='L49'></a> # Relations
<a id='L50' name='L50'></a> keyword whole closure1 white
<a id='L51' name='L51'></a>
<a id='L52' name='L52'></a> keyword whole INCLUDES yellow
<a id='L53' name='L53'></a>
<a id='L54' name='L54'></a> # Arithmetic
<a id='L55' name='L55'></a> keyword whole NATURAL1 yellow
<a id='L56' name='L56'></a>
<a id='L57' name='L57'></a> keyword whole PROMOTES yellow
<a id='L58' name='L58'></a> keyword whole Boolean yellow
<a id='L59' name='L59'></a> keyword whole EXTENDS yellow
<a id='L60' name='L60'></a> keyword whole IMPORTS yellow
<a id='L61' name='L61'></a>
<a id='L62' name='L62'></a> # Arithmetic
<a id='L63' name='L63'></a> keyword whole INTEGER yellow
<a id='L64' name='L64'></a>
<a id='L65' name='L65'></a> keyword whole iterate yellow
<a id='L66' name='L66'></a> keyword whole MACHINE yellow
<a id='L67' name='L67'></a>
<a id='L68' name='L68'></a> # Arithmetic
<a id='L69' name='L69'></a> keyword whole NATURAL yellow
<a id='L70' name='L70'></a>
<a id='L71' name='L71'></a> keyword whole postfix yellow
<a id='L72' name='L72'></a> keyword whole REFINES yellow
<a id='L73' name='L73'></a> keyword whole subtree yellow
<a id='L74' name='L74'></a> keyword whole VARIANT yellow
<a id='L75' name='L75'></a> keyword whole ASSERT yellow
<a id='L76' name='L76'></a> keyword whole CHOICE yellow
<a id='L77' name='L77'></a>
<a id='L78' name='L78'></a> # Relations
<a id='L79' name='L79'></a> keyword whole closure white
<a id='L80' name='L80'></a>
<a id='L81' name='L81'></a> keyword whole EITHER yellow
<a id='L82' name='L82'></a> keyword whole father yellow
<a id='L83' name='L83'></a> keyword whole MAXINT yellow
<a id='L84' name='L84'></a> keyword whole MININT yellow
<a id='L85' name='L85'></a> keyword whole mirror yellow
<a id='L86' name='L86'></a> keyword whole modulo yellow
<a id='L87' name='L87'></a> keyword whole prefix yellow
<a id='L88' name='L88'></a> keyword whole SELECT yellow
<a id='L89' name='L89'></a> keyword whole STRING yellow
<a id='L90' name='L90'></a> keyword whole struct yellow
<a id='L91' name='L91'></a> keyword whole VALUES yellow
<a id='L92' name='L92'></a> keyword whole arity yellow
<a id='L93' name='L93'></a> keyword whole BEGIN yellow
<a id='L94' name='L94'></a> keyword whole btree yellow
<a id='L95' name='L95'></a> keyword whole const yellow
<a id='L96' name='L96'></a> keyword whole ELSIF yellow
<a id='L97' name='L97'></a> keyword whole FALSE yellow
<a id='L98' name='L98'></a> keyword whole first yellow
<a id='L99' name='L99'></a> keyword whole front yellow
<a id='L100' name='L100'></a> keyword whole infix yellow
<a id='L101' name='L101'></a>
<a id='L102' name='L102'></a> # Sets
<a id='L103' name='L103'></a> keyword whole INTER yellow
<a id='L104' name='L104'></a>
<a id='L105' name='L105'></a> keyword whole inter yellow
<a id='L106' name='L106'></a> keyword whole iseq1 yellow
<a id='L107' name='L107'></a> keyword whole right yellow
<a id='L108' name='L108'></a>
<a id='L109' name='L109'></a> # Arithmetic
<a id='L110' name='L110'></a> keyword whole SIGMA yellow
<a id='L111' name='L111'></a>
<a id='L112' name='L112'></a> keyword whole sizet yellow
<a id='L113' name='L113'></a>
<a id='L114' name='L114'></a> # Sets
<a id='L115' name='L115'></a> keyword whole UNION yellow
<a id='L116' name='L116'></a>
<a id='L117' name='L117'></a> keyword whole union yellow
<a id='L118' name='L118'></a> keyword whole WHERE yellow
<a id='L119' name='L119'></a> keyword whole WHILE yellow
<a id='L120' name='L120'></a> keyword whole bool yellow
<a id='L121' name='L121'></a> keyword whole BOOL yellow
<a id='L122' name='L122'></a> keyword whole card yellow
<a id='L123' name='L123'></a> keyword whole CASE yellow
<a id='L124' name='L124'></a> keyword whole conc yellow
<a id='L125' name='L125'></a> keyword whole ELSE yellow
<a id='L126' name='L126'></a>
<a id='L127' name='L127'></a> # Sets
<a id='L128' name='L128'></a> keyword whole FIN1 yellow
<a id='L129' name='L129'></a>
<a id='L130' name='L130'></a> keyword whole iseq yellow
<a id='L131' name='L131'></a> keyword whole last yellow
<a id='L132' name='L132'></a> keyword whole left yellow
<a id='L133' name='L133'></a> keyword whole NAT1 yellow
<a id='L134' name='L134'></a>
<a id='L135' name='L135'></a> # Sets
<a id='L136' name='L136'></a> keyword whole POW1 yellow
<a id='L137' name='L137'></a>
<a id='L138' name='L138'></a> keyword whole perm yellow
<a id='L139' name='L139'></a> keyword whole pred yellow
<a id='L140' name='L140'></a> keyword whole prj1 yellow
<a id='L141' name='L141'></a> keyword whole prj2 yellow
<a id='L142' name='L142'></a> keyword whole rank yellow
<a id='L143' name='L143'></a> keyword whole SEES yellow
<a id='L144' name='L144'></a> keyword whole seq1 yellow
<a id='L145' name='L145'></a> keyword whole SETS yellow
<a id='L146' name='L146'></a> keyword whole size yellow
<a id='L147' name='L147'></a> keyword whole skip yellow
<a id='L148' name='L148'></a> keyword whole sons yellow
<a id='L149' name='L149'></a> keyword whole succ yellow
<a id='L150' name='L150'></a> keyword whole tail yellow
<a id='L151' name='L151'></a> keyword whole THEN yellow
<a id='L152' name='L152'></a> keyword whole tree yellow
<a id='L153' name='L153'></a> keyword whole TRUE yellow
<a id='L154' name='L154'></a> keyword whole USES yellow
<a id='L155' name='L155'></a> keyword whole WHEN yellow
<a id='L156' name='L156'></a> keyword whole ANY yellow
<a id='L157' name='L157'></a> keyword whole bin yellow
<a id='L158' name='L158'></a> keyword whole dom yellow
<a id='L159' name='L159'></a> keyword whole END yellow
<a id='L160' name='L160'></a>
<a id='L161' name='L161'></a> # Sets
<a id='L162' name='L162'></a> keyword whole FIN yellow
<a id='L163' name='L163'></a>
<a id='L164' name='L164'></a> keyword whole fnc yellow
<a id='L165' name='L165'></a> keyword whole INT yellow
<a id='L166' name='L166'></a> keyword whole LET yellow
<a id='L167' name='L167'></a> keyword whole max yellow
<a id='L168' name='L168'></a> keyword whole min yellow
<a id='L169' name='L169'></a> keyword whole mod yellow
<a id='L170' name='L170'></a> keyword whole NAT yellow
<a id='L171' name='L171'></a>
<a id='L172' name='L172'></a> # Logical
<a id='L173' name='L173'></a> keyword whole not cyan
<a id='L174' name='L174'></a>
<a id='L175' name='L175'></a> # Sets
<a id='L176' name='L176'></a> keyword whole POW yellow
<a id='L177' name='L177'></a>
<a id='L178' name='L178'></a> keyword whole PRE yellow
<a id='L179' name='L179'></a> keyword whole ran yellow
<a id='L180' name='L180'></a> keyword whole rec yellow
<a id='L181' name='L181'></a> keyword whole rel yellow
<a id='L182' name='L182'></a> keyword whole rev yellow
<a id='L183' name='L183'></a> keyword whole seq yellow
<a id='L184' name='L184'></a> keyword whole Set yellow
<a id='L185' name='L185'></a> keyword whole son yellow
<a id='L186' name='L186'></a> keyword whole top yellow
<a id='L187' name='L187'></a> keyword whole VAR yellow
<a id='L188' name='L188'></a> keyword whole BE yellow
<a id='L189' name='L189'></a> keyword whole DO yellow
<a id='L190' name='L190'></a> keyword whole id yellow
<a id='L191' name='L191'></a> keyword whole IF yellow
<a id='L192' name='L192'></a> keyword whole IN yellow
<a id='L193' name='L193'></a> keyword whole OF yellow
<a id='L194' name='L194'></a> keyword whole OR yellow
<a id='L195' name='L195'></a>
<a id='L196' name='L196'></a> # Logical
<a id='L197' name='L197'></a> keyword whole or cyan
<a id='L198' name='L198'></a>
<a id='L199' name='L199'></a> # Arithmetic
<a id='L200' name='L200'></a> keyword whole PI yellow
<a id='L201' name='L201'></a>
<a id='L202' name='L202'></a># prevents - keyword from interfering with comment
<a id='L203' name='L203'></a> keyword /\* green
<a id='L204' name='L204'></a> keyword \*/ green
<a id='L205' name='L205'></a> keyword // green
<a id='L206' name='L206'></a>
<a id='L207' name='L207'></a>
<a id='L208' name='L208'></a> keyword &lt;-- yellow
<a id='L209' name='L209'></a> keyword := yellow
<a id='L210' name='L210'></a>
<a id='L211' name='L211'></a>
<a id='L212' name='L212'></a> # Relations
<a id='L213' name='L213'></a> keyword \+-&gt;&gt; white
<a id='L214' name='L214'></a>
<a id='L215' name='L215'></a> # Relations
<a id='L216' name='L216'></a> keyword --&gt;&gt; white
<a id='L217' name='L217'></a>
<a id='L218' name='L218'></a> # Sets
<a id='L219' name='L219'></a> keyword /&lt;&lt;: yellow
<a id='L220' name='L220'></a>
<a id='L221' name='L221'></a> # Sequences
<a id='L222' name='L222'></a> keyword /|\\ magenta
<a id='L223' name='L223'></a>
<a id='L224' name='L224'></a> # Relations
<a id='L225' name='L225'></a> keyword &gt;-&gt;&gt; white
<a id='L226' name='L226'></a>
<a id='L227' name='L227'></a> # Relations
<a id='L228' name='L228'></a> keyword &gt;\+&gt; white
<a id='L229' name='L229'></a>
<a id='L230' name='L230'></a> # Arithmetic
<a id='L231' name='L231'></a> keyword \*\* yellow
<a id='L232' name='L232'></a>
<a id='L233' name='L233'></a> # Relations
<a id='L234' name='L234'></a> keyword \+-&gt; white
<a id='L235' name='L235'></a>
<a id='L236' name='L236'></a> # Sequences
<a id='L237' name='L237'></a> keyword \\|/ magenta
<a id='L238' name='L238'></a>
<a id='L239' name='L239'></a> # Relations
<a id='L240' name='L240'></a> keyword --&gt; white
<a id='L241' name='L241'></a>
<a id='L242' name='L242'></a> # Sets
<a id='L243' name='L243'></a> keyword /&lt;: yellow
<a id='L244' name='L244'></a>
<a id='L245' name='L245'></a> # Sets
<a id='L246' name='L246'></a> keyword /\\ yellow
<a id='L247' name='L247'></a>
<a id='L248' name='L248'></a> # Relations
<a id='L249' name='L249'></a> keyword &lt;-&gt; white
<a id='L250' name='L250'></a>
<a id='L251' name='L251'></a> # Sets
<a id='L252' name='L252'></a> keyword &lt;&lt;: yellow
<a id='L253' name='L253'></a>
<a id='L254' name='L254'></a> # Relations
<a id='L255' name='L255'></a> keyword &lt;&lt;| white
<a id='L256' name='L256'></a>
<a id='L257' name='L257'></a> # Logical
<a id='L258' name='L258'></a> keyword &lt;=&gt; cyan
<a id='L259' name='L259'></a>
<a id='L260' name='L260'></a> # Relations
<a id='L261' name='L261'></a> keyword &lt;\+ white
<a id='L262' name='L262'></a>
<a id='L263' name='L263'></a> # Relations
<a id='L264' name='L264'></a> keyword &gt;-&gt; white
<a id='L265' name='L265'></a>
<a id='L266' name='L266'></a> # Sets
<a id='L267' name='L267'></a> keyword \\/ yellow
<a id='L268' name='L268'></a>
<a id='L269' name='L269'></a> # Relations
<a id='L270' name='L270'></a> keyword |-&gt; white
<a id='L271' name='L271'></a>
<a id='L272' name='L272'></a> # Relations
<a id='L273' name='L273'></a> keyword |&gt;&gt; white
<a id='L274' name='L274'></a>
<a id='L275' name='L275'></a> keyword != yellow
<a id='L276' name='L276'></a>
<a id='L277' name='L277'></a> # Sequences
<a id='L278' name='L278'></a> keyword -&gt; magenta
<a id='L279' name='L279'></a>
<a id='L280' name='L280'></a> # Sets
<a id='L281' name='L281'></a> keyword /: yellow
<a id='L282' name='L282'></a>
<a id='L283' name='L283'></a> # Logical
<a id='L284' name='L284'></a> keyword /= cyan
<a id='L285' name='L285'></a>
<a id='L286' name='L286'></a> # Substitutions
<a id='L287' name='L287'></a> keyword :: yellow
<a id='L288' name='L288'></a>
<a id='L289' name='L289'></a> # Sequences
<a id='L290' name='L290'></a> keyword &lt;- magenta
<a id='L291' name='L291'></a>
<a id='L292' name='L292'></a> # Sets
<a id='L293' name='L293'></a> keyword &lt;: yellow
<a id='L294' name='L294'></a>
<a id='L295' name='L295'></a> # Arithmetic
<a id='L296' name='L296'></a> keyword &lt;= yellow
<a id='L297' name='L297'></a>
<a id='L298' name='L298'></a> # Relations
<a id='L299' name='L299'></a> keyword &lt;| white
<a id='L300' name='L300'></a>
<a id='L301' name='L301'></a> keyword == yellow
<a id='L302' name='L302'></a>
<a id='L303' name='L303'></a> # Logical
<a id='L304' name='L304'></a> keyword =&gt; cyan
<a id='L305' name='L305'></a>
<a id='L306' name='L306'></a> # Relations
<a id='L307' name='L307'></a> keyword &gt;&lt; white
<a id='L308' name='L308'></a>
<a id='L309' name='L309'></a> # Arithmetic
<a id='L310' name='L310'></a> keyword &gt;= yellow
<a id='L311' name='L311'></a>
<a id='L312' name='L312'></a> # Arithmetic
<a id='L313' name='L313'></a> keyword \* yellow
<a id='L314' name='L314'></a>
<a id='L315' name='L315'></a> # Arithmetic
<a id='L316' name='L316'></a> keyword \+ yellow
<a id='L317' name='L317'></a>
<a id='L318' name='L318'></a> # Sets
<a id='L319' name='L319'></a> keyword {} yellow
<a id='L320' name='L320'></a>
<a id='L321' name='L321'></a> # Relations
<a id='L322' name='L322'></a> keyword |&gt; white
<a id='L323' name='L323'></a>
<a id='L324' name='L324'></a> # Logical
<a id='L325' name='L325'></a> keyword ! cyan
<a id='L326' name='L326'></a>
<a id='L327' name='L327'></a> # Logical
<a id='L328' name='L328'></a> keyword # cyan
<a id='L329' name='L329'></a>
<a id='L330' name='L330'></a> # Relations
<a id='L331' name='L331'></a> keyword % white
<a id='L332' name='L332'></a>
<a id='L333' name='L333'></a> # Logical
<a id='L334' name='L334'></a> keyword &amp; cyan
<a id='L335' name='L335'></a>
<a id='L336' name='L336'></a> keyword ( yellow
<a id='L337' name='L337'></a> keyword ) yellow
<a id='L338' name='L338'></a> keyword , yellow
<a id='L339' name='L339'></a>
<a id='L340' name='L340'></a> # Arithmetic
<a id='L341' name='L341'></a> keyword - yellow
<a id='L342' name='L342'></a>
<a id='L343' name='L343'></a> # Arithmetic
<a id='L344' name='L344'></a> keyword / yellow
<a id='L345' name='L345'></a>
<a id='L346' name='L346'></a> # Sets
<a id='L347' name='L347'></a> keyword : yellow
<a id='L348' name='L348'></a>
<a id='L349' name='L349'></a> keyword ; yellow
<a id='L350' name='L350'></a>
<a id='L351' name='L351'></a> # Arithmetic
<a id='L352' name='L352'></a> keyword &lt; yellow
<a id='L353' name='L353'></a>
<a id='L354' name='L354'></a> # Logical
<a id='L355' name='L355'></a> keyword = cyan
<a id='L356' name='L356'></a>
<a id='L357' name='L357'></a> # Arithmetic
<a id='L358' name='L358'></a> keyword &gt; yellow
<a id='L359' name='L359'></a>
<a id='L360' name='L360'></a> keyword ? yellow
<a id='L361' name='L361'></a> keyword [ yellow
<a id='L362' name='L362'></a> keyword ] yellow
<a id='L363' name='L363'></a>
<a id='L364' name='L364'></a> # Sequences
<a id='L365' name='L365'></a> keyword ^ magenta
<a id='L366' name='L366'></a>
<a id='L367' name='L367'></a> keyword { yellow
<a id='L368' name='L368'></a> keyword } yellow
<a id='L369' name='L369'></a>
<a id='L370' name='L370'></a> keyword | yellow
<a id='L371' name='L371'></a>
<a id='L372' name='L372'></a> # Relations
<a id='L373' name='L373'></a> keyword ~ white
<a id='L374' name='L374'></a>
<a id='L375' name='L375'></a>
<a id='L376' name='L376'></a>context exclusive /\* \*/ green
<a id='L377' name='L377'></a> spellcheck
<a id='L378' name='L378'></a>
<a id='L379' name='L379'></a>context exclusive // \n green
<a id='L380' name='L380'></a> spellcheck
<a id='L381' name='L381'></a>
<a id='L382' name='L382'></a>context " " brightgreen
</pre>
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