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"},"grammars/prolog.json":{"encoding":"utf8","content":"{\n  \"ignoreCase\": false,\n  \"rules\": [\n    {\n      \"begin\": \"\\\\/\\\\*\",\n      \"end\": \"\\\\*\\\\/\",\n      \"token\": \"comment\"\n    },\n    {\n      \"match\": \"%.*$\",\n      \"token\": \"comment\"\n    },\n    {\n      \"match\": \"\\\"(?:[^\\\"\\\\\\\\]|\\\\\\\\.)*\\\"\",\n      \"token\": \"string\"\n    },\n    {\n      \"match\": \"'(?:[^'\\\\\\\\]|\\\\\\\\.)*'\",\n      \"token\": \"string\"\n    },\n    {\n      \"match\": \":-|-->|\\\\\\\\\\\\+|=\\\\.\\\\.|\\\\\\\\=|=:=|=\\\\\\\\=|->|;\",\n      \"token\": \"keyword\"\n    },\n    {\n      \"match\": \"\\\\b[A-Z_][A-Za-z0-9_]*\\\\b\",\n      \"token\": \"property\"\n    },\n    {\n      \"match\": \"\\\\b(?:0[xX][0-9a-fA-F_]+|0[bB][01_]+|0[oO][0-7_]+|\\\\d[\\\\d_]*(?:\\\\.\\\\d[\\\\d_]*)?(?:[eE][+-]?\\\\d+)?)[uUlLfFdDnNiI]{0,3}\\\\b\",\n      \"token\": \"number\"\n    },\n    {\n      \"match\": \"\\\\b(?:initialization|discontiguous|ensure_loaded|use_module|dynamic|module|mod|rem|div|is|op)\\\\b\",\n      \"token\": \"keyword\"\n    },\n    {\n      \"match\": \"\\\\b(?:false|true|fail|halt|nl)\\\\b\",\n      \"token\": \"constant\"\n    },\n    {\n      \"match\": \"\\\\b(?:atom_length|atom_codes|writeln|asserta|assertz|retract|findall|reverse|format|assert|member|append|length|write|print|bagof|setof|msort|nth0|nth1|sort)\\\\b\",\n      \"token\": \"function\"\n    },\n    {\n      \"match\": \"\\\\b[A-Za-z_][A-Za-z0-9_]*(?=\\\\s*\\\\()\",\n      \"token\": \"function\"\n    }\n  ]\n}\n"},"snippets/prolog.json":{"encoding":"utf8","content":"{\n  \"Fact\": {\n    \"prefix\": \"fact\",\n    \"body\": [\n      \"${1:parent}(${2:tom}, ${3:bob}).\"\n    ],\n    \"description\": \"A fact\"\n  },\n  \"Rule\": {\n    \"prefix\": \"rule\",\n    \"body\": [\n      \"${1:head}(${2:X}) :-\",\n      \"\\t$0.\"\n    ],\n    \"description\": \"A rule\"\n  },\n  \"List recursion\": {\n    \"prefix\": \"rec\",\n    \"body\": [\n      \"${1:len}([], 0).\",\n      \"${1:len}([_|T], N) :-\",\n      \"\\t${1:len}(T, M),\",\n      \"\\tN is M + 1.\"\n    ],\n    \"description\": \"Recursion on a list\"\n  }\n}\n"},"README.md":{"encoding":"utf8","content":"# Prolog\n\nSyntax coloring, comment toggling and snippets for Prolog.\n\n## Files\n\n`.pro`, `.prolog`, `.P`\n\n## Features\n\n- Colors keywords, types, strings, numbers, comments and more. The colors follow your theme.\n- **Toggle Line Comment** (Ctrl+/) uses `%`.\n- 3 snippets.\n\n## Snippets\n\nType the prefix and press Tab.\n\n| Prefix | What it inserts |\n| --- | --- |\n| `fact` | A fact |\n| `rule` | A rule |\n| `rec` | Recursion on a list |\n\nThis extension runs no code and asks for no permissions. It is built with the [language contribution](https://ferrum.vyloxi.com/docs/languages) format.\n"}}}