hexo/node_modules/prismjs/components/prism-scheme.js

(function (Prism) {
	Prism.languages.scheme = {
		// this supports "normal" single-line comments:
		//   ; comment
		// and (potentially nested) multiline comments:
		//   #| comment #| nested |# still comment |#
		// (only 1 level of nesting is supported)
		'comment': /;.*|#;\s*(?:\((?:[^()]|\([^()]*\))*\)|\[(?:[^\[\]]|\[[^\[\]]*\])*\])|#\|(?:[^#|]|#(?!\|)|\|(?!#)|#\|(?:[^#|]|#(?!\|)|\|(?!#))*\|#)*\|#/,
		'string': {
			pattern: /"(?:[^"\\]|\\.)*"/,
			greedy: true
		},
		'symbol': {
			pattern: /'[^()\[\]#'\s]+/,
			greedy: true
		},
		'char': {
			pattern: /#\\(?:[ux][a-fA-F\d]+\b|[-a-zA-Z]+\b|[\uD800-\uDBFF][\uDC00-\uDFFF]|\S)/,
			greedy: true
		},
		'lambda-parameter': [
			// https://www.cs.cmu.edu/Groups/AI/html/r4rs/r4rs_6.html#SEC30
			{
				pattern: /((?:^|[^'`#])[(\[]lambda\s+)(?:[^|()\[\]'\s]+|\|(?:[^\\|]|\\.)*\|)/,
				lookbehind: true
			},
			{
				pattern: /((?:^|[^'`#])[(\[]lambda\s+[(\[])[^()\[\]']+/,
				lookbehind: true
			}
		],
		'keyword': {
			pattern: /((?:^|[^'`#])[(\[])(?:begin|case(?:-lambda)?|cond(?:-expand)?|define(?:-library|-macro|-record-type|-syntax|-values)?|defmacro|delay(?:-force)?|do|else|except|export|guard|if|import|include(?:-ci|-library-declarations)?|lambda|let(?:rec)?(?:-syntax|-values|\*)?|let\*-values|only|parameterize|prefix|(?:quasi-?)?quote|rename|set!|syntax-(?:case|rules)|unless|unquote(?:-splicing)?|when)(?=[()\[\]\s]|$)/,
			lookbehind: true
		},
		'builtin': {
			// all functions of the base library of R7RS plus some of built-ins of R5Rs
			pattern: /((?:^|[^'`#])[(\[])(?:abs|and|append|apply|assoc|ass[qv]|binary-port\?|boolean=?\?|bytevector(?:-append|-copy|-copy!|-length|-u8-ref|-u8-set!|\?)?|caar|cadr|call-with-(?:current-continuation|port|values)|call\/cc|car|cdar|cddr|cdr|ceiling|char(?:->integer|-ready\?|\?|<\?|<=\?|=\?|>\?|>=\?)|close-(?:input-port|output-port|port)|complex\?|cons|current-(?:error|input|output)-port|denominator|dynamic-wind|eof-object\??|eq\?|equal\?|eqv\?|error|error-object(?:-irritants|-message|\?)|eval|even\?|exact(?:-integer-sqrt|-integer\?|\?)?|expt|features|file-error\?|floor(?:-quotient|-remainder|\/)?|flush-output-port|for-each|gcd|get-output-(?:bytevector|string)|inexact\??|input-port(?:-open\?|\?)|integer(?:->char|\?)|lcm|length|list(?:->string|->vector|-copy|-ref|-set!|-tail|\?)?|make-(?:bytevector|list|parameter|string|vector)|map|max|member|memq|memv|min|modulo|negative\?|newline|not|null\?|number(?:->string|\?)|numerator|odd\?|open-(?:input|output)-(?:bytevector|string)|or|output-port(?:-open\?|\?)|pair\?|peek-char|peek-u8|port\?|positive\?|procedure\?|quotient|raise|raise-continuable|rational\?|rationalize|read-(?:bytevector|bytevector!|char|error\?|line|string|u8)|real\?|remainder|reverse|round|set-c[ad]r!|square|string(?:->list|->number|->symbol|->utf8|->vector|-append|-copy|-copy!|-fill!|-for-each|-length|-map|-ref|-set!|\?|<\?|<=\?|=\?|>\?|>=\?)?|substring|symbol(?:->string|\?|=\?)|syntax-error|textual-port\?|truncate(?:-quotient|-remainder|\/)?|u8-ready\?|utf8->string|values|vector(?:->list|->string|-append|-copy|-copy!|-fill!|-for-each|-length|-map|-ref|-set!|\?)?|with-exception-handler|write-(?:bytevector|char|string|u8)|zero\?)(?=[()\[\]\s]|$)/,
			lookbehind: true
		},
		'operator': {
			pattern: /((?:^|[^'`#])[(\[])(?:[-+*%/]|[<>]=?|=>?)(?=[()\[\]\s]|$)/,
			lookbehind: true
		},
		'number': {
			// The number pattern from [the R7RS spec](https://small.r7rs.org/attachment/r7rs.pdf).
			//
			// <number>      := <num 2>|<num 8>|<num 10>|<num 16>
			// <num R>       := <prefix R><complex R>
			// <complex R>   := <real R>(?:@<real R>|<imaginary R>)?|<imaginary R>
			// <imaginary R> := [+-](?:<ureal R>|(?:inf|nan)\.0)?i
			// <real R>      := [+-]?<ureal R>|[+-](?:inf|nan)\.0
			// <ureal R>     := <uint R>(?:\/<uint R>)?
			//                | <decimal R>
			//
			// <decimal 10>  := (?:\d+(?:\.\d*)?|\.\d+)(?:e[+-]?\d+)?
			// <uint R>      := <digit R>+
			// <prefix R>    := <radix R>(?:#[ei])?|(?:#[ei])?<radix R>
			// <radix 2>     := #b
			// <radix 8>     := #o
			// <radix 10>    := (?:#d)?
			// <radix 16>    := #x
			// <digit 2>     := [01]
			// <digit 8>     := [0-7]
			// <digit 10>    := \d
			// <digit 16>    := [0-9a-f]
			//
			// The problem with this grammar is that the resulting regex is way to complex, so we simplify by grouping all
			// non-decimal bases together. This results in a decimal (dec) and combined binary, octal, and hexadecimal (box)
			// pattern:
			pattern: RegExp(SortedBNF({
				'<ureal dec>': /\d+(?:\/\d+)|(?:\d+(?:\.\d*)?|\.\d+)(?:[esfdl][+-]?\d+)?/.source,
				'<real dec>': /[+-]?<ureal dec>|[+-](?:inf|nan)\.0/.source,
				'<imaginary dec>': /[+-](?:<ureal dec>|(?:inf|nan)\.0)?i/.source,
				'<complex dec>': /<real dec>(?:@<real dec>|<imaginary dec>)?|<imaginary dec>/.source,
				'<num dec>': /(?:#d(?:#[ei])?|#[ei](?:#d)?)?<complex dec>/.source,

				'<ureal box>': /[0-9a-f]+(?:\/[0-9a-f]+)?/.source,
				'<real box>': /[+-]?<ureal box>|[+-](?:inf|nan)\.0/.source,
				'<imaginary box>': /[+-](?:<ureal box>|(?:inf|nan)\.0)?i/.source,
				'<complex box>': /<real box>(?:@<real box>|<imaginary box>)?|<imaginary box>/.source,
				'<num box>': /#[box](?:#[ei])?|(?:#[ei])?#[box]<complex box>/.source,

				'<number>': /(^|[()\[\]\s])(?:<num dec>|<num box>)(?=[()\[\]\s]|$)/.source,
			}), 'i'),
			lookbehind: true
		},
		'boolean': {
			pattern: /(^|[()\[\]\s])#(?:[ft]|false|true)(?=[()\[\]\s]|$)/,
			lookbehind: true
		},
		'function': {
			pattern: /((?:^|[^'`#])[(\[])(?:[^|()\[\]'\s]+|\|(?:[^\\|]|\\.)*\|)(?=[()\[\]\s]|$)/,
			lookbehind: true
		},
		'identifier': {
			pattern: /(^|[()\[\]\s])\|(?:[^\\|]|\\.)*\|(?=[()\[\]\s]|$)/,
			lookbehind: true,
			greedy: true
		},
		'punctuation': /[()\[\]']/
	};

	/**
	 * Given a topologically sorted BNF grammar, this will return the RegExp source of last rule of the grammar.
	 *
	 * @param {Record<string, string>} grammar
	 * @returns {string}
	 */
	function SortedBNF(grammar) {
		for (var key in grammar) {
			grammar[key] = grammar[key].replace(/<[\w\s]+>/g, function (key) {
				return '(?:' + grammar[key].trim() + ')';
			});
		}
		// return the last item
		return grammar[key];
	}

}(Prism));