Mercurial > vim
view runtime/syntax/robots.vim @ 11175:9836b701afd9 v8.0.0474
patch 8.0.0474: the client-server feature is not tested
commit https://github.com/vim/vim/commit/15bf76d40be1f1622ff5cc16596c308e76e2ca94
Author: Bram Moolenaar <Bram@vim.org>
Date: Sat Mar 18 16:18:37 2017 +0100
patch 8.0.0474: the client-server feature is not tested
Problem: The client-server feature is not tested.
Solution: Add a test.
author | Christian Brabandt <cb@256bit.org> |
---|---|
date | Sat, 18 Mar 2017 16:30:04 +0100 |
parents | 46763b01cd9a |
children | 5b7ea82bc18f |
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" Vim syntax file " Language: "Robots.txt" files " Robots.txt files indicate to WWW robots which parts of a web site should not be accessed. " Maintainer: Dominique Stéphan (dominique@mggen.com) " URL: http://www.mggen.com/vim/syntax/robots.zip " Last change: 2001 May 09 " quit when a syntax file was already loaded if exists("b:current_syntax") finish endif " shut case off syn case ignore " Comment syn match robotsComment "#.*$" contains=robotsUrl,robotsMail,robotsString " Star * (means all spiders) syn match robotsStar "\*" " : syn match robotsDelimiter ":" " The keywords " User-agent syn match robotsAgent "^[Uu][Ss][Ee][Rr]\-[Aa][Gg][Ee][Nn][Tt]" " Disallow syn match robotsDisallow "^[Dd][Ii][Ss][Aa][Ll][Ll][Oo][Ww]" " Disallow: or User-Agent: and the rest of the line before an eventual comment synt match robotsLine "\(^[Uu][Ss][Ee][Rr]\-[Aa][Gg][Ee][Nn][Tt]\|^[Dd][Ii][Ss][Aa][Ll][Ll][Oo][Ww]\):[^#]*" contains=robotsAgent,robotsDisallow,robotsStar,robotsDelimiter " Some frequent things in comments syn match robotsUrl "http[s]\=://\S*" syn match robotsMail "\S*@\S*" syn region robotsString start=+L\="+ skip=+\\\\\|\\"+ end=+"+ hi def link robotsComment Comment hi def link robotsAgent Type hi def link robotsDisallow Statement hi def link robotsLine Special hi def link robotsStar Operator hi def link robotsDelimiter Delimiter hi def link robotsUrl String hi def link robotsMail String hi def link robotsString String let b:current_syntax = "robots" " vim: ts=8 sw=2