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<!DOCTYPE NETSCAPE-Bookmark-file-1>
<!-- This is an automatically generated file.
It will be read and overwritten.
DO NOT EDIT! -->
<META HTTP-EQUIV="Content-Type" CONTENT="text/html; charset=UTF-8">
<TITLE>Bookmarks</TITLE>
<H1>Bookmarks Menu</H1>
<DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1485160374">數學</H3>
<DL><p>
<DT><A HREF="https://betterexplained.com/calculus/" ADD_DATE="1460696253" LAST_MODIFIED="1514871309">Calculus, Better Explained eBook + Video Course</A>
<DT><A HREF="http://www.mathsisfun.com/index.htm" ADD_DATE="1343842291" LAST_MODIFIED="1353829238">Math is Fun - Maths Resources</A>
<DT><A HREF="http://www.searchonmath.com/" ADD_DATE="1425006562" LAST_MODIFIED="1514871285">SearchOnMath</A>
<DD>SearchOnMath: A powerful search engine for math formulas.
<DT><A HREF="http://mathworld.wolfram.com/" ADD_DATE="1361201753" LAST_MODIFIED="1361201762" ICON_URI="http://mathworld.wolfram.com/favicon.ico" 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" LAST_CHARSET="ISO-8859-1">Wolfram MathWorld:</A>
</DL><p>
<DT><H3 ADD_DATE="1496365367" LAST_MODIFIED="1496365409">時間管理</H3>
<DL><p>
<DT><H3 ADD_DATE="1496365409" LAST_MODIFIED="1496365413">GTD</H3>
<DL><p>
</DL><p>
<DT><H3 ADD_DATE="1496365382" LAST_MODIFIED="1496365413">Pomodoro</H3>
<DL><p>
<DT><A HREF="https://cirillocompany.de/pages/pomodoro-technique" ADD_DATE="1496365323" LAST_MODIFIED="1496365413" ICON_URI="https://cdn.shopify.com/s/files/1/0257/1675/t/147/assets/favicon-cirilloconsulting.png?13238786649266401314" ICON="data:image/png;base64,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">The Pomodoro Technique</A>
<DD>Do more and have fun with time management. The Pomodoro Technique isn’t like any other time-management method on the market today.
</DL><p>
</DL><p>
<DT><H3 ADD_DATE="1372007860" LAST_MODIFIED="1521602838">書字詩詞</H3>
<DL><p>
<DT><A HREF="http://ctext.org/" ADD_DATE="1516005524" LAST_MODIFIED="1516005533">Chinese Text Project</A>
<DD>The world's largest digital library of pre-modern Chinese: an open-access digital library that makes pre-modern Chinese texts available to readers and researchers all around the world. The site attempts to make use of the digital medium to explore new ways of interacting with these texts that are not possible in print.
<DT><A HREF="http://www.shufazidian.com/" ADD_DATE="1479884584" LAST_MODIFIED="1479884585">书法字典_在线书法篆刻学习资料</A>
<DD>书法字典是在线查询历代书法家作品，内容包括草、行、楷、篆、隶等数以十万计的单字书体写法。还有历代名家资料，简历，书法作品详细介绍等内容。篆刻部分，收集从古至今各路名家经典作品万方以上。
<DT><A HREF="http://www.zdic.net/" ADD_DATE="1479884238" LAST_MODIFIED="1479884411">汉典網</A>
<DD>汉典,旨在宏扬中华文化
<DT><A HREF="http://sc.zdic.net/" ADD_DATE="1461562649" LAST_MODIFIED="1461562677" LAST_CHARSET="UTF-8">漢典詩詞</A>
<DT><A HREF="http://ytenx.org/" ADD_DATE="1470103861" LAST_MODIFIED="1470103861">韻典網</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1515669822">語言</H3>
<DL><p>
<DT><H3 ADD_DATE="1372007167" LAST_MODIFIED="1442545844">閩南 潮州 粵</H3>
<DL><p>
<DT><A HREF="http://input.foruto.com/ccc/jyt/index.htm" ADD_DATE="1337504200" LAST_MODIFIED="1353829238">中文字元資料頁：粵語拼盤</A>
<DT><A HREF="http://www.ntcu.edu.tw/tailo/" ADD_DATE="1372007646" LAST_MODIFIED="1372007646" LAST_CHARSET="Big5">臺灣閩南語羅馬拼音及其發音學習網</A>
<DT><A HREF="http://www.cgan.com.hk/" ADD_DATE="1372007924" LAST_MODIFIED="1372007925" LAST_CHARSET="UTF-8">闽南俚语_台湾俚语 | 中国俚语大全</A>
<DD>闽南俚语是闽南地区的特有文化，本站现收录部分俚语成辑，并配以图文解说，共同传承闽南文化。
</DL><p>
<DT><A HREF="https://www.italki.com/home" ADD_DATE="1514822219" LAST_MODIFIED="1514822229">italki: Learn a language online</A>
<DD>italki is a language learning social network that connects students and language teachers. You can find language exchange partners, practice speaking a foreign language, ask questions, find free online language resources, and get help from an international community of language learners.
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1509336681">雜項</H3>
<DL><p>
<DT><H3 ADD_DATE="1367079526" LAST_MODIFIED="1496365367">Hosting</H3>
<DL><p>
<DT><A HREF="http://www.free-webhosts.com/" ADD_DATE="1367079702" LAST_MODIFIED="1367079702" LAST_CHARSET="windows-1252">Free Webspace and Free Web Hosting Services</A>
<DD>directory to compare free webhosting service providers with reviews and searchable database of over 200 free web space hosts to find free hosting of websites and web pages
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1493955642">Slide</H3>
<DL><p>
<DT><A HREF="https://www.scribd.com/" ADD_DATE="1372749398" LAST_MODIFIED="1481298173">Scribd</A>
<DT><A HREF="https://slides.com/" ADD_DATE="1472743697" LAST_MODIFIED="1472743707">Slides .com</A>
<DD>Slides is a place for creating, presenting and sharing presentations. The Slides editor is available right in your browser. Unlike traditional presentation software, like PowerPoint, there's no need to download anything.
<DT><A HREF="http://www.slideshare.net/" ADD_DATE="1352687288" LAST_MODIFIED="1353829238" ICON_URI="http://public.slidesharecdn.com/images/favicon.ico" ICON="data:image/png;base64,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">SlideShare</A>
<DT><A HREF="https://speakerdeck.com/" ADD_DATE="1352651839" LAST_MODIFIED="1353829238">Speaker Deck</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1473004197">上傳</H3>
<DL><p>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1493955237">圖片</H3>
<DL><p>
<DT><A HREF="http://www.deviantart.com/" ADD_DATE="1352688372" LAST_MODIFIED="1353829238" ICON_URI="http://i.deviantart.net/icons/da_favicon.ico" ICON="data:image/png;base64,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">deviantART</A>
<DT><A HREF="http://www.fotosik.pl/" ADD_DATE="1453206300" LAST_MODIFIED="1453206306">Fotosik.pl</A>
<DD>Fotosik.pl to idealne miejsce na Twoje zdjęcia i realizowanie pasji fotografią.
<DT><A HREF="https://en.gravatar.com/" ADD_DATE="1333074222" LAST_MODIFIED="1353829238">Gravatar</A>
<DT><A HREF="http://www.imagebam.com/" ADD_DATE="1452537014" LAST_MODIFIED="1452537027">ImageBam</A>
<DD>Free Image Hosting and photo sharing. Create an online album with bulk upload tools and share with family and friends.
<DT><A HREF="https://imgbox.com/" ADD_DATE="1449429451" LAST_MODIFIED="1493954800">imgbox</A>
<DD>Use imgbox to upload, host and share all your images. It's simple, free and blazing fast!
<DT><A HREF="http://imgur.com/" ADD_DATE="1354433178" LAST_MODIFIED="1362642517" ICON_URI="http://s.imgur.com/images/favicon-16x16.png" ICON="data:image/png;base64,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" LAST_CHARSET="UTF-8">imgur</A>
<DD>Imgur is used to share photos with social networks and online communities, and has the funniest pictures from all over the Internet.
<DT><A HREF="http://itmages.ru/" ADD_DATE="1436483694" LAST_MODIFIED="1436483727">ITmages</A>
<DD>ITmages - удобный, бесплатный и быстрый хостинг изображений без обязательной регистрации. На сервисе ITmages, Вы можете хранить изображения в специальном разделе, а так же обсуждать их с друзьями и близкими!
<DT><A HREF="https://scrot.moe/" ADD_DATE="1484498634" LAST_MODIFIED="1484498634" ICON_URI="https://cdn.scrot.moe/content/images/system/favicon_20160207075016.jpg" ICON="data:image/png;base64,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">mrneilypops - scrot and wall host!</A>
<DD>mrneilypops free scrot and wall host!
<DT><A HREF="https://postimg.cc/" ADD_DATE="1419389878" LAST_MODIFIED="1484498497">Postimage</A>
<DT><A HREF="http://pix.toile-libre.org/" ADD_DATE="1452537087" LAST_MODIFIED="1452537094" ICON_URI="http://pix.toile-libre.org/images/toile-libre.ico" ICON="data:image/png;base64,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">Toile Libre</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1473004207">打字</H3>
<DL><p>
<DT><A HREF="https://www.nitrotype.com/" ADD_DATE="1433126331" LAST_MODIFIED="1433126337">Nitro Type</A>
<DD>Free worldwide real-time typing competition. Compete in typing races while improving your typing skills.
<DT><A HREF="http://teaching.com/" ADD_DATE="1433126276" LAST_MODIFIED="1433126286" ICON_URI="http://teaching.com/images/favicons/favicon-16x16.png" ICON="data:image/png;base64,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">Teaching.com</A>
<DD>We build fun & engaging online educational apps, giving students and teachers the tools to succeed in the classroom and beyond.
<DT><A HREF="https://www.typing.com/typinggames" ADD_DATE="1433126312" LAST_MODIFIED="1481298489">Typing.com-Game</A>
<DD>Typing.com is a free online typing tutor for typists of all skill levels. Typing.com's free Teacher Portal also allows schools to utilize Typing.com in the classroom.
</DL><p>
<DT><H3 ADD_DATE="1471707120" LAST_MODIFIED="1515669822">書&資料下載</H3>
<DL><p>
<DT><A HREF="http://www.foxebook.net/" ADD_DATE="1515667012" LAST_MODIFIED="1515667086">Fox eBook</A>
<DD>Amazing Free eBook Download Site! Newest Free eBook Share! Free Download PDF, EPUB, MOBI eBooks. 10000+ IT eBooks Free Download! Maximum Speed! No Registration!
<DT><A HREF="http://ishare.iask.sina.com.cn/" ADD_DATE="1471704097" LAST_MODIFIED="1471704097">爱问共享资料_在线资料分享平台</A>
<DD>爱问共享资料是爱问自主研发的资料共享平台，包含了千万网友上传的多种格式的文档，同时也提供海量资料的免费下载，内容涉及教育资源、专业资料、IT资料、娱乐生活、经济管理、办公文书、游戏资料等。
<DT><A HREF="http://www.hejizhan.com/html/xueke/110.html?page=1" ADD_DATE="1494929306" LAST_MODIFIED="1494929330">科学技术 下载 免费 - 万千合集站</A>
<DD>这是科学技术学科的互联网资源列表,包括免费书籍资源,免费网站,免费互联网工具等
</DL><p>
<DT><H3 ADD_DATE="1354967632" LAST_MODIFIED="1473004216">翻譯</H3>
<DL><p>
<DT><A HREF="http://translate.google.cn/?hl=en#en/zh-CN/" ADD_DATE="1307670535" LAST_MODIFIED="1371818653">Google 翻譯</A>
<DT><A HREF="https://translate.yandex.com/" ADD_DATE="1417837650" LAST_MODIFIED="1417837650" ICON_URI="https://translate.yandex.com/icons/favicon.png" 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cin+pgDLKQYZXjIZikU/O4ClyP/jHmTIvTibwyynGLlvz+Otpxi5b5DUk6UYuW9RlV5J8XHfJCyxZhPFx32btp4VFCP3jfJWxzl83LcqTMZ5+d03i/RSfRQf9+06RzdQNxA2TB0Yy1O3ELSs9frHqZuATYOHlm+krhO5bXMy1T1jB26c7fWuzVFXW6R1+eBwKvvvV01B8/hV6d6RzLrcBP0T3wEmZGW17KN0bAAAAABJRU5ErkJggg==">Yandex.Translate</A>
<DD>Translate Russian, Spanish, German, French and a number of other languages to and from English. You can translate individual words, as well as whole texts and webpages.
<DT><A HREF="http://www.bing.com/translator" ADD_DATE="1418261188" LAST_MODIFIED="1462533017" ICON_URI="http://www.bing.com/translator/favicon.ico" 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">必应 翻譯</A>
</DL><p>
<DT><A HREF="https://aixyz.com/" ADD_DATE="1495646400" LAST_MODIFIED="1495646802">AIXYZ DNS</A>
<DD>AIXYZ DNS —— 干净，自由，无劫持的DNS
<DT><A HREF="https://asm.ca.com/en/ping.php" ADD_DATE="1494696558" LAST_MODIFIED="1496206219" ICON_URI="https://asm.ca.com/assets/flavors/img/ca/favicon.ico?20141219" ICON="data:image/png;base64,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">CA App Synthetic Monitor website monitoring service - Ping - IPv6 now supported, give it a shot!</A>
<DD>Test your ping. CA App Synthetic Monitor, the reliable web site monitoring service for server performance measurement. Free and paid remote web site and server monitoring. IPv6 now supported, give it a shot!
<DT><A HREF="http://www.freesound.org/" ADD_DATE="1489475547" LAST_MODIFIED="1489475557">Freesound.org</A>
<DD>Freesound: collaborative database of creative-commons licensed sound for musicians and sound lovers. Have you freed your sound today?
<DT><A HREF="https://gitlab.com/scaffrey/hosts/raw/master/hosts" ADD_DATE="1484114627" LAST_MODIFIED="1484114640">Gitlab Hosts mirror</A>
<DT><A HREF="https://raw.githubusercontent.com/googlehosts/hosts/master/hosts-files/hosts" ADD_DATE="1508127616" LAST_MODIFIED="1508127642">GoogleHost Hosts</A>
<DD>
<DT><A HREF="http://www.handprint.com/HP/WCL/tech13.html" ADD_DATE="1451428187" LAST_MODIFIED="1451428188">handprint : color harmony & color design</A>
<DT><A HREF="https://raw.githubusercontent.com/racaljk/hosts/master/hosts" ADD_DATE="1481291854" LAST_MODIFIED="1481291877">Hosts</A>
<DT><A HREF="https://gitee.com/lengers/connector/raw/master/hosts" ADD_DATE="1496422906" LAST_MODIFIED="1504369269">Hosts lengers</A>
<DT><A HREF="https://raw.githubusercontent.com/StevenBlack/hosts/master/hosts" ADD_DATE="1455294062" LAST_MODIFIED="1455294070">Hosts-AD</A>
<DT><A HREF="https://raw.githubusercontent.com/vokins/yhosts/master/hosts" ADD_DATE="1440230740" LAST_MODIFIED="1481291897">HostsURL-AD</A>
<DT><A HREF="https://raw.githubusercontent.com/lennylxx/ipv6-hosts/master/hosts" ADD_DATE="1463077928" LAST_MODIFIED="1463077973">IPv6 hosts</A>
<DT><A HREF="http://ping.eu/" ADD_DATE="1484115714" LAST_MODIFIED="1484115714">Online Ping, Traceroute, DNS lookup, WHOIS, Port check, Reverse lookup, Proxy checker, Bandwidth meter, Network calculator, Network mask calculator, Country by IP, Unit converter</A>
<DD>Easy to use web-based service.
<DT><A HREF="http://benchmarksgame.alioth.debian.org/" ADD_DATE="1488612758" LAST_MODIFIED="1488612758">The Computer Language Benchmarks Game</A>
<DD>Toy benchmark programs written in ~24 programming languages: Which are fast? Which are succinct? Which are efficient? Contribute your own programs.
<DT><A HREF="https://xkcd.com/" ADD_DATE="1508413112" LAST_MODIFIED="1508413130">xkcd: Research Risks</A>
<DD>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1515669822">電子</H3>
<DL><p>
<DT><A HREF="https://www.arduino.cc/" ADD_DATE="1346642112" LAST_MODIFIED="1514871356">Arduino - HomePage</A>
<DT><A HREF="https://developer.arm.com/" ADD_DATE="1515560254" LAST_MODIFIED="1515560285">Arm Developer</A>
<DD>Arm’s developer website includes documentation, tutorials, support resources and downloads for products and technologies.
<DT><A HREF="http://beagleboard.org/" ADD_DATE="1514872537" LAST_MODIFIED="1514872551">BeagleBone</A>
<DT><A HREF="https://www.raspberrypi.org/" ADD_DATE="1514871372" LAST_MODIFIED="1514871383" ICON_URI="https://www.raspberrypi.org/app/themes/mind-control/images/favicon.png" ICON="data:image/png;base64,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">Raspberry Pi</A>
<DT><A HREF="https://www.udoo.org/" ADD_DATE="1514873066" LAST_MODIFIED="1514873071" ICON_URI="https://udooorgcdn-aidilabsrl.netdna-ssl.com/wp-content/uploads/2014/12/logo_udoo_144.png" ICON="data:image/png;base64,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">UDOO</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1522321203">電腦</H3>
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<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1515667086">Blog/Personal Page</H3>
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<DT><A HREF="http://www.alpheccar.org/index.html" ADD_DATE="1460167784" LAST_MODIFIED="1460167784" ICON_URI="http://www.alpheccar.org/rsrc/appleicon.png" 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">alpheccar's blog</A>
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">Andrei Alexandrescu (D Creator)</A>
<DD>Official website of Andrei Alexandrescu, PhD
<DT><A HREF="http://www.cs.vu.nl/~ast/" ADD_DATE="1510155989" LAST_MODIFIED="1510156017">Andrew S. Tanenbaum(Minix)</A>
<DD>
<DT><A HREF="https://bartoszmilewski.com/" ADD_DATE="1446561958" LAST_MODIFIED="1466643137">Bartosz Milewski's Programming Cafe | Concurrency, C++, Haskell, Category Theory</A>
<DD>Concurrency, C++, Haskell, Category Theory (by Bartosz Milewski)
<DT><A HREF="http://matt.might.net/articles/" ADD_DATE="1460167767" LAST_MODIFIED="1460167767">blog.might.net</A>
<DT><A HREF="http://conal.net/" ADD_DATE="1494397102" LAST_MODIFIED="1494397114" ICON_URI="http://conal.net/conal-favicon.jpg" ICON="data:image/png;base64,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">Conal Elliott's home page</A>
<DT><A HREF="http://www.hboehm.info/" ADD_DATE="1508522510" LAST_MODIFIED="1508522515">Hans-J. Boehm</A>
<DD>
<DT><A HREF="https://machinelearningmastery.com/" ADD_DATE="1488587591" LAST_MODIFIED="1514865649">Machine Learning Mastery(Jason Brownlee)</A>
<DD>Making developers awesome at machine learning.
<DT><A HREF="http://man7.org/" ADD_DATE="1496207840" LAST_MODIFIED="1496207851" ICON_URI="http://man7.org/koru-icon.png" ICON="data:image/png;base64,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">Michael Kerrisk - man7.org</A>
<DT><A HREF="http://norvig.com/" ADD_DATE="1380344914" LAST_MODIFIED="1380344914" LAST_CHARSET="UTF-8">Peter Norvig</A>
<DT><A HREF="http://homepages.inf.ed.ac.uk/wadler/" ADD_DATE="1508419015" LAST_MODIFIED="1508419026">Philip Wadler's home page</A>
<DD>
<DT><A HREF="https://www.microsoft.com/en-us/research/people/simonpj/" ADD_DATE="1458196257" LAST_MODIFIED="1514865605">Simon Peyton Jones</A>
<DT><A HREF="http://walterbright.com/" ADD_DATE="1508522525" LAST_MODIFIED="1508522545">Walter Bright Home Page (D Creator)</A>
<DD>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1509338684">Emacs</H3>
<DL><p>
<DT><A HREF="https://www.gnu.org/software/emacs/manual/html_node/elisp/index.html" ADD_DATE="1360552537" LAST_MODIFIED="1483269064" ICON_URI="https://www.gnu.org/graphics/gnu-head-mini.png" ICON="data:image/png;base64,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">Emacs Lisp Reference Manual</A>
<DT><A HREF="https://www.gnu.org/software/emacs/manual/html_node/emacs/index.html" ADD_DATE="1360552508" LAST_MODIFIED="1483269031" ICON_URI="https://www.gnu.org/graphics/gnu-head-mini.png" ICON="data:image/png;base64,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">Emacs Manual</A>
<DT><A HREF="https://www.emacswiki.org/" ADD_DATE="1338024823" LAST_MODIFIED="1483269087">EmacsWiki</A>
<DT><A HREF="https://www.gnu.org/software/emacs/" ADD_DATE="1339252825" LAST_MODIFIED="1483269042" ICON_URI="https://www.gnu.org/software/emacs/favicon.png" ICON="data:image/png;base64,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">GNU Emacs</A>
<DT><A HREF="https://marmalade-repo.org/packages/" ADD_DATE="1373174075" LAST_MODIFIED="1483269045">Marmalade: Spreadable Elisp</A>
<DT><A HREF="https://www.gnu.org/software/emacs/manual/html_node/eintr/index.html" ADD_DATE="1360552579" LAST_MODIFIED="1483269054" ICON_URI="https://www.gnu.org/graphics/gnu-head-mini.png" ICON="data:image/png;base64,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">Programming in Emacs Lisp</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1522321203">Linux/Unix</H3>
<DL><p>
<DT><H3 ADD_DATE="1516040064" LAST_MODIFIED="1516040073">Embedded Linux</H3>
<DL><p>
<DT><A HREF="https://elinux.org/Main_Page" ADD_DATE="1516040020" LAST_MODIFIED="1516040064">eLinux.org</A>
<DD>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1515669822">Linux Kernel</H3>
<DL><p>
<DT><A HREF="https://cregit.linuxsources.org/" ADD_DATE="1493269631" LAST_MODIFIED="1493269642" ICON_URI="https://cregit.linuxsources.org/public/apple-touch-icon-precomposed.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJAAAACQCAYAAADnRuK4AAAIy0lEQVR4nO3d228U5x3G8fwFVZsqBLPG3tmd487O7uIjDqYOOORA1TS1CEIUkFASQhNy6AWBwEUlCKG0bghOS9UqRbmitBdtohLAnGOaHiIOQS3YphdpnNhcNHVjYxvWuzNPL5YZr+vFqf2a7Az7jPTVWvJBr8cf/3ZmdqW5S9UtMDbd7ir2AliwIyAmFAExoQiICUVATCgCYkIREBOKgJhQBMSEIiAmFAExoQiICUVATCgCYkIREBOKgJhQBMSEIiAmFAExoQiICUVATCgCYkIREBOKgJhQBMSEIiAmFAExoQIBSNHiUHULmpGAHkv6Ks1IjFtjqRUIQO4fKCIbCEd1SFEd4SLnrkGSjZLFEwhAihaHrJiIxefh4Qe/ieXLVqDlsWVY1rK8qLU89jiWL1uBpY98C1aiGrJqliQk3wNSdQuSbKCmpgEH9v8aV/v60PNxD/p6e4taz8c9uNrXh8MHD6Fxwf2QonrR9xMBFUgzEghHddTV3YfjR4/Bb9v5s+fwjYWLEY5o3vFQKeV7QKqem0C1tQ04fPAQbNtGOp2GbdtFzV3Dn9//ExY2LuIE8mv5E6j98BEAQCaTgeM4XgC8x5ne8n9+fplMBgDwwV/+ygnk96KqCSOWwBuvt41DU+gP+7+fmykwhX7WjZHr+OXPf4FUqgZRJVb0/URABXLPbBQtDlk18eCSR/DO797G9ZERZLKZSRGI4Cm02dncU1dfbx92//g1LL5/CSTZyFsvz8J8m6KNIYoqBhY1PYCtm7ais7MLAwMDGB4ehp21hSHlf082k8HI8DAGPh9AX28f9rbtxbLvPI5YLAEpanin7mPIi7+fCKggnvi4R/djSTZQKSloXNCEZ7+3AXvb9uLihQ89BLZt38rJLfE4joPrI9fx9u/fQeuuVqx7Yh0a6heiLCQhHNEgq+YXrq2UCgSgW+W+tKHoFiJKDGWhMNY9+TRGR0enNYGy2SwA4MTR44iqMcwplxC5+RRl5L1sUcpg7ihA+emxJGTVxIvPf987Q5oqINu24TgOzpzuwLzqOsiqWfKvdZUMIM1IICIbeH7DC0KAAKDj1HtIpGq86cMIiIAIiID8GAEREAEREAERUEAjIAIiIAIiIAIKaAREQAREQAREQAGNgAiIgAiIgAgooBEQAREQAREQAQU0AiIgAiIgAiKggEZABERABERABBTQCIiACIiACIiAAhoBERABERABEVBAIyACIiACIiACCmgEREAEREAEREABjYAIiIAIiIAIKKAREAER0J0ASNHi0IwEYmZqXIaZ9D5f7H1MQD4F5OKJyAbKQhJmh8LeY3mF7Fs8BOQTQKpuIRzR0Nz8MDa/9DK2bN7qPT715NMwrSrf3o+MgIoMSNHiMMwUZt1bjrbX38DQ4DUM/OdzDA4MYHhoCJf/9nfMn78QlZLqy0lEQD6YQLJqompeHU6fPJVbh2N767dtG41NzSiviBZ9HxOQDwEZsSRmza7A+vUbMDx4DbbjIHvznrDpdBoAsGb1WkgRjROIgManaHFouoXKShm/enMfAOTudZZ3Y1/HcfDE2qcQKXCzOz9EQEUEpBkJVIQVNDc/hPNnz427GzQA7+Mf7dwFVbcIiIDGUrQ49FgS95ZVYOPGzXAcB9ls1rvpHTB2B8Xdra9BMxK+PBMjoCJOoIgSg2mm8Jv9BwDAO+Zxt2w2C8dxcPrEKVjJal9eGSegIgBS9NwtOsvKJbS0LMenPZ94E6jQes6c7kAiVQMpqhd9PxOQDwCpWhyqkUCoXMIr23YAAG7cuDFhze5dpK9+2ovqmgaEI1rR9zMB+QCQpluoiGior2/EyWPHcwfPo5mC63V/lzqfXkwkoC8ZkKJb0GJJlIXCWL16LbLpUWTtbMF73LtPa47joGFBEycQAVlQtTiiqglVjWPP7jY4juM9fRXa3OOibz/aAimqcwKVOiBNtzC3UsaiRUvQdekybNv2psxkgFatXIOIbPjuWhABfcmAVN1CRVjBM+ufBZC78jzZOl1AK1es4gQqdUCKFocU1WElavDb/Qdg23bupYtJNvd3WbVyNSKyQUClDEjVLcytiGLp0kfR/+/+CVeeC23uBNq08SXIqgmZgEoTkKLFcwAUAy9v2gJg4pXnyda069UfQtHiiBLQ7SsiG3jhuRd9CUjVLVRGNMyrqse5D86OO0WfbHMn0I5tr3ACzWTusYBmJKDHkognqhFVYtjwzHPeccV0AZ053YHq2gZoRgKmVTUjxeLzoGpxrPrumi888yq0ple37/CmWLH3faABuXD0WBK6mYKsxTE3rODue+bANJLYuX2n919b6OLcZJv7fcfbjyFUEcFXvjYLX79nzoz01btnY9bsufhZ208BYNzbNv4fQO4E4lOYKBwjAVW3UCmpCIcVLFn8ELb9YDsunL+Ajz76J/r7+73/7KlOIPfrh64NofvKP9DZ1Y2uGaqzqxvdV65gcGDQe41rKhOodVcrJ5AoHlW3EKqUUVVVh62btuDihxfx2b8+w8jIyJSgBGlzAR36w7vQY0nfvSfI94BcPLJqomH+Quz5yR70ftI74QzGfQN6/n/2dCeQ+7NuR1NdmwvoePsxGGYKEU6gqVchqWhqegDvn/kjHHvi2x1E0Ph9cwEdPdyem0AENLU0I4FwVEdd3X04eqQdwNjl/zsVTf7mAjp25CgMM0VA00mSDdTWNuDQwXdh2zbS6fRte4rxW5lMBrZtcwJNt/wJdOrEySLPg+JtHafeyx0D8SB66kmygerqeux7cx+6urpx6dLlGTu99nuXO7vQ1dWNt/a9xQk0nfLPwspC0s0Lc6EZu8Dn/3K/a1ko7LtX4gMBKB+RYaZm7KWFoGWYqXH7wi8FAhDzbwTEhCIgJhQBMaEIiAlFQEwoAmJCERATioCYUATEhCIgJhQBMaEIiAlFQEwoAmJCERATioCYUATEhCIgJhQBMaEIiAlFQEwoAmJCERATioCYUATEhCIgJhQBMaEIiAlFQEyo/wJOqami9kwaHwAAAABJRU5ErkJggg==">cregit-Linux · how code gets into the kernel</A>
<DT><A HREF="https://www.kernel.org/doc/Documentation/" ADD_DATE="1498192254" LAST_MODIFIED="1498192286">Index of Kernel (Directory) /doc/Documentation/</A>
<DT><A HREF="http://www.makelinux.net/ldd3/" ADD_DATE="1496207393" LAST_MODIFIED="1496207432">Linux Device Drivers, 3rd Edition</A>
<DT><A HREF="https://www.kernel.org/doc/" ADD_DATE="1498192294" LAST_MODIFIED="1498192298">Linux Kernel Documentation</A>
<DT><A HREF="https://kernelnewbies.org/" ADD_DATE="1496208331" LAST_MODIFIED="1496208342">Linux Kernel Newbies - Linux Kernel Newbies</A>
<DT><A HREF="https://lkml.org/" ADD_DATE="1308423519" LAST_MODIFIED="1353829238">LKML.ORG - the Linux Kernel Mailing List Archive</A>
<DT><A HREF="http://lxr.linux.no/+trees" ADD_DATE="1496206186" LAST_MODIFIED="1496206200" ICON_URI="http://lxr.linux.no/.static/gfx/favicon.png" ICON="data:image/png;base64,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">LXR / The Linux Cross Reference</A>
<DT><A HREF="http://en.tldp.org/" ADD_DATE="1322499652" LAST_MODIFIED="1353829238" ICON_URI="http://en.tldp.org/favicon.ico" ICON="data:image/png;base64,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">The Linux Documentation Project</A>
<DT><A HREF="http://en.tldp.org/LDP/tlk/tlk.html" ADD_DATE="1322499447" LAST_MODIFIED="1353829238">The Linux Kernel</A>
<DT><A HREF="https://www.kernel.org/" ADD_DATE="1308423508" LAST_MODIFIED="1514865813" ICON_URI="https://www.kernel.org/theme/images/logos/favicon.png" ICON="data:image/png;base64,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">The Linux Kernel Archives</A>
<DT><A HREF="https://linux.die.net/lkmpg/" ADD_DATE="1359565662" LAST_MODIFIED="1514865792">The Linux Kernel Module Programming Guide</A>
<DT><A HREF="https://git.kernel.org/pub/scm/editors/uemacs/uemacs.git/" ADD_DATE="1428772249" LAST_MODIFIED="1496207926">uemacs</A>
<DT><A HREF="http://vger.kernel.org/" ADD_DATE="1322503137" LAST_MODIFIED="1353829238">VGER.KERNEL.ORG</A>
<DT><A HREF="http://www.linuxfromscratch.org/" ADD_DATE="1514479110" LAST_MODIFIED="1514479119">Welcome to Linux From Scratch!</A>
<DD>
</DL><p>
<DT><A HREF="http://distrowatch.com/" ADD_DATE="1329276867" LAST_MODIFIED="1353829238">DistroWatch.com</A>
<DT><A HREF="http://mirror.linux.org.au/pub/linux.conf.au/" ADD_DATE="1522321183" LAST_MODIFIED="1522321203">Index of /pub/linux.conf.au</A>
<DT><A HREF="https://linux.die.net/" ADD_DATE="1454083656" LAST_MODIFIED="1514865752">Linux Documentation</A>
<DT><A HREF="http://puredyne.org/" ADD_DATE="1329276619" LAST_MODIFIED="1353829238" ICON_URI="http://puredyne.org/wp-content/themes/WmdTheme/files/favicon.ico" ICON="data:image/png;base64,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">puredyne</A>
</DL><p>
<DT><H3 ADD_DATE="1490549647" LAST_MODIFIED="1515669822">PC:雜項</H3>
<DL><p>
<DT><A HREF="http://harmful.cat-v.org/software/" ADD_DATE="1489037064" LAST_MODIFIED="1489037064">All software sucks</A>
<DT><A HREF="https://blog.tartanllama.xyz/my-first-keyboard/" ADD_DATE="1490721047" LAST_MODIFIED="1514866203">Building my first custom keyboard</A>
<DD>Personal blog and CV for Simon Brand
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1430285060">PI:交流論壇</H3>
<DL><p>
<DT><A HREF="https://news.ycombinator.com/news" ADD_DATE="1342461196" LAST_MODIFIED="1416717112">Hacker News</A>
<DT><A HREF="http://programmers.stackexchange.com/" ADD_DATE="1310099980" LAST_MODIFIED="1353829238" ICON_URI="http://cdn.sstatic.net/programmers/img/favicon.ico?v=28d2686ad0b9" ICON="data:image/png;base64,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">Programmers - Stack Exchange</A>
<DT><A HREF="http://stackoverflow.com/" ADD_DATE="1293333297" LAST_MODIFIED="1353829238" ICON_URI="http://cdn.sstatic.net/stackoverflow/img/favicon.ico?v=6cd6089ee7f6" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABG0lEQVQ4jWNgIAF8adL99KVB24MUPQxf2mU8XjWI8oDYX5t0N35t1H1IkgFfu+TPf+2Se/2xQUboVYM2z9cmvT+fG3XCCWq8PMFID0RfbWBg+9YpdxtmyJdG3QVfGvVeEzTg2mSzd9cmmz6/PtHIGGrI3a+dcm++tCqKA73x83OTTh5eA642aLNdm2S6+/ok079AgxYgGfLuS6POBKAhM3BqXgXUDDdooqnH9UlmH0EuujnR0BlowBaQV/DafnBq0O9D04LfHZoWtBvIBgfY9clmq4AGXSTod5gLDk4LLD84Leg40IAfh6YG/wViwpqbmtv+YxPfNy3AGGhQMT41KAas6Cn4jw0TbQA5rkSRBNHYMH1cQAwmZAlJAABdlc8qFcRb7wAAAABJRU5ErkJggg==">Stack Overflow</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1521602839">Wiki Set</H3>
<DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1509336868">WIki:單項</H3>
<DL><p>
<DT><A HREF="https://en.wikipedia.org/wiki/Abstract_syntax_tree" ADD_DATE="1397790583" LAST_MODIFIED="1430280902" ICON_URI="https://en.wikipedia.org/static/apple-touch/wikipedia.png" ICON="data:image/png;base64,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">Abstract syntax tree</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Actor_model" ADD_DATE="1371881294" LAST_MODIFIED="1430280893" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Actor model</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Algebraic_data_type" ADD_DATE="1418261305" LAST_MODIFIED="1430280881" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Algebraic data type</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Anonymous_P2P" ADD_DATE="1371528128" LAST_MODIFIED="1430280876">Anonymous P2P</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Asynchronous_I/O" ADD_DATE="1371759689" LAST_MODIFIED="1430280872">Asynchronous I/O</A>
<DT><A HREF="https://en.wikipedia.org/wiki/BitTorrent" ADD_DATE="1371528134" LAST_MODIFIED="1430280858">BitTorrent</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Church_encoding" ADD_DATE="1396236606" LAST_MODIFIED="1430280853">Church encoding</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Church%E2%80%93Turing_thesis" ADD_DATE="1352650956" LAST_MODIFIED="1430280847">Church–Turing thesis</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Closure_(computer_programming)" ADD_DATE="1352650589" LAST_MODIFIED="1430280837" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Closure</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Combinatory_logic" ADD_DATE="1352650855" LAST_MODIFIED="1430280821" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Combinatory logic</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Computable_function" ADD_DATE="1326981087" LAST_MODIFIED="1430280816">Computable function</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Concurrent_computing" ADD_DATE="1416714528" LAST_MODIFIED="1430280515" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Concurrent computing</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Coroutine" ADD_DATE="1371928148" LAST_MODIFIED="1430280497" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Coroutine</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Dangling_pointer" ADD_DATE="1489036576" LAST_MODIFIED="1489036576">Dangling pointer - Wikipedia</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Dependent_type" ADD_DATE="1503944670" LAST_MODIFIED="1509336837" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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" LAST_CHARSET="UTF-8">Dependent type - Wikipedia</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Fiber_(computer_science)" ADD_DATE="1371928154" LAST_MODIFIED="1430280347" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Fiber</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Finite-state_machine" ADD_DATE="1371017492" LAST_MODIFIED="1430280366" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Finite-state machine</A>
<DT><A HREF="https://en.wikipedia.org/wiki/First-class_function" ADD_DATE="1336895757" LAST_MODIFIED="1430280439" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">First-class function</A>
<DT><A HREF="https://en.wikipedia.org/wiki/First-order_logic" ADD_DATE="1326981616" LAST_MODIFIED="1430280447">First-order logic</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Function_type" ADD_DATE="1336895753" LAST_MODIFIED="1430280452">Function type</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Green_threads" ADD_DATE="1419877095" LAST_MODIFIED="1419877102" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Green threads</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Lambda_calculus" ADD_DATE="1326978924" LAST_MODIFIED="1430280474">Lambda calculus</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Lazy_evaluation" ADD_DATE="1326981225" LAST_MODIFIED="1430280552">Lazy evaluation</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Light_Weight_Kernel_Threads" ADD_DATE="1419877130" LAST_MODIFIED="1419877136" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Light Weight Kernel Threads</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Light-weight_process" ADD_DATE="1419877110" LAST_MODIFIED="1419877117" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Light-weight process</A>
<DT><A HREF="https://en.wikipedia.org/wiki/List_of_functional_programming_topics" ADD_DATE="1395634361" LAST_MODIFIED="1430280576">List of functional programming topics</A>
<DT><A HREF="https://en.wikipedia.org/wiki/List_of_programming_languages" ADD_DATE="1488426645" LAST_MODIFIED="1488426645" ICON_URI="https://en.wikipedia.org/static/apple-touch/wikipedia.png" ICON="data:image/png;base64,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">List of programming languages - Wikipedia</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Multiple_dispatch" ADD_DATE="1419876646" LAST_MODIFIED="1419876654" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Multiple dispatch</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Peer-to-peer_file_sharing" ADD_DATE="1371528123" LAST_MODIFIED="1430280598">Peer-to-peer file sharing</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Private_peer-to-peer" ADD_DATE="1371528125" LAST_MODIFIED="1430280618">Private peer-to-peer</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Prototype-based_programming" ADD_DATE="1336895763" LAST_MODIFIED="1430280625" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Prototype-based programming</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Recursion_(computer_science)" ADD_DATE="1352650700" LAST_MODIFIED="1430280657">Recursion</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Referential_transparency_(computer_science)" ADD_DATE="1416677112" LAST_MODIFIED="1430280662">Referential transparency</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Setcontext" ADD_DATE="1374554937" LAST_MODIFIED="1430280666" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Setcontext</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Side_effect_(computer_science)" ADD_DATE="1416677126" LAST_MODIFIED="1430280678">Side effect</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Thread_(computing)" ADD_DATE="1371928159" LAST_MODIFIED="1430280682" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Thread</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Timeline_of_programming_languages" ADD_DATE="1488426671" LAST_MODIFIED="1488426671" ICON_URI="https://en.wikipedia.org/static/apple-touch/wikipedia.png" 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">Timeline of programming languages - Wikipedia</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Turing_completeness" ADD_DATE="1416714970" LAST_MODIFIED="1430280690" ICON_URI="https://en.wikipedia.org/static/apple-touch/wikipedia.png" 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">Turing completeness</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Turing_machine" ADD_DATE="1352650522" LAST_MODIFIED="1430280694" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">Turing machine</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Type_inference" ADD_DATE="1352650638" LAST_MODIFIED="1430280728">Type inference</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Unification_(computer_science)" ADD_DATE="1503944692" LAST_MODIFIED="1509336868" LAST_CHARSET="UTF-8">Unification (computer science) - Wikipedia</A>
<DT><A HREF="https://en.wikipedia.org/wiki/X11_color_names" ADD_DATE="1340518447" LAST_MODIFIED="1430280731">X11 color names</A>
<DT><A HREF="https://en.wikipedia.org/wiki/%CE%9C-recursive_function" ADD_DATE="1352650774" LAST_MODIFIED="1430280735" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">μ-recursive function</A>
<DT><A HREF="https://zh.wikipedia.org/wiki/%E6%B3%A8%E9%9F%B3%E7%AC%A6%E8%99%9F" ADD_DATE="1337879974" LAST_MODIFIED="1430280756" ICON_URI="https://bits.wikimedia.org/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA20lEQVQ4ja2TjRGDIAyFZQpHYAgncBRHYAE3YAUWcA0WYAHHgN5HGy/Yas9a7nJKfl5eHtB1r5VzLles0+tqcQPya/EGchsgxliGYYBO8d5X5ziO235d1xrH+A8hlL7va05K6cmAgDGmLMtSZG+tbQDxSVfA3kYgSQekE6DzPDd+AW4AGAXafMUHC0zPTKNDEQnqhGmaKgvdxDl3DABdtEAcAQQA2gKotfh4jFCmC2DMyvz4KATg6z2gGyxkFDkhBNb6nF4kaGul6bwX7xRANNC2n/0v7+HWi5S6B3M1U+/CwehCAAAAAElFTkSuQmCC">注音符號</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1521602839">Wiki:網站</H3>
<DL><p>
<DT><A HREF="http://www.codecodex.com/wiki/Main_Page" ADD_DATE="1446215084" LAST_MODIFIED="1446215084" ICON_URI="https://d3b9owkrfo5lcv.cloudfront.net/favicon.ico" ICON="data:image/png;base64,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">CodeCodex</A>
<DT><A HREF="http://esolangs.org/wiki/Main_Page" ADD_DATE="1521602826" LAST_MODIFIED="1521602839">Esolang, the esoteric programming languages wiki</A>
<DT><A HREF="http://langref.org/" ADD_DATE="1446215053" LAST_MODIFIED="1446215053">langref.org</A>
<DT><A HREF="https://learnxinyminutes.com/" ADD_DATE="1483604382" LAST_MODIFIED="1483604382">Learn X in Y Minutes: Scenic Programming Language Tours</A>
<DT><A HREF="https://lifehacker.com/" ADD_DATE="1516040425" LAST_MODIFIED="1516040447">Lifehacker</A>
<DD>Tips, tricks and downloads for getting things done
<DT><A HREF="http://hyperpolyglot.org/" ADD_DATE="1483117904" LAST_MODIFIED="1483117904" ICON_URI="http://hyperpolyglot.org/touch-icon-ipad-retina.png" ICON="data:image/png;base64,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">Programming Languages - Hyperpolyglot</A>
<DT><A HREF="http://rosettacode.org/wiki/Rosetta_Code" ADD_DATE="1365058788" LAST_MODIFIED="1365058788" LAST_CHARSET="UTF-8">Rosetta Code</A>
<DT><A HREF="https://en.wikibooks.org/wiki/Main_Page" ADD_DATE="1344954601" LAST_MODIFIED="1483269803" ICON_URI="https://en.wikibooks.org/static/favicon/wikibooks.ico" ICON="data:image/png;base64,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">Wikibooks</A>
<DT><A HREF="https://www.wikihow.com/Main-Page" ADD_DATE="1490963296" LAST_MODIFIED="1514866709">wikiHow - How to do anything</A>
<DD>Learn how to do anything with wikiHow, the world's most popular how-to website. Easy, step-by-step, illustrated instructions for everything.
</DL><p>
</DL><p>
<DT><H3 ADD_DATE="1484119194" LAST_MODIFIED="1519996589">人工智能</H3>
<DL><p>
<DT><H3 ADD_DATE="1484119237" LAST_MODIFIED="1509336745">Deep Learning</H3>
<DL><p>
<DT><A HREF="http://deeplearning.stanford.edu/wiki/index.php/UFLDL%E6%95%99%E7%A8%8B" ADD_DATE="1484119272" LAST_MODIFIED="1484119272">UFLDL教程 - Ufldl</A>
<DT><A HREF="http://deeplearning.stanford.edu/tutorial/" ADD_DATE="1484119256" LAST_MODIFIED="1484119256">Unsupervised Feature Learning and Deep Learning Tutorial</A>
<DT><A HREF="http://uvadlc.github.io/" ADD_DATE="1509245611" LAST_MODIFIED="1509336745" ICON_URI="http://uvadlc.github.io/icons/android-icon-192x192.png" 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">UvA Deep Learning Course</A>
<DD>
</DL><p>
<DT><H3 ADD_DATE="1484119324" LAST_MODIFIED="1519996589">Machine Learing</H3>
<DL><p>
<DT><A HREF="https://developers.google.com/machine-learning/crash-course/" ADD_DATE="1519996589" LAST_MODIFIED="1519996664">Mchaine Learning Crash Course (Google)</A>
</DL><p>
<DT><A HREF="http://www.cleveralgorithms.com/nature-inspired/index.html" ADD_DATE="1488586969" LAST_MODIFIED="1488586969">Clever Algorithms: Nature-Inspired Programming Recipes | Table of Contents</A>
<DD>Clever Algorithms: Nature-Inspired Programming Recipes
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1518753708">函數式編程</H3>
<DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1518753708">函數式編程資料</H3>
<DL><p>
<DT><H3 ADD_DATE="1514869078" LAST_MODIFIED="1514869111">FI::Theory</H3>
<DL><p>
<DT><A HREF="https://plato.stanford.edu/entries/lambda-calculus/" ADD_DATE="1418314007" LAST_MODIFIED="1514869111">The Lambda Calculus</A>
<DT><A HREF="http://www.ece.uc.edu/~franco/C511/html/Scheme/ycomb.html" ADD_DATE="1356839113" LAST_MODIFIED="1514869111" LAST_CHARSET="ISO-8859-1">Y Combinator</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1515669822">FI:Haskell</H3>
<DL><p>
<DT><A HREF="https://www.haskell.org/tutorial/index.html" ADD_DATE="1486056564" LAST_MODIFIED="1486056564">A Gentle Introduction to Haskell, Version 98</A>
<DT><A HREF="http://foswiki.cs.uu.nl/foswiki/Afp/WebHome" ADD_DATE="1456675074" LAST_MODIFIED="1456675216" ICON_URI="http://foswiki.cs.uu.nl/foswiki/pub/System/ProjectLogos/favicon.ico" ICON="data:image/png;base64,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">Advanced Functional Pogramming</A>
<DT><A HREF="http://www.cse.chalmers.se/edu/year/2017/course/afp/" ADD_DATE="1491487361" LAST_MODIFIED="1514867676">Advanced Functional Programming(Haskell)</A>
<DD>Advanced Functional Programming (TDA342/DIT260)
<DT><A HREF="https://www.haskell.org/arrows/index.html" ADD_DATE="1484117287" LAST_MODIFIED="1484117287">Arrows: A General Interface to Computation</A>
<DT><A HREF="http://www.seas.upenn.edu/~cis194/fall16/" ADD_DATE="1416675889" LAST_MODIFIED="1481294332">CIS 194: Introduction to Haskell</A>
<DT><A HREF="http://www.seas.upenn.edu/~cis552/current/index.html" ADD_DATE="1383579256" LAST_MODIFIED="1506619849">CIS 552: Advanced Programming</A>
<DT><A HREF="http://shuklan.com/haskell/" ADD_DATE="1395542486" LAST_MODIFIED="1416722081" ICON_URI="http://shuklan.com/haskell/favicon.ico" ICON="data:image/png;base64,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" LAST_CHARSET="UTF-8">CS 1501 Introduction to Haskell</A>
<DD>Introduction to Haskell - CS 1501
<DT><A HREF="http://www.scs.stanford.edu/16wi-cs240h/" ADD_DATE="1378530497" LAST_MODIFIED="1456597163">CS240h: Functional Systems in Haskell</A>
<DT><A HREF="https://www.fpcomplete.com/introduction-to-haskell" ADD_DATE="1442334337" LAST_MODIFIED="1514868692">FP Complete | Introduction to Haskell</A>
<DT><A HREF="https://www.schoolofhaskell.com/" ADD_DATE="1514868713" LAST_MODIFIED="1514868732">FP Complete | School Of Haskell</A>
<DT><A HREF="https://video.fsmpi.rwth-aachen.de/12ss-funkprog" ADD_DATE="1437628882" LAST_MODIFIED="1506619892" ICON_URI="https://video.fsmpi.rwth-aachen.de/static/favicon.png" ICON="data:image/png;base64,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">Funktionale Programmierung</A>
<DD>Vorlesungen online von eurer Video AG
<DT><A HREF="https://stackoverflow.com/questions/1012573/getting-started-with-haskell/1016986#1016986" ADD_DATE="1491322680" LAST_MODIFIED="1514867818">Getting started with Haskell - Stack Overflow</A>
<DT><A HREF="http://downloads.haskell.org/~ghc/" ADD_DATE="1461653843" LAST_MODIFIED="1514867795">GHC Doc</A>
<DT><A HREF="http://www.happylearnhaskelltutorial.com/contents.html" ADD_DATE="1461769477" LAST_MODIFIED="1461769481">Happy Learn Haskell Tutorial</A>
<DT><A HREF="https://www.haskell.org/onlinereport/haskell2010/" ADD_DATE="1491478302" LAST_MODIFIED="1491478315">Haskell 2010</A>
<DT><A HREF="https://haskell-lang.org/documentation" ADD_DATE="1483266450" LAST_MODIFIED="1483266466" ICON_URI="https://haskell-lang.org/static/img/favicon.ico?etag=-4XQV6tt" ICON="data:image/png;base64,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">Haskell Learning Resource</A>
<DD>The Haskell purely functional programming language home page.
<DT><A HREF="https://haskellweekly.news/" ADD_DATE="1515666322" LAST_MODIFIED="1515666333">Haskell Weekly</A>
<DD>
<DT><A HREF="http://www.stephendiehl.com/llvm/" ADD_DATE="1482020995" LAST_MODIFIED="1482021008">Implementing a JIT Compiler with Haskell and LLVM</A>
<DT><A HREF="http://yannesposito.com/Scratch/en/blog/Haskell-the-Hard-Way/" ADD_DATE="1336784146" LAST_MODIFIED="1353829238" ICON_URI="http://yannesposito.com/Scratch/img/favicon.ico" ICON="data:image/png;base64,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">Learn Haskell Fast and Hard</A>
<DT><A HREF="http://learnyouahaskell.com/chapters" ADD_DATE="1293251111" LAST_MODIFIED="1461564828" ICON_URI="http://learnyouahaskell.com/favicon.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAOCAMAAAAR8Wy4AAAAVFBMVEUAAAD/u1X/vVL/uFH/ulH/u1H/uVP/ulP/u1L/ulL/rTT/uVP/ulP/ulP/uVL/tUf/ulL/mQD/mwX/nQr/oRT/qSn/qy7/rTP/s0P/tUj/t03/ulMrUzK5AAAAEXRSTlMADx8vP09fb3+fr6+/z9/v7zyV9RsAAACBSURBVAgdRcGLEoIgEEDRuyzPAAvT1Pr//wzMmc6BzgpSCAFVTjZjPFnNQ+mCIUgs2RGVwSdJn2Gy4Bjy/hn2yeZMmZxfhmdrmxPAyq1dXg6QoGlup/mwteCdMfelDVvkx2s51nV9ByN0UhNojNFSC5040AhFkMhl8lADfwFwyvAFSa0Gh+dlHzYAAAAASUVORK5CYII=">Learn You a Haskell for Great Good!</A>
<DT><A HREF="http://learn.hfm.io/" ADD_DATE="1482594633" LAST_MODIFIED="1482594633" ICON_URI="http://learn.hfm.io/favicon-196x196.png" 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">Learning Haskell: a free tutorial with clear explanations, graphics programming, and screencasts</A>
<DD>Learning Haskell is a free Haskell tutorial that integrates text and screencasts to combine in-depth explanations with the hands-on experience of live coding. It is aimed at people who are new to Haskell and functional programming. Learning Haskell does not assume previous programming expertise, but it is structured such that an experienced programmer who is new to functional programming will also find it engaging. Learning Haskell uses graphics programming to create an engaging experience.
<DT><A HREF="http://events.cs.bham.ac.uk/mgs2012/" ADD_DATE="1395541796" LAST_MODIFIED="1395541796" LAST_CHARSET="UTF-8">Midlands Graduate School 2012</A>
<DT><A HREF="http://chimera.labs.oreilly.com/books/1230000000929/index.html" ADD_DATE="1379477879" LAST_MODIFIED="1379477879" LAST_CHARSET="UTF-8">Parallel and Concurrent Programming in Haskell</A>
<DT><A HREF="http://www.cs.nott.ac.uk/~pszgmh/pih.html" ADD_DATE="1378530431" LAST_MODIFIED="1481295354">Programming in Haskell 2nd</A>
<DT><A HREF="http://book.realworldhaskell.org/read/index.html" ADD_DATE="1346897180" LAST_MODIFIED="1353829238" ICON_URI="http://book.realworldhaskell.org/support/figs/favicon.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAAAXNSR0IArs4c6QAAAAZiS0dEAP8A/wD/oL2nkwAAAAlwSFlzAAALiQAAC4kBN8nLrQAAAAd0SU1FB9gIHwMWO6Vm2kAAAANYSURBVFjDxddJaF5lFAbg50/+Jp1s0yYONeC9+KtRS8FKUBGLuBCKCNYBBYsgRSuCdRYcNoJdVu2miOimBUE3tUhFEDcdghabLrQiqFfvJY6NNTExGrRp3JzCpWbODX6QRe43vOd7z3ve8/38z6O20ACNJK3jemxAggF8ig+yIh+pLyDwcjyEO3EU+/FaBFBDB6oPIG78ILbiEO7JirzvrGXjOAH1isEvxG4sx6P4GBdPtaepQvB1OBBnbsmK/BBOY1MjSWsLGkAjSS/HPizF5qzIv4ypK/DkVDhNFYCvwTtB+x70l6bXoScr8rHJ9tfnCb4kQDvwHp7Piny8kaQduAgvYvOCaKCRpBcE6CVxzqsBXsPNMbcjK/Leqc6pzwEYNmEHluFXLEIWS3biDryMNyt1wkaStgXw7RjBKApchodxFbbhabyVFXl1Vhzgr+BW/B2370VrWOznWItnsyJ/e6bnNs0Q/BZ8iM5wseYI/vz41oTfMBSWq7IAGkl6JR7BSnyL45HzUewNsxnHD1GOrbMJoHka8BXYjnPxRdT6j1gSf+sjFe9H3tunUn0jSVtWt7WNDfw+OL0GQu0vYCO+wjdII+iV6ArT+QO7syLfO0FTugvtIdihqLob8VhW5KemC6A7Smow2ulfQXVbiO9e9AU710Sr3RlrrsMTIdYHsiIfLZ27uPx/bRLwpZHPP3ESh+MmY3H4OaGDX/BSuN7jcdMB/BSd8EBW5ONzMaL7I7cng/rV+D5aa2/U+wi6Uc+K/CAOzsVRmyap9/sCcCDy34kbQoRdsW9/sHJ6Pv1kojLcEIeuwrGg+mv8jOFgY1/Q/klYcaUB/BNC6scKnBc5bw7L7YkA1mNbVuRD8wlgIg10hdguDcpPRCAtwcxgdL2+2ZrOTBm4Gp9FfS/Dmii3o8HAGavtiVKsLoBGkq4K4NejDI/gDXyE2/BMVuQDpQCSMKz5p6CRpIuxBU+FURwvzW3Hc1mRHy7tbY1+kCKvgoG7safsUgHejO4yeHzbil2RnkpE2JoVef8Eaxbhu7O+bcS7E/zgmBsD0TjaJ3m/r41XT7lJtcyH9v8wkBX5qUaS7ir7dgBdi5vCDc+MTozM5Lk1qxRkRT5cAu+MVnoknmHlMRziq2T8Cwv1D8iaO0QKAAAAAElFTkSuQmCC">Real World Haskell</A>
<DT><A HREF="https://rwh.readthedocs.io/en/latest/" ADD_DATE="1378530474" LAST_MODIFIED="1506619669">Real World Haskell 中文版</A>
<DT><A HREF="http://cnhaskell.com/" ADD_DATE="1373720829" LAST_MODIFIED="1461564887">Real World Haskell 簡中</A>
<DT><A HREF="http://www.stephendiehl.com/posts/haskell_2017.html" ADD_DATE="1482775801" LAST_MODIFIED="1482775802">Reflecting on Haskell in 2016</A>
<DD>{{description}}
<DT><A HREF="https://www.haskell.org/onlinereport/" ADD_DATE="1491478338" LAST_MODIFIED="1491478338">The Haskell 98 Language Report</A>
<DT><A HREF="https://www.cs.uoregon.edu/research/summerschool/summer13/curriculum.html" ADD_DATE="1437624210" LAST_MODIFIED="1461563588">Types, Logic, and Verification</A>
<DT><A HREF="http://dev.stephendiehl.com/hask/" ADD_DATE="1442334396" LAST_MODIFIED="1481295528">What I Wish I Knew When Learning Haskell ( Stephen Diehl )</A>
<DT><A HREF="https://en.wikibooks.org/wiki/Write_Yourself_a_Scheme_in_48_Hours" ADD_DATE="1344299689" LAST_MODIFIED="1481295509" ICON_URI="https://en.wikibooks.org/static/favicon/wikibooks.ico" ICON="data:image/png;base64,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">Write Yourself a Scheme in 48 Hours</A>
<DT><A HREF="https://wiki.haskell.org/X_window_programming_in_Haskell" ADD_DATE="1483322700" LAST_MODIFIED="1483322700" ICON_URI="https://wiki.haskell.org/wikistatic/favicon.ico" ICON="data:image/png;base64,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">X window programming in Haskell - HaskellWiki</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1491368684">FI:Lisp</H3>
<DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1491478320">FI:L:CommonLisp</H3>
<DL><p>
<DT><A HREF="http://www.cliki.net/index" ADD_DATE="1291475204" LAST_MODIFIED="1353829238">CLiki</A>
<DT><A HREF="http://lisptips.com/" ADD_DATE="1372294281" LAST_MODIFIED="1372294282" ICON_URI="http://38.media.tumblr.com/avatar_6681258a27fc_128.png" ICON="data:image/png;base64,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" LAST_CHARSET="UTF-8">Common Lisp Tips</A>
<DD>Common Lisp tips, by Zach Beane. Got a tip to share? Email it to [email protected].
<DT><A HREF="https://common-lisp.net/" ADD_DATE="1291475130" LAST_MODIFIED="1427114998">Common-Lisp.net</A>
<DT><A HREF="http://home.pipeline.com/~hbaker1/" ADD_DATE="1360686385" LAST_MODIFIED="1360686385" LAST_CHARSET="UTF-8">Henry Baker's Archive of Research Papers</A>
<DT><A HREF="http://www.ic.unicamp.br/~meidanis/courses/mc336/2006s2/funcional/L-99_Ninety-Nine_Lisp_Problems.html" ADD_DATE="1365054697" LAST_MODIFIED="1365054697" LAST_CHARSET="windows-1252">L-99: Ninety-Nine Lisp Problems</A>
<DT><A HREF="http://www.learnlispthehardway.org/" ADD_DATE="1405615100" LAST_MODIFIED="1405615101" LAST_CHARSET="UTF-8">L(λ)THW</A>
<DD>Learn Lisp The Hard Way
<DT><A HREF="https://cs.gmu.edu/~sean/lisp/LispTutorial.html" ADD_DATE="1490721381" LAST_MODIFIED="1514869003">Learning Lisp Fast</A>
<DT><A HREF="http://lisp.plasticki.com/" ADD_DATE="1362411465" LAST_MODIFIED="1362411466" LAST_CHARSET="UTF-8">Lisp in Small Parts</A>
<DT><A HREF="http://www.gigamonkeys.com/book/" ADD_DATE="1334244888" LAST_MODIFIED="1353829238">Practical Common Lisp</A>
<DT><A HREF="https://www.psg.com/~dlamkins/sl/contents.html" ADD_DATE="1291474712" LAST_MODIFIED="1506618304">Successful Lisp</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1491478320">FI:L:Scheme</H3>
<DL><p>
<DT><A HREF="https://beautifulracket.com/" ADD_DATE="1484900625" LAST_MODIFIED="1514868829">Beautiful Racket</A>
<DT><A HREF="http://www.htdp.org/2003-09-26/Book/curriculum-Z-H-1.html" ADD_DATE="1291999878" LAST_MODIFIED="1353829238">How to Design Programs</A>
<DT><A HREF="http://docs.racket-lang.org/htdp-langs/index.html" ADD_DATE="1352196335" LAST_MODIFIED="1353829238">How to Design Programs Languages</A>
<DT><A HREF="http://www.ccs.neu.edu/home/matthias/HtDP2e/" ADD_DATE="1352126348" LAST_MODIFIED="1353829238">How to Design Programs, Second Edition</A>
<DT><A HREF="https://probmods.org/" ADD_DATE="1486055421" LAST_MODIFIED="1486055421">Probabilistic Models of Cognition</A>
<DT><A HREF="http://cs.brown.edu/courses/cs173/2012/book/" ADD_DATE="1364087571" LAST_MODIFIED="1364087572" LAST_CHARSET="UTF-8">Programming Languages: Application and Interpretation</A>
<DT><A HREF="https://ccrma.stanford.edu/software/snd/snd/s7.html" ADD_DATE="1344217026" LAST_MODIFIED="1353829238">s7</A>
<DT><A HREF="https://mitpress.mit.edu/sicp/full-text/book/book-Z-H-4.html" ADD_DATE="1292067735" LAST_MODIFIED="1506599192">SCIP Book</A>
<DT><A HREF="https://ocw.mit.edu/courses/electrical-engineering-and-computer-science/6-001-structure-and-interpretation-of-computer-programs-spring-2005/video-lectures/" ADD_DATE="1360319348" LAST_MODIFIED="1506599259" ICON_URI="https://ocw.mit.edu/images/apple-touch-icon.png" 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">SCIP Video</A>
<DT><A HREF="https://mitpress.mit.edu/sicp/code/index.html" ADD_DATE="1371009241" LAST_MODIFIED="1506599408">SICP Code 2nd</A>
<DT><A HREF="https://www.scheme.com/tspl4/" ADD_DATE="1416676088" LAST_MODIFIED="1514868900">The Scheme Programming Language, 4th Edition</A>
<DT><A HREF="http://schemers.org/" ADD_DATE="1338427057" LAST_MODIFIED="1353829238">Welcome to schemers.org!</A>
</DL><p>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1518753708">FI:OCaml</H3>
<DL><p>
<DT><A HREF="http://www.cs.cornell.edu/courses/cs3110/2017fa/" ADD_DATE="1508179300" LAST_MODIFIED="1508179316" ICON_URI="http://www.cs.cornell.edu/courses/cs3110/2017fa/resources/images/favicon.ico" ICON="data:image/png;base64,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">CS 3110 - Fall 2017</A>
<DD>
<DT><A HREF="http://www.cs.cornell.edu/courses/cs3110/2017sp/lecture_notes.php" ADD_DATE="1490534564" LAST_MODIFIED="1490534564" ICON_URI="http://www.cs.cornell.edu/courses/cs3110/2017sp/favicon.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAyUlEQVQ4jaWTYQ3EIAxGcYCdKkAFKsAGCEIBMrBwCQLe/WhGNjaW7e5LmiylfWtLMcwqBUIAEbBWTUR9pZzCzfhqDWIE5yBnqBU+H7Va1eecxrQ2AVoD7yEl6P30l6HeNcb7AVFAjHrwVClpDmAoRUsbNZl72ypxDkrBEIL2twestD/LGULAIKJDeguoFUQwWKuTftMCaI61C8CTCgbg7xbmIa4gs28Mcb7Gq4Qr4LhGWC/SPLhNh0WC4yrfabnKG+Tnx7TXy+f8BRJQaUJleeoaAAAAAElFTkSuQmCC">CS 3110 - Spring 2017 - Lecture Notes</A>
<DT><A HREF="http://caml.inria.fr/pub/docs/oreilly-book/html/index.html" ADD_DATE="1445269988" LAST_MODIFIED="1445270020">Developing Applications With OCaml</A>
<DT><A HREF="http://www.linux-nantes.org/~fmonnier/OCaml/ocaml-wrapping-c.html" ADD_DATE="1386609254" LAST_MODIFIED="1386609254" LAST_CHARSET="UTF-8">How to wrap C functions to OCaml</A>
<DT><A HREF="https://www.fun-mooc.fr/courses/parisdiderot/56002S02/session02/about" ADD_DATE="1445582626" LAST_MODIFIED="1508435151" ICON_URI="https://www.fun-mooc.fr/static/lms/fun/images/favicon.70034e408662.ico" ICON="data:image/png;base64,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">OCaml MOOC</A>
<DT><A HREF="https://realworldocaml.org/v1/en/html/index.html" ADD_DATE="1403589426" LAST_MODIFIED="1508412061" LAST_CHARSET="UTF-8">Real World OCaml v1</A>
<DT><A HREF="https://dev.realworldocaml.org/" ADD_DATE="1508412033" LAST_MODIFIED="1508412046">Real World OCaml v2</A>
<DD>
<DT><A HREF="http://caml.inria.fr/pub/docs/manual-ocaml/" ADD_DATE="1518753675" LAST_MODIFIED="1518753708">The OCaml Manual</A>
<DT><A HREF="http://plzoo.andrej.com/" ADD_DATE="1424936169" LAST_MODIFIED="1481294024">The Programming Languages Zoo</A>
<DT><A HREF="http://pauillac.inria.fr/%7Eremy/cours/appsem/" ADD_DATE="1509386353" LAST_MODIFIED="1509386362">Using, Understanding, and Unraveling The OCaml Language From Practice to Theory and vice versa</A>
<DD>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1430285852">FI:Prolog</H3>
<DL><p>
<DT><A HREF="http://www.lix.polytechnique.fr/~liberti/public/computing/prog/prolog/prolog-tutorial.html" ADD_DATE="1323150883" LAST_MODIFIED="1353829238">Prolog Tutorial</A>
</DL><p>
<DT><H3 ADD_DATE="1416676404" LAST_MODIFIED="1509731328">FI:StandardML</H3>
<DL><p>
<DT><A HREF="http://www.soc.napier.ac.uk/course-notes/sml/" ADD_DATE="1417223220" LAST_MODIFIED="1417223220" LAST_CHARSET="UTF-8">A Gentle Introduction to ML</A>
<DT><A HREF="http://adam.chlipala.net/mlcomp/" ADD_DATE="1442332445" LAST_MODIFIED="1442332445">Comparing Objective Caml and Standard ML</A>
<DT><A HREF="http://functionaltalks.org/" ADD_DATE="1416676489" LAST_MODIFIED="1416676489" ICON_URI="http://functionaltalks.org/favicon.png" ICON="data:image/png;base64,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">FunctionalTalks.org</A>
<DT><A HREF="http://hyperpolyglot.org/ml" ADD_DATE="1508483977" LAST_MODIFIED="1508483986" ICON_URI="http://hyperpolyglot.org/touch-icon-ipad-retina.png" ICON="data:image/png;base64,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">ML Dialects and Haskell: SML, OCaml, F#, Haskell - Hyperpolyglot</A>
<DD>
<DT><A HREF="http://www.cs.princeton.edu/~appel/modern/ml/" ADD_DATE="1417223957" LAST_MODIFIED="1417223958" LAST_CHARSET="UTF-8">Modern Compiler Implementation in ML</A>
<DT><A HREF="http://homepages.inf.ed.ac.uk/stg/NOTES/" ADD_DATE="1416676437" LAST_MODIFIED="1416676437">Programming in Standard ML '97: On-line Tutorial</A>
<DT><A HREF="http://sml-family.org/" ADD_DATE="1417223656" LAST_MODIFIED="1461565937" LAST_CHARSET="UTF-8">Standard ML Family</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1515671822">FI:雜項</H3>
<DL><p>
<DT><A HREF="http://okmij.org/ftp/Computation/lambda-calc.html" ADD_DATE="1361345038" LAST_MODIFIED="1416676523" LAST_CHARSET="ISO-8859-1">Lambda Calculus and Lambda Calculators</A>
<DD>Several lambda-calculators and many applications of lambda calculus
<DT><A HREF="http://okmij.org/ftp/" ADD_DATE="1361344966" LAST_MODIFIED="1362642517" LAST_CHARSET="UTF-8">okmij.org- FunctionalLanguageThings</A>
<DD>Main index of okmij.org
</DL><p>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1461566526">函數式語言網站</H3>
<DL><p>
<DT><H3 ADD_DATE="1410495361" LAST_MODIFIED="1484115724">FW:Haskell</H3>
<DL><p>
<DT><A HREF="https://hackage.haskell.org/" ADD_DATE="1451664100" LAST_MODIFIED="1483265694">Hackage</A>
<DT><A HREF="https://wiki.haskell.org/Haskell" ADD_DATE="1291466648" LAST_MODIFIED="1483265788" ICON_URI="https://wiki.haskell.org/wikistatic/favicon.ico" ICON="data:image/png;base64,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">Haskell</A>
<DT><A HREF="https://www.haskell.org/" ADD_DATE="1405388605" LAST_MODIFIED="1424654054" ICON_URI="https://www.haskell.org/static/img/favicon.ico?etag=-4XQV6tt" ICON="data:image/png;base64,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">Haskell Language</A>
<DT><A HREF="https://haskell-lang.org/" ADD_DATE="1468210726" LAST_MODIFIED="1468210726" ICON_URI="https://haskell-lang.org/static/img/favicon.ico?etag=-4XQV6tt" ICON="data:image/png;base64,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">Haskell Language</A>
<DD>The Haskell purely functional programming language home page.
<DT><A HREF="https://www.haskell.org/hoogle/" ADD_DATE="1451664139" LAST_MODIFIED="1451664139" ICON_URI="https://www.haskell.org/hoogle/res/favicon57.png" ICON="data:image/png;base64,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">Hoogle</A>
<DT><A HREF="https://mail.haskell.org/mailman/listinfo" ADD_DATE="1483598976" LAST_MODIFIED="1483598976" ICON_URI="https://mail.haskell.org/images/mailman/mm-icon.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAIAAACQkWg2AAACYUlEQVR4nJWSu2/TUByFf/a9tm/ixHk5afrIQ22jVoWitlAQA1QMLCzAUP4ZJJj4DxiZEENHGBDsUKRWMFRQNS1JRNs8mtSO7cRx4uvYlyESI1LP/J2jM3wcYwyuEv5KNABgx3E/vN/lMZaIOPI8yx7aI4okjENiTlV4FqjxSDqpRCOhqUwKADDGfK3adaiwdrNYyCeHjjlyKYc4X8lLnB9Q2uk6jVYTMQ8BBcawKAokzJS0AoiXZbK5voExBoCObrou9X2i675pUtOg5Wrf7bsYAASCb23MtPTh0fmAhLsLuRRCKJOKT07PZlW9a/yuNQZetKdZPABcWoOQ5N2/XVSieLesXej9IAgmtOd57a51cD4sN4OFYmxuLsIDgCDLHMerqfidlamCGnr97svAoZPCxaX5+Vut3bUf3Ztfmk/+qrR4AIBIxGcBACTjyuZS+umDay9f7QDAx097b3e+lqZjz7YWZzNxl9Izc4QBIEwIQmgySYg0lYwUs4kXz99YNre9fWN9dU4SBQBgjKGkigFADYv2CHcNU4lG2pfWSaX++MlGr2dTKmlGr9nqlBaLtj1oGzSbiGIAmE5EAcShyzRTO2vq+VysUMgBgOeNfx41OhbFp3VREOptdzkb5RhjJ9V2vdkHzHMCIpjeXSv9E8Ewe+U/WuB7OBjvH+gPt4oYAPKzif29WvXUWFjKrC6nv/844HiO43mEUIgQbzTsWmND6zu9/nIpjwGAENHQzgJn1KhYx4eHA88nMSWspkTGJcKyLAh62zQ06/rKDABw/9f7uNLsDwI2DuSwWMgnZFn6CzNDHUubwccNAAAAAElFTkSuQmCC">mail.haskell.org Mailing Lists</A>
<DT><A HREF="https://www.stackage.org/" ADD_DATE="1454550118" LAST_MODIFIED="1454550119">Stackage Server</A>
</DL><p>
<DT><H3 ADD_DATE="1410495244" LAST_MODIFIED="1458623878">FW:Lisp</H3>
<DL><p>
<DT><A HREF="https://clisp.sourceforge.io/" ADD_DATE="1291466590" LAST_MODIFIED="1514867542">CLISP</A>
<DT><A HREF="https://ccl.clozure.com/" ADD_DATE="1333005289" LAST_MODIFIED="1514867556">Clozure CL</A>
<DT><A HREF="http://www.sbcl.org/" ADD_DATE="1307121015" LAST_MODIFIED="1353829238">SBCL</A>
</DL><p>
<DT><H3 ADD_DATE="1410495221" LAST_MODIFIED="1416718213">FW:Scheme</H3>
<DL><p>
<DT><A HREF="https://call-cc.org/" ADD_DATE="1374373323" LAST_MODIFIED="1483269913">CHICKEN Scheme</A>
<DT><A HREF="https://racket-lang.org/" ADD_DATE="1339385535" LAST_MODIFIED="1483269937">Racket</A>
</DL><p>
<DT><H3 ADD_DATE="1416676624" LAST_MODIFIED="1419389898">FW:StandardML</H3>
<DL><p>
<DT><A HREF="https://www.ps.uni-saarland.de/alice/" ADD_DATE="1416676645" LAST_MODIFIED="1483269997">Alice</A>
<DT><A HREF="http://cml.cs.uchicago.edu/" ADD_DATE="1417225873" LAST_MODIFIED="1417225873" LAST_CHARSET="windows-1252">Concurrent ML home page</A>
<DT><A HREF="https://www.elsman.com/mlkit/" ADD_DATE="1416676664" LAST_MODIFIED="1483270026">MLKit</A>
<DT><A HREF="http://mlton.org/Home" ADD_DATE="1416676673" LAST_MODIFIED="1416676673">MLton</A>
<DT><A HREF="http://mosml.org/" ADD_DATE="1416676682" LAST_MODIFIED="1416676682">Moscow ML</A>
<DT><A HREF="http://www.polyml.org/" ADD_DATE="1416676702" LAST_MODIFIED="1416676702">Poly/ML</A>
<DT><A HREF="http://www.smlnj.org/" ADD_DATE="1416676709" LAST_MODIFIED="1416676709" ICON_URI="http://www.smlnj.org/icon.ico" ICON="data:image/png;base64,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">Smlnj</A>
</DL><p>
<DT><A HREF="http://www.erlang.org/" ADD_DATE="1397272709" LAST_MODIFIED="1416718242" LAST_CHARSET="UTF-8">FW:Erlang</A>
<DD>Erlang Programming Language
<DT><A HREF="http://miranda.org.uk/" ADD_DATE="1397272522" LAST_MODIFIED="1416718247" LAST_CHARSET="UTF-8">FW:Miranda</A>
<DD>Miranda homepage - the Miranda functional programming system
<DT><A HREF="http://ocaml.org/" ADD_DATE="1365059691" LAST_MODIFIED="1461566512" ICON_URI="http://ocaml.org/img/favicon32x32.ico?" ICON="data:image/png;base64,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" LAST_CHARSET="UTF-8">FW:OCaml</A>
</DL><p>
</DL><p>
<DT><H3 ADD_DATE="1473004271" LAST_MODIFIED="1473004330">安全</H3>
<DL><p>
<DT><A HREF="https://www.exploit-db.com/" ADD_DATE="1473004323" LAST_MODIFIED="1473004323" ICON_URI="https://www.exploit-db.com/wp-content/uploads/2016/10/searchsploit.png" 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">Exploits Database by Offensive Security</A>
<DD>The Exploit Database - Exploits, Shellcode, 0days, Remote Exploits, Local Exploits, Web Apps, Vulnerability Reports, Security Articles, Tutorials and more.
</DL><p>
<DT><H3 ADD_DATE="1363532623" LAST_MODIFIED="1521657497">教學/資源/資料</H3>
<DL><p>
<DT><A HREF="http://adit.io/" ADD_DATE="1447177792" LAST_MODIFIED="1447177792">- adit.io</A>
<DD>Aditya Bhargava's personal blog.
<DT><A HREF="https://awesomelists.top/" ADD_DATE="1483115840" LAST_MODIFIED="1483115840" ICON_URI="https://awesomelists.top/build/img/favicon.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABDElEQVQ4je2RP0vDYBDGDyfRudjJ0Uno5Ca4tyguHcQ37x1KsrhWa9I7iENicoffwcnvo6uTfwaHTsVFtK1DaCzUzUEQn/Ge3z0HzwH86+cKWNtezBFbSGyhF3MBa9tJ0erGeaMb5w0nRWvGoWiEopEXc5gUHUC2Z2SbkNiUxKbINkHRN2QdIustsd4h67CaLXAP4Lnso+j7zJgDPkg0Iymv5hdrvzpyAofnl1vE+rII2L3vF+s+zjeI7fGbgKcgyTYh6PVWkfWGRMc1wDrCgZ5VLaVLKHqBbK9fATomtmuidBkAAOhUm8TlflWiHvlBsV2bALAbpStBrDvI5TGxhcjl3kGSrf3K1/+iPgFY1LhWVX/GeQAAAABJRU5ErkJggg==">Awesome Search</A>
<DD>A website which makes you access the awesome curated lists more quickly.
<DT><A HREF="http://beej.us/guide/bgnet/" ADD_DATE="1491663513" LAST_MODIFIED="1491663513" ICON_URI="http://beej.us/guide/favicon.gif" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAANklEQVQ4jWOwM1z0nxLMgC5QU3ALL6adAYQU4pKnnwEEA5FmBhAKTNobMHhigfYGDHxeIBcDACU+XHtU66h/AAAAAElFTkSuQmCC">Beej's Guide to Network Programming</A>
<DD>Beej's Guide to Network Programming
<DT><A HREF="https://devdocs.io/" ADD_DATE="1508432967" LAST_MODIFIED="1508432981" ICON_URI="https://cdn.devdocs.io/images/apple-icon-160.png" ICON="data:image/png;base64,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">DevDocs API Documentation</A>
<DD>Fast, offline, and free documentation browser for developers. Search 100+ docs in one web app: HTML, CSS, JavaScript, PHP, Ruby, Python, Go, C, C++…
<DT><A HREF="http://www.eduhub.io/" ADD_DATE="1489476256" LAST_MODIFIED="1489476256">Eduhub</A>
<DT><A HREF="http://freecomputerbooks.com/" ADD_DATE="1489915858" LAST_MODIFIED="1489915870">Free Computer, Programming, Mathematics, Technical Books</A>
<DD>Free Computer Books, Free Mathematics Books, Directory of online free computer, programming, engineering, mathematics, technical books, ebooks, lecture notes and tutorials. Very well categorized. Equipped with both pattern and keywords search engines.
<DT><A HREF="http://www.e-booksdirectory.com/listing.php?category=24" ADD_DATE="1489477906" LAST_MODIFIED="1489478021">Free E-Books- Computer Science</A>
<DD>Computer Science - list of freely downloadable books at E-Books Directory
<DT><A HREF="http://www.e-booksdirectory.com/listing.php?category=10" ADD_DATE="1489477883" LAST_MODIFIED="1489478033">Free E-Books- Programming</A>
<DD>Programming - list of freely downloadable books at E-Books Directory
<DT><A HREF="http://www.e-booksdirectory.com/listing.php?category=11" ADD_DATE="1489477898" LAST_MODIFIED="1489478009">Free E-Books- Programming Languages & Tools</A>
<DD>Programming Languages & Tools - list of freely downloadable books at E-Books Directory
<DT><A HREF="https://www.gitbook.com/" ADD_DATE="1447178964" LAST_MODIFIED="1447178995" ICON_URI="https://www.gitbook.com/assets/images/logo/favicon.ico?version=19.7.51" ICON="data:image/png;base64,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">GitBook</A>
<DD>GitBook is where you create, write and organize documentation and books with your team.
<DT><A HREF="http://greenteapress.com/wp/" ADD_DATE="1489475806" LAST_MODIFIED="1489475806">Green Tea Press – Free books by Allen Downey</A>
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YBBerwczZsxAYeF8zJs3D/Pnh9u8efNQWDgfc+fOweLFi5VznPUe+sR+9969e3jjjf/CrFny/dT3Yvd79tlCzJo1EytWLI848jeRJGVvvHYJQlAdX+e73I7/2HFO3kgYy7EvqrUri8ePzGIez7x3Ajuqm5U6Z22ew/5spN4PIH8xXV1daG1tRVtb2xCtFe3t7cq/kRFPzsXu19nZOcz9WtHa2orOzg4IQjDi+YkiKadzsMeiatHz29u98O6/AlfFMTxerM5zmCyDLD+EHme4eYyrOIaKL7/D923hnRbREuSR/hAT/aWkE0mLQEycrvv92BZoxlMbjyPLzcMc4xlBTDBTqQ9Wrx8v7zyP2sZOJfkOCvENy+N5P+r3xfa6D9eMjPqM3i+RJDwCsTfzqF/A4W/asGhrvdJdKZOBUc5M1OY58mq5D7P/pw5/rbuFB32Ccg/1IQqJiDjE4CTljMS+oIB1//gONq8fphJeOdo3ljzH6vXj8eKjmFxZg3f/2YiboXOkkcA8h4idhAskivIZiRu+bgxFncEPRohW7G4r8+P1Txtwukl9UELq/oEW9XLLaG/h15s4ktKFAcDd+314fmu9vBIeJUm2qc77Ufa0f3gaB8614lFQ7q7CR7WEr58K2F1FSRq1LVmfTRLmgcIS+S93oGBNlVynHIo20c6HfvL3tfjgaPjoOmg2/LEIkArUESgdSPsIJAGQJPnLFyUJFQe+VVbT1SOsjGIeBWuq8NbfLqlOqI++5TiV350oipAgR8KvLrRia6AJO441j4r2cXUztgau4/P6W8qc2JiYSJRnhOU3cqPzIWa/fxJZbl51BAuPJdvO4FBDu1LCkcrDxIdC/kshIRgU8cK2M3jszSMwueU6oyy3L2Ut0y2f6PbYm0fwzHsncbMztLctysaAkSRJh2xGLmbur78Nm1euRX5603HsrG6OqEVO5rnPemGvp18Q8Ksd55Bd6oOjXO6CU91yV8lH2cz94ym0dMmjVTHK1qSRJElrYeFJMEmS8LBfgGffFbz9+SVlF6i2uAsYffIAqggkiHhxxzllL/5QFQLJavZyuf5pzpYxJpB61MSkeNAXLmtgdUDpMBnIXhcJJJPUf/JS+5h1beo/H63iMEigSJJezhEtyqSDOAw2siSBZEZFTXQ6ES2JtpfLZbSpbg6WRKsFGgujsLGEEoGCIpZsO4MfrzyC7BIfskp4mEp8KWtZJTxySn14bOUR/PsfVMN4ikCjC1EUIULuGg41tGFHdTN21d7AJ6Og7Tp+Azuqm/HF2dvoZROJUppPJI41wrPr6ZOzJRISyABs+mHUtbG1mDq2UEeg0d7Y600kJBBhCBKIMAQJRBiCBCIMQQIRhiCBCEOQQIQhSCDCECQQYQgSiDAECUQYggQiDEECEYYggQhDkECEIUggwhAkEGEIEogwBAlEGIIEIgxBAhGGIIEIQ5BAhCFIIMIQJBBhCBKIMAQJRBiCBCIMQQIRhiCBCEP8P0Jf7XWeEH0uAAAAAElFTkSuQmCC">Hackr.io</A>
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" LAST_CHARSET="UTF-8">Programmr</A>
<DT><A HREF="https://www.tutorialspoint.com/" ADD_DATE="1379697709" LAST_MODIFIED="1483265534">TutorialsPoint</A>
<DD>Free tutorials and reference manuals with examples for AWT, SVN, TestNG, VBScript, MATLAB, EJB, IPv6, IPv4, E-Commerce, PostgreSQL, SQLite, SDLC, Assembly, Operating System, JasperReports, JSON, iOS, design pattern, Vb.Net, computer fundamentals, jsf, c sharp, flex, gwt, pl/sql, eclipse, junit, pascal, maven, scala, spring, struts 2, html5, ant, ibatis, django, jsp, java, jdbc, ajax, wap, sql, mysql, c/c++, perl, php, ruby, ruby on rails, python, html, xhtml, css, cgi, shell, unix, javascript, jquery, radius, uml, gprs, gsm,i-mode, wifi, wml, wimax, soap, uddi, socket, wsdl, makefile, prototype, six sigma, cmmi, evm, pmp exams.
<DT><A HREF="https://zeef.com/" ADD_DATE="1428423947" LAST_MODIFIED="1428423958" ICON_URI="https://zeef.io/resources/zeef/images/favicon.ico.xhtml?ln=zeef&v=2017.5" ICON="data:image/png;base64,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">ZEEF</A>
<DD>In the ZEEF Curated Directory, passionate people create top lists of links about their favourite topics. They have sifted and ranked the best results for you.
<DT><A HREF="http://zetcode.com/" ADD_DATE="1344607984" LAST_MODIFIED="1416716666">ZetCode</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1494397114">版本發佈</H3>
<DL><p>
<DT><H3 ADD_DATE="1485102991" LAST_MODIFIED="1485103047">Gnome Git</H3>
<DL><p>
<DT><A HREF="https://git.gnome.org//browse/" ADD_DATE="1485103047" LAST_MODIFIED="1485103064" ICON_URI="https://static.gnome.org/img/favicon.ico" ICON="data:image/png;base64,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">Gnome All Project Browser</A>
</DL><p>
<DT><H3 ADD_DATE="1466647721" LAST_MODIFIED="1514869920">GNU Git</H3>
<DL><p>
<DT><A HREF="http://git.savannah.gnu.org/" ADD_DATE="1466647701" LAST_MODIFIED="1466647702">Savannah Git repositories</A>
</DL><p>
<DT><H3 ADD_DATE="1482556831" LAST_MODIFIED="1518548146">Mirrors</H3>
<DL><p>
<DT><A HREF="http://ftp.halifax.rwth-aachen.de/" ADD_DATE="1515986238" LAST_MODIFIED="1515986256">ftp.halifax.RWTH-Aachen.DE</A>
<DD>
<DT><A HREF="https://mirrors.ustc.edu.cn/" ADD_DATE="1482557825" LAST_MODIFIED="1482557825">USTC Open Source Software Mirror</A>
<DT><A HREF="https://mirrors.tuna.tsinghua.edu.cn/" ADD_DATE="1482557744" LAST_MODIFIED="1482557744" ICON_URI="https://mirrors.tuna.tsinghua.edu.cn/static/img/favicon.png" ICON="data:image/png;base64,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">清华大学开源软件镜像站 | Tsinghua Open Source Mirror</A>
<DD>清华大学开源软件镜像站，致力于为国内和校内用户提供高质量的开源软件镜像、Linux镜像源服务，帮助用户更方便地获取开源软件。本镜像站由清华大学TUNA团队负责维护。
</DL><p>
<DT><H3 ADD_DATE="1489936869" LAST_MODIFIED="1490808429">Qt Git</H3>
<DL><p>
<DT><A HREF="http://code.qt.io/cgit/" ADD_DATE="1489936841" LAST_MODIFIED="1489936841">Qt Project Git Repository Browser</A>
</DL><p>
<DT><H3 ADD_DATE="1490809004" LAST_MODIFIED="1490809019">Unix</H3>
<DL><p>
<DT><A HREF="http://www.tuhs.org/Archive/Distributions/Research/" ADD_DATE="1490808393" LAST_MODIFIED="1490808402">Unix Source</A>
</DL><p>
<DT><H3 ADD_DATE="1436483629" LAST_MODIFIED="1490808429">代碼搜索</H3>
<DL><p>
<DT><A HREF="http://code.metager.de/source/" ADD_DATE="1436483516" LAST_MODIFIED="1436483537" ICON_URI="http://code.metager.de/source/default/img/icon.png" ICON="data:image/png;base64,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">Code Search</A>
<DT><A HREF="https://www.openhub.net/" ADD_DATE="1362285116" LAST_MODIFIED="1483269582">Open Hub</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1507377884">代碼粘貼</H3>
<DL><p>
<DT><A HREF="http://codepad.org/" ADD_DATE="1357793676" LAST_MODIFIED="1357793676" LAST_CHARSET="UTF-8">codepad</A>
<DT><A HREF="https://paste.kde.org/" ADD_DATE="1406603241" LAST_MODIFIED="1483269419">KDE Paste</A>
<DT><A HREF="http://lpaste.net/" ADD_DATE="1406603209" LAST_MODIFIED="1406603221" LAST_CHARSET="UTF-8">lpaste</A>
<DT><A HREF="https://pastebin.com/" ADD_DATE="1338523496" LAST_MODIFIED="1507376887" LAST_CHARSET="UTF-8">Pastebin.com</A>
</DL><p>
<DT><H3 ADD_DATE="1483599058" LAST_MODIFIED="1514822229">在線編碼環境</H3>
<DL><p>
<DT><A HREF="http://cpp.sh/" ADD_DATE="1430279510" LAST_MODIFIED="1430279510">C++ Shell</A>
<DT><A HREF="http://coliru.stacked-crooked.com/" ADD_DATE="1427599420" LAST_MODIFIED="1427599420">Coliru</A>
<DT><A HREF="https://godbolt.org/" ADD_DATE="1478662469" LAST_MODIFIED="1514869708">Compiler Explorer(C)/C++</A>
<DT><A HREF="https://glot.io/" ADD_DATE="1461653673" LAST_MODIFIED="1461653684">glot.io</A>
<DT><A HREF="https://ideone.com/" ADD_DATE="1406603326" LAST_MODIFIED="1514869677" ICON_URI="https://ideone.com/gfx2/img/favicon.png" ICON="data:image/png;base64,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">Ideone</A>
<DT><A HREF="https://www.jdoodle.com/" ADD_DATE="1509731311" LAST_MODIFIED="1509731328" ICON_URI="https://www.jdoodle.com/static/images/favicon.ico" ICON="data:image/png;base64,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">JDOODLE</A>
<DD>JDoodle is a free Online Compiler, Editor, IDE for Java, C, C++, PHP, Perl, Python, Ruby. Code Online - Online Runner - Share Save Java/C/C++/Perl/Python/Ruby online
<DT><A HREF="https://theonlinecompiler.com/ide" ADD_DATE="1509731599" LAST_MODIFIED="1509731610" ICON_URI="https://theonlinecompiler.com/Content/Images/logo.png" 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">Online Compiler and IDE - C/C++, Java, Python, C# and more Languages</A>
<DD>Program online in Online Compiler and IDE with C, C++, Java, Python, and more languages. Our cloud based application and beautiful UI gives seamless User Experience.
<DT><A HREF="https://repl.it/" ADD_DATE="1490461132" LAST_MODIFIED="1509731352" ICON_URI="https://repl.it/public/images/favicon.ico" ICON="data:image/png;base64,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">repl.it</A>
<DD>Powerful and simple online compiler, IDE, interpreter, and REPL. Code, compile, and run code in 30+ programming languages including JavaScript, Python, Ruby, Java, Node.js, Go, Scheme, C, C#, C++, Lua, and CoffeeScript.
<DT><A HREF="https://tio.run/#" ADD_DATE="1509731289" LAST_MODIFIED="1509731304" ICON_URI="https://tio.run/static/64e190cd544dd33c803051ed22abf63b-apple-touch-icon.png" ICON="data:image/png;base64,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">Try It Online</A>
<DD>
<DT><A HREF="https://wandbox.org/" ADD_DATE="1427601294" LAST_MODIFIED="1514869640">Wandbox</A>
<DD>Wandbox is Online Compiler
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1515560266">版本控制:託管網站</H3>
<DL><p>
<DT><A HREF="https://bitbucket.org/" ADD_DATE="1292062277" LAST_MODIFIED="1483269308" ICON_URI="https://d301sr5gafysq2.cloudfront.net/8f1aaf1af99e/img/logos/bitbucket/android-chrome-192x192.png" 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">Bitbucket</A>
<DT><A HREF="https://hub.darcs.net/" ADD_DATE="1443304208" LAST_MODIFIED="1514869572">Darcs</A>
<DT><A HREF="https://github.com/" ADD_DATE="1291466897" LAST_MODIFIED="1353829238" ICON_URI="https://github.com/fluidicon.png" 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">Github</A>
<DT><A HREF="https://gitlab.com/" ADD_DATE="1398731603" LAST_MODIFIED="1489672445" ICON_URI="https://assets.gitlab-static.net/assets/touch-icon-ipad-retina-8ebe416f5313483d9c1bc772b5bbe03ecad52a54eba443e5215a22caed2a16a2.png" 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">GitLab</A>
<DT><A HREF="https://octodex.github.com/" ADD_DATE="1367585911" LAST_MODIFIED="1483269291">OCTOCATS!</A>
<DT><A HREF="https://github.com/trending?l=" ADD_DATE="1419877744" LAST_MODIFIED="1419877754" ICON_URI="https://github.com/fluidicon.png" 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">Trending repositories on GitHub</A>
<DD>Build software better, together.
</DL><p>
<DT><H3 ADD_DATE="1399526377" LAST_MODIFIED="1510156017">版本控制:資料</H3>
<DL><p>
<DT><A HREF="https://git-scm.com/book/zh/v2" ADD_DATE="1508747033" LAST_MODIFIED="1508747057">Git - Book</A>
<DD>
<DT><A HREF="https://stackoverflow.com/questions/315911/git-for-beginners-the-definitive-practical-guide" ADD_DATE="1343991194" LAST_MODIFIED="1483269249" ICON_URI="https://cdn.sstatic.net/Sites/stackoverflow/img/apple-touch-icon.png?v=c78bd457575a" ICON="data:image/png;base64,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">Git for beginners: The definitive practical guide- Stack Overflow</A>
<DT><A HREF="https://www.atlassian.com/git/tutorials" ADD_DATE="1399526394" LAST_MODIFIED="1514869474">Git Tutorials</A>
<DD>Learn the basics of Git through this comprehensive Git training. Branching, pull requests, merging and more are covered in the Atlassian Git tutorial.
</DL><p>
<DT><A HREF="https://spdx.org/licenses/" ADD_DATE="1491368670" LAST_MODIFIED="1491368670" ICON_URI="https://spdx.org/licenses/sites/all/themes/cpstandard/favicon.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAAfUlEQVRYhe3XsQ2AMAwEwF8t3iRiFVZhlU/JCBmD0lRUKEHCKBHSW/r6T65sAIDl1ZHGxtLqAAAbXHzL1HIBfgGwHEsIwEqPDiv7gJacJV5+zdLbxGctbwHbfngrAggggAACCCDAkIOkB3iKuzsLYydZFBD+qgQQgJXzAABOygxqxkr+ROYAAAAASUVORK5CYII=">SPDX License List | Software Package Data Exchange (SPDX)</A>
</DL><p>
<DT><H3 ADD_DATE="1483599268" LAST_MODIFIED="1490461145">算法/實練/解題</H3>
<DL><p>
<DT><A HREF="https://www.codechef.com/" ADD_DATE="1414055799" LAST_MODIFIED="1483268611">CodeChef</A>
<DD>Programming Competition: Join Online Programming Contest. CodeChef hosts Online Programming Competition, Programming Contest and Computer Programming
<DT><A HREF="https://codefights.com/" ADD_DATE="1489518706" LAST_MODIFIED="1489518706" ICON_URI="https://codefights.com/img/favicon-16x16.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAAXNSR0IArs4c6QAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAACXBIWXMAAAsTAAALEwEAmpwYAAABWWlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgpMwidZAAAChklEQVQ4EVVTTU8TURQ9b+Z1pkOhVio0QEREDDGoMTE1RMLOGBPdGE10YeK/8Bfozj/gQjbG6EYTE3cmogsWJiaEVYFF+TIIAS0W+jmdeZ77CqS8zJuPe8+5955736iRmcVYQyGEgTHgvb0Vn51L7GKT7fCm+Wxx680YaJI5rhU8OgQQcVdpC4XFJfZAKbh8SpIG93JkaGOAvOdglx9L+4x3lCahkKW9W6JxlZikGDKsRBSMA0x0a5xiRH0p5eLZzRxihl7ZrWN9r4mFPw3M7oX4FwsaGCTwyZkkrmR9DGd8jPI9ou/53DYrflWIP93IYvpiBi7FBcysHQdvfmzh6XzJanp/vReP8jk0WzEaYYwwijG7tIeHP/9C5V4vxtt11kih075LfQYf7w2j0oww/mENInzlwTlbye3PGxhMOPhea8sZTDpwknRdowzRd38owMvJPiTY0P60hwtdLqbo60v78LWDmal+3MmR0TK4Sp80V8sopKuSaeOghVuBRkhAhoC7vR5SzCjkFjWn6VsjBkwglRIGdZYSKABsPFY5DVRYHsk7j0fxpVBCwACT59MYeFe0mRE4GGEySyZPzoNMxRrG6OjJJDDPCSxvVdTlgQCedk3hd4WHJUY+o9VuDCPTPJyw5UoMazigg9VZOXPrFTPanzJDp318Xd1niZQBZeodZOFJ8uPFVqIienwHb39V7awbHN2LzToStO2zD4LpXFbCkUGiCWiC2RbKLazu1FDjCTTVCGM9msHNcelHnBMBxCj/gdXHfnwrllFnBdLhiF1n9ScXgXYKltHhlQAkqC7+QIZXjT6rlTYo1UYKiG/tCjrIkkLaoB1lyrQL3Gtj+XFIFtAh5z8tYQVd0HE5XwAAAABJRU5ErkJggg==">CodeFights</A>
<DD>Test Your Coding Skills
<DT><A HREF="https://www.reddit.com/r/dailyprogrammer/" ADD_DATE="1470546195" LAST_MODIFIED="1514869992">Dailyprogrammer</A>
<DD>reddit: the front page of the internet
<DT><A HREF="https://www.hackerearth.com/" ADD_DATE="1483797045" LAST_MODIFIED="1514870087">HackerEarth</A>
<DD>HackerEarth is a network of top developers across the world. Developers participate in online coding challenges and hackathons, solve problems and discover the best jobs.
<DT><A HREF="https://www.hackerrank.com/" ADD_DATE="1414055819" LAST_MODIFIED="1414055829" ICON_URI="https://hrcdn.net/hackerrank/assets/apple-touch-icon-precomposed-f3a05ded63a04623e70f9809d4de3fb0.png" 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" LAST_CHARSET="UTF-8">HackerRank</A>
<DD>Programming problems and contests in different domains of Computer Science. Solve interesting and challenging programming problems
<DT><A HREF="https://projecteuler.net/" ADD_DATE="1344304077" LAST_MODIFIED="1483268683">Project Euler</A>
<DT><A HREF="http://www.spoj.com/" ADD_DATE="1414056065" LAST_MODIFIED="1414056070" ICON_URI="http://stx1.spoj.com/gfx/favicon_new.png" ICON="data:image/png;base64,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" LAST_CHARSET="ISO-8859-2">SPOJ</A>
<DD>SPOJ (Sphere Online Judge) is an online judge system with over 100,000 registered users and over 10000 problems. The solution to problems can be submitted in over 40 languages including C, C++, Java, Python, C#, Go, Haskell, Ocaml, and F#. SPOJ has a rapidly growing problem set/tasks available for practice 24 hours/day, including many original tasks prepared by the community of expert problem setters associated with the project.
<DT><A HREF="https://www.topcoder.com/" ADD_DATE="1414056217" LAST_MODIFIED="1483268744">TopCoder</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1509438051">編程資料</H3>
<DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1514871045">PI:C</H3>
<DL><p>
<DT><A HREF="http://home.netcom.com/%7Etjensen/ptr/pointers.htm" ADD_DATE="1509944075" LAST_MODIFIED="1509944078">A Tutorial on Pointers and Arrays in C</A>
<DD>A tutorial on pointers and arrays in the C programming language
<DT><A HREF="https://www.geeksforgeeks.org/c/" ADD_DATE="1446220941" LAST_MODIFIED="1514871010">C Programming Language - GeeksforGeeks</A>
<DT><A HREF="http://en.cppreference.com/w/" ADD_DATE="1416722949" LAST_MODIFIED="1416722973" LAST_CHARSET="UTF-8">C/Cpp Reference</A>
<DT><A HREF="http://www.buildyourownlisp.com/contents" ADD_DATE="1397099635" LAST_MODIFIED="1397099635" ICON_URI="http://www.buildyourownlisp.com/static/img/favicon.png" 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8zyjTnBOkQq0hlPP6mrLb/727+68Rse6ZoZ5Zs6JEHtUG00Sjx89pkXPfk5YdXz6w/9lPr5g1BXnJSNNYIL5kNiZ4DvH683hVLm+6uncyCEnvPN459gfzzRreN9TlwvRKf766hrRRuw7mhgiDR8i/WokT2e899g8Maz7eyWDsoqCmoM4kqcD1+sNiCP6SowNr/cRfd6feP72O5yOB+5evaALnmVptHThcj4jTtCcG0O3BhVSKZg4/DDQTDATfG242nh2dcUao/OKtczVeqAtJx5sOh4+7Om6QvBGP3hmMxrw7PM/znSeuLl5STcMSDM67xmGgRg9U17wwzhgzpNLQlTwPpJqYzmfcM4zlcRiUAzKMhMs41QwV9kM8OTRistyInohOI/6ntzAe48PgdPLl/R9f5+Co6eUAmYMfcclG76pcHfcs11tCV0PGLVkgg+kkrjkTDFhqo3kIsdjZmvGJoA443DZIxVqzaDGEmEuM2Zw8+oFMQq5CSCINQToQk+rjc45NHQDsV/hQgDnaWLQQJ3i1NF5jxq8eHlLUPBRicOA0aGhR7WnzDDPGSuVtESWpYAYMXZs1ltaa9RWaLWxWm3ofY9KwLuG99W4fvwaUeF82EOu+BhRESrCGDpUC0+fPOTlPIEplcj+cmE7bvBOcJuBQSI3r26wOlFPRzDhfL4w53tismb44ClpoWlgGEfOc0Uvxz2mSm33FSxBiUNkboVklRADmwfX9D4SmjHXynJKRA3YasPlnNgfz5xOMxK3HHYVzMgYrTVoDa9KyYlputBqwWqmtsoqBHw+z7z4wfc4XxK0xGazYbm94zRP9D5wDBPzsvDRx99j/fCKH358YcnC+cURuT2yUWEVGgm4LMp2+wi6SPVr+i2knBEVsr9nDkOxVFnywqqL+F/45V/hwRtPoSWGGFFzOO/p+4BDCEOPTAtPn7/O5nd+j/CT7zFb4zot9LniaqH0St1suLlM+H7LO1/8WX7qvZ8jhEbnVogTpumMC46aEvN0Ybq94eHzz+MJjV/79fd53ivNjFoq/XrL9uEjWp74v+/8J4gjPHuDr371zznkGfZ7Hjrh0dWGz3ZH7nIi0ViWTM2NP3z3C/zSL/48027HsBr47NVLNuuON15/Rk2Jz17dMf7Em8yHC3o8HYjeYT4w1QJdj98+ZN8KbK+JT5+zXM4cpjNtf8v08Udsh5FUjU+++12W055yvOV085J8mbh9cYOlzCVljkmYm9GvVvgQeXXYcyyZ1ODukNhV8HmeePLaY/rQ42tmSYnqhRgicy2sXntGOJzYtcqFSsWRMrTWGGJPBnyI+Fww7+lWA9ebDdoqq3GgVUNxOHFQldaMgCO3xDkZ+niMeCmYU6Zlwel9A4oIHiGqMnz+LbpxjTbQwdPaGckLJkJWI4RIKw0veg+solht1LoQg6frAy54Uk1M5xOkiVAnKBMqKjjnmS9nvCohBlQUzMAaog53NSDqwIwxRHJu933ROcZxZH/ziuADrWZEDA3KMEZKzpRSiC6yGVese49R6YIyhI7D/oDXYU0FRIWSM9AToodWyc3IzYgSmHOmLAt5mujHnoWEK43psKOVAi4iVjA1am2Ukjm8umPa79lcXdMPPZthQ8uNnBbisMJ1O/wqBK62W077My0byzJhFgneE2Jgnib2N8d7hWac0gTqGVTwXomrFaksXKzRquB8IISe/T7TjStUC1NamEvGVBB1FIGpTfRDh+9zJp3P5GWipAXt7tEspwWnnlwKZU5IdSwmuHHD+sFj6jzhvUBa8LFDm0OlMd8emZfEsN7Q9QOXdEeaEut+w7haY8DQ1kie+XS/oO9/+bceFDOa+vsyWhKnux1laRxv99SW2D7ckmz50U/guTuemRV0HEgh0kLEdx3B7km55sSD7ciwXdF3Gzaba8b1htVqIAZHcDAOG770xZ954AHefvSGfPO/vrkL3jPPmTbD7nzAEOZaWQ8jp8uCNcEKTMtC9CPpMEFqLJfEXO4ItcdZJB0PHH7wCcs8Md/tSCZcQqRcrXj81puUlHnrc0+vAf5/AOZbbtqHvWoMAAAAAElFTkSuQmCC" LAST_CHARSET="UTF-8">Contents • Build Your Own Lisp</A>
<DT><A HREF="http://the.gregor.institute/t/5n/842/" ADD_DATE="1461436180" LAST_MODIFIED="1461436192">CS842 Automatic Memory Management and Garbage Collection</A>
<DT><A HREF="http://cslibrary.stanford.edu/101/" ADD_DATE="1508437131" LAST_MODIFIED="1509944115">Essential C</A>
<DD>Stanford CS Education Library: A 45 page summary of all the common features and techniques for the C language.
<DT><A HREF="https://boredzo.org/pointers/" ADD_DATE="1509944068" LAST_MODIFIED="1514871079">Everything you need to know about pointers in C</A>
<DD>
<DT><A HREF="http://www.ioccc.org/" ADD_DATE="1344482226" LAST_MODIFIED="1353829238" ICON_URI="http://www.ioccc.org/ioccc.ico" ICON="data:image/png;base64,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">IOOC(混乱C编程比赛)</A>
<DT><A HREF="http://www.open-std.org/jtc1/sc22/wg14/www/standards" ADD_DATE="1498193715" LAST_MODIFIED="1498193756">ISO C standards</A>
<DT><A HREF="http://cs.yale.edu/homes/aspnes/" ADD_DATE="1509338666" LAST_MODIFIED="1509338684">James Aspnes(Professor of Computer Science Yale University)</A>
<DD>
<DT><A HREF="http://technology.chtsai.org/mmseg/" ADD_DATE="1504949621" LAST_MODIFIED="1509444857" LAST_CHARSET="windows-1252">MMSEG: A Word Identification System for Mandarin Chinese Text Based on Two Variants of the Maximum Matching Algorithm</A>
<DT><A HREF="http://cs.yale.edu/homes/aspnes/classes/223/notes.html" ADD_DATE="1508437009" LAST_MODIFIED="1509338564">Notes on Data Structures and Programming Techniques (CPSC 223, Spring 2015) -- C</A>
<DD>
<DT><A HREF="https://linux.die.net/HOWTO/Program-Library-HOWTO/index.html" ADD_DATE="1359567733" LAST_MODIFIED="1514871177">Program Library HOWTO</A>
<DT><A HREF="http://littleosbook.github.io/" ADD_DATE="1509944471" LAST_MODIFIED="1509944474">The little book about OS development</A>
<DD>
<DT><A HREF="http://pubs.opengroup.org/onlinepubs/9699919799/" ADD_DATE="1482556427" LAST_MODIFIED="1482556427">The Open Group Base Specifications Issue 7, 2016 Edition</A>
</DL><p>
<DT><H3 ADD_DATE="1509438051" LAST_MODIFIED="1509438091">PI:C++</H3>
<DL><p>
<DT><A HREF="http://yosefk.com/c++fqa/" ADD_DATE="1509336663" LAST_MODIFIED="1509438091">C++ Frequently Questioned Answers</A>
<DD>
<DT><A HREF="http://www.cplusplus.com/" ADD_DATE="1430279113" LAST_MODIFIED="1509462645">cplusplus.com</A>
<DT><A HREF="http://www.learncpp.com/" ADD_DATE="1508215406" LAST_MODIFIED="1509438091" ICON_URI="http://www.learncpp.com/blog/wp-content/ata-images/learncpp.ico" ICON="data:image/png;base64,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">Learn C++</A>
<DD>LearnCpp.com is a free website devoted to teaching you how to program in C++. For programmers of all levels (but especially those with no prior experience).
<DT><A HREF="http://www.icce.rug.nl/documents/cplusplus/" ADD_DATE="1509438018" LAST_MODIFIED="1509438091">The C++ Annotations</A>
<DD>
</DL><p>
<DT><H3 ADD_DATE="1358582769" LAST_MODIFIED="1481211957">PI:Lua</H3>
<DL><p>
<DT><A HREF="http://www.lua.org/source/5.3/" ADD_DATE="1481211939" LAST_MODIFIED="1481211939">Lua 5.3 source code</A>
<DT><A HREF="http://www.lua.org/pil/" ADD_DATE="1359393908" LAST_MODIFIED="1359393908" LAST_CHARSET="ISO-8859-1">Programming in Lua</A>
</DL><p>
<DT><H3 ADD_DATE="1462761348" LAST_MODIFIED="1466118747">PI:OS</H3>
<DL><p>
<DT><A HREF="https://www.nayuki.io/page/a-fundamental-introduction-to-x86-assembly-programming" ADD_DATE="1463330412" LAST_MODIFIED="1463330412">A fundamental introduction to x86 assembly programming</A>
<DT><A HREF="http://www.brokenthorn.com/Resources/OSDevIndex.html" ADD_DATE="1462761308" LAST_MODIFIED="1462761321">BrokenThorn Entertainment-OS</A>
<DD>Extensive and comprehensive resources and tutorials for the operating system
and video game developer. Updated daily with the latest news and updates.
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1454083672">PI:Shell</H3>
<DL><p>
<DT><A HREF="https://linux.die.net/abs-guide/" ADD_DATE="1359560700" LAST_MODIFIED="1514870277">Advanced Bash-Scripting Guide</A>
<DT><A HREF="https://linux.die.net/Bash-Beginners-Guide/" ADD_DATE="1359560676" LAST_MODIFIED="1514870285">Bash Guide for Beginners</A>
<DT><A HREF="https://linux.die.net/HOWTO/Bash-Prog-Intro-HOWTO.html" ADD_DATE="1359560801" LAST_MODIFIED="1514870289">BASH Programming - Introduction HOW-TO</A>
<DT><A HREF="https://www.cyberciti.biz/faq/category/bash-shell/" ADD_DATE="1345373150" LAST_MODIFIED="1514870317">BASH Shell Tutorial / FAQ</A>
<DT><A HREF="https://www.gnu.org/software/bash/manual/" ADD_DATE="1344862807" LAST_MODIFIED="1514870326">GNU bash manual</A>
<DT><A HREF="https://linux.die.net/Linux-CLI/" ADD_DATE="1359565598" LAST_MODIFIED="1514870339">GNU/Linux Command-Line Tools Summary</A>
<DT><A HREF="http://www.bash.academy/" ADD_DATE="1450499149" LAST_MODIFIED="1450499149">The Bash Academy</A>
<DD>A complete guide for newcomers and advanced users to correct usage and deep understanding of the bash shell language.
<DT><A HREF="https://linux.die.net/sag/" ADD_DATE="1359565585" LAST_MODIFIED="1514870353">The Linux System Administrator's Guide</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1518548134">PI:Web</H3>
<DL><p>
<DT><A HREF="http://rgb.to/" ADD_DATE="1515812381" LAST_MODIFIED="1515812396">Convert Hex color</A>
<DD>HEX color #0d80de to RGB, Pantone, RAL, HSL and HSB formats. Convert it to JSON format and generate color schemes for your design.
<DT><A HREF="http://www.quirksmode.org/js/contents.html" ADD_DATE="1470093748" LAST_MODIFIED="1470094462">JavaScript - Quickmode.org</A>
<DT><A HREF="https://developer.mozilla.org/en-US/docs/Web/JavaScript" ADD_DATE="1470093810" LAST_MODIFIED="1470093810" ICON_URI="https://developer.cdn.mozilla.net/static/img/favicon32.e02854fdcf73.png" ICON="data:image/png;base64,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">JavaScript | MDN</A>
<DD>JavaScript (JS) is a lightweight, interpreted, programming language with first-class functions. Most well-known as the scripting language for Web pages, many non-browser environments also use it, such as node.js and Apache CouchDB. JS is a prototype-based, multi-paradigm, dynamic scripting language, supporting object-oriented, imperative, and declarative (e.g. functional programming) styles. Read more about JavaScript.
<DT><A HREF="https://developer.mozilla.org/zh-CN/docs/Web/JavaScript" ADD_DATE="1470093825" LAST_MODIFIED="1470093840" ICON_URI="https://developer.cdn.mozilla.net/static/img/favicon32.e02854fdcf73.png" ICON="data:image/png;base64,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">JavaScript | MDN-zh-CN</A>
<DD>本部分将专注于 JavaScript 语言本身，而非局限于网页或其他宿主环境。想要了解网页有关的 APIs ，请参考 Web APIs 以及 DOM 。
<DT><A HREF="http://daringfireball.net/projects/markdown/syntax" ADD_DATE="1346769238" LAST_MODIFIED="1353829238">Markdown Syntax Documentation</A>
<DT><A HREF="https://developer.mozilla.org/zh-TW/" ADD_DATE="1354592318" LAST_MODIFIED="1416719809" ICON_URI="https://developer.cdn.mozilla.net/static/img/favicon32.e02854fdcf73.png" ICON="data:image/png;base64,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">MDN-TW</A>
<DD>这里的开发领域包括了 Web，手机，附加组件, 应用程序和实验室. MDN提供了一个统一的平台，在这个平台上，开发者拥有唯一的ID，并且可以做到很好的信息交流。
<DT><A HREF="https://developer.mozilla.org/en-US/" ADD_DATE="1363571113" LAST_MODIFIED="1363571113" ICON_URI="https://developer.cdn.mozilla.net/static/img/favicon32.e02854fdcf73.png" ICON="data:image/png;base64,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" LAST_CHARSET="UTF-8">Mozilla Developer Network</A>
<DT><A HREF="http://www.phptherightway.com/" ADD_DATE="1367586320" LAST_MODIFIED="1367586320" ICON_URI="http://www.phptherightway.com/images/favicon.png" ICON="data:image/png;base64,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" LAST_CHARSET="UTF-8">PHP: The Right Way</A>
<DD>An easy-to-read, quick reference for PHP best practices, accepted coding standards, and links to authoritative PHP tutorials around the Web
<DT><A HREF="http://www.tizag.com/" ADD_DATE="1337763014" LAST_MODIFIED="1353829238">Tizag Tutorials</A>
<DT><A HREF="http://www.w3cschool.cc/" ADD_DATE="1416719925" LAST_MODIFIED="1416720096" LAST_CHARSET="UTF-8">w3cschool教程</A>
<DD>w3cschool菜鸟教程提供了最全的web技术基础教程, 介绍了HTML教程、CSS教程、Javascript教程、Python基础教程，PHP教程 , MySQL教程等各种建站基础。 同时本站中也提供了大量的在线实例，通过实例，您可以更好的学习如何建站。..
<DT><A HREF="https://developer.mozilla.org/zh-CN/docs/Web/JavaScript/A_re-introduction_to_JavaScript" ADD_DATE="1433126869" LAST_MODIFIED="1433126881" ICON_URI="https://developer.cdn.mozilla.net/static/img/favicon32.e02854fdcf73.png" ICON="data:image/png;base64,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">重新介绍 JavaScript| MDN</A>
<DD>为什么会有这一篇“重新介绍”呢？因为 JavaScript 堪称 世界上被人误解最深的编程语言 。虽然常被视作“玩具语言”，但它看似简洁外衣下，还隐藏着强大的语言特性。 JavaScript 目前广泛应用于一大批知名应用中，对于网页和移动开发者来说，深入理解 JavaScript 就尤有必要。
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1502239840">PI:圖形</H3>
<DL><p>
<DT><H3 ADD_DATE="1485103080" LAST_MODIFIED="1485103345">Gtk</H3>
<DL><p>
<DT><A HREF="https://developer.gnome.org/gtk3/stable/" ADD_DATE="1485103157" LAST_MODIFIED="1485103183" ICON_URI="https://developer.gnome.org/skin/gnome-16.png" ICON="data:image/png;base64,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">GTK+ 3 Reference Manual(C-Stable)</A>
<DT><A HREF="https://developer.gnome.org/gtkmm-tutorial/stable/" ADD_DATE="1485103345" LAST_MODIFIED="1485103365" ICON_URI="https://developer.gnome.org/skin/gnome-16.png" ICON="data:image/png;base64,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">Programming with gtkmm 3</A>
</DL><p>
<DT><H3 ADD_DATE="1485160393" LAST_MODIFIED="1503462967">OpenGL</H3>
<DL><p>
<DT><A HREF="https://www.khronos.org/opengl/wiki/Getting_Started" ADD_DATE="1502239820" LAST_MODIFIED="1502239840" LAST_CHARSET="UTF-8">Getting Started - OpenGL Wiki</A>
<DT><A HREF="https://learnopengl.com/" ADD_DATE="1503462944" LAST_MODIFIED="1503462967" LAST_CHARSET="UTF-8">Learn OpenGL</A>
<DD>Learn OpenGL . com provides good and clear modern 3.3+ OpenGL tutorials with clear examples. A great resource to learn modern OpenGL aimed at beginners.
<DT><A HREF="http://www.opengl-tutorial.org/" ADD_DATE="1416717698" LAST_MODIFIED="1416717729" LAST_CHARSET="UTF-8">OpenGL Tutorials</A>
</DL><p>
<DT><H3 ADD_DATE="1485160107" LAST_MODIFIED="1490808429">Qt</H3>
<DL><p>
<DT><A HREF="http://doc.qt.io/archives/qt-4.8/how-to-learn-qt.html" ADD_DATE="1489936956" LAST_MODIFIED="1514870913">How to Learn Qt | Qt 4.8</A>
<DT><A HREF="https://wiki.qt.io/Qt_for_Beginners" ADD_DATE="1485160459" LAST_MODIFIED="1485160470" ICON_URI="https://wiki.qt.io/favicon.ico?t=2016041300" ICON="data:image/png;base64,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">Qt for Beginners</A>
</DL><p>
<DT><H3 ADD_DATE="1485160403" LAST_MODIFIED="1485160409">SDL</H3>
<DL><p>
<DT><A HREF="http://lazyfoo.net/SDL_tutorials/" ADD_DATE="1439486808" LAST_MODIFIED="1439486823">Lazy Foo' Productions(SDL)</A>
<DD>Tutorials for those who want to start making video games.
</DL><p>
<DT><H3 ADD_DATE="1485160135" LAST_MODIFIED="1485160143">Wayland</H3>
<DL><p>
<DT><A HREF="https://wayland.freedesktop.org/" ADD_DATE="1418356188" LAST_MODIFIED="1514695119">Wayland</A>
</DL><p>
<DT><H3 ADD_DATE="1485160124" LAST_MODIFIED="1485160180">X</H3>
<DL><p>
<DT><A HREF="https://www.x.org/wiki/DeveloperStart/" ADD_DATE="1397436996" LAST_MODIFIED="1514695072">DeveloperStart</A>
<DT><A HREF="https://www.x.org/wiki/Development/" ADD_DATE="1397437106" LAST_MODIFIED="1514695065">Development</A>
<DT><A HREF="https://www.x.org/wiki/Documentation/" ADD_DATE="1397436827" LAST_MODIFIED="1514695060">Documentation</A>
<DT><A HREF="https://www.x.org/wiki/ProgrammingDocumentation/" ADD_DATE="1397437168" LAST_MODIFIED="1514694996">ProgrammingDocumentation</A>
<DT><A HREF="https://www.x.org/wiki/guide/" ADD_DATE="1397436498" LAST_MODIFIED="1514695002">The X New Developer’s Guide</A>
<DT><A HREF="https://www.x.org/wiki/UserDocumentation/" ADD_DATE="1397436865" LAST_MODIFIED="1514695030">UserDocumentation</A>
<DT><A HREF="https://xcb.freedesktop.org/" ADD_DATE="1397436897" LAST_MODIFIED="1514695052">xcb</A>
</DL><p>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1516040057">PI:數據庫</H3>
<DL><p>
<DT><H3 ADD_DATE="1397277614" LAST_MODIFIED="1397277649">Data Mining</H3>
<DL><p>
<DT><A HREF="http://guidetodatamining.com/" ADD_DATE="1397277643" LAST_MODIFIED="1397277643" LAST_CHARSET="UTF-8">A Programmer's Guide to Data Mining | The Ancient Art of the Numerati</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1488587973">Mysql</H3>
<DL><p>
<DT><A HREF="http://www.phpknowhow.com/mysql/" ADD_DATE="1360477440" LAST_MODIFIED="1362642517" LAST_CHARSET="UTF-8">PHP MySQL Tutorial with MySQLi - PHPKnowHow</A>
<DD>PHP MySQL Improved Extension (MySQLi) learning guide with detailed explanations and simple examples.
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1377130963">Nosql</H3>
<DL><p>
<DT><A HREF="http://blog.nosqlfan.com/html/3537.html" ADD_DATE="1344770414" LAST_MODIFIED="1353829238" ICON_URI="http://blog.nosqlfan.com/wp-content/themes/wumiao/images/nosqlfan.ico" ICON="data:image/png;base64,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">Redis资料汇总专题</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1436483731">Postgres</H3>
<DL><p>
<DT><A HREF="http://www.postgres.cn/docs/9.3/index.html" ADD_DATE="1433126167" LAST_MODIFIED="1433126167">PostgreSQL 9.3.1 中文手册</A>
</DL><p>
<DT><A HREF="http://webdam.inria.fr/Alice/" ADD_DATE="1484898471" LAST_MODIFIED="1484898471">Foundations of Databases</A>
<DT><A HREF="http://www.redbook.io/" ADD_DATE="1484898437" LAST_MODIFIED="1484898437">Readings in Database Systems, 5th Edition</A>
</DL><p>
<DT><H3 ADD_DATE="1397276586" LAST_MODIFIED="1516040447">PI:數據結構&算法</H3>
<DL><p>
<DT><A HREF="https://en.wikipedia.org/wiki/AA_tree" ADD_DATE="1430284321" LAST_MODIFIED="1430284581">AA tree</A>
<DT><A HREF="https://algs4.cs.princeton.edu/home/" ADD_DATE="1427115699" LAST_MODIFIED="1514870416">Algorithms, 4th Edition by Robert Sedgewick and Kevin Wayne</A>
<DD>The textbook Algorithms, 4th Edition by Robert Sedgewick and Kevin Wayne surveys the most important algorithms and data structures in use today. The broad perspective taken makes it an appropriate introduction to the field.
<DT><A HREF="https://en.wikipedia.org/wiki/Bit_array" ADD_DATE="1430284447" LAST_MODIFIED="1430284576" ICON_URI="https://en.wikipedia.org/static/apple-touch/wikipedia.png" 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">Bit array</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Bloom_filter" ADD_DATE="1430284403" LAST_MODIFIED="1430284571">Bloom filter</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Circular_buffer" ADD_DATE="1430284590" LAST_MODIFIED="1430284699">Circular buffer</A>
<DT><A HREF="http://www.cs.usfca.edu/~galles/visualization/Algorithms.html" ADD_DATE="1397276607" LAST_MODIFIED="1397276607" LAST_CHARSET="UTF-8">Data Structure Visualization</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Disjoint-set_data_structure" ADD_DATE="1430284623" LAST_MODIFIED="1430284711">Disjoint-set data structure</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Fibonacci_heap" ADD_DATE="1430284610" LAST_MODIFIED="1430284716">Fibonacci heap</A>
<DT><A HREF="https://cstack.github.io/db_tutorial/" ADD_DATE="1515670024" LAST_MODIFIED="1515670053">How Does a Database Work?</A>
<DD>Writing a sqlite clone from scratch in C
<DT><A HREF="https://en.wikipedia.org/wiki/Huffman_coding" ADD_DATE="1430284600" LAST_MODIFIED="1430284722">Huffman coding</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Judy_array" ADD_DATE="1430284310" LAST_MODIFIED="1430284567">Judy array</A>
<DT><A HREF="https://en.wikipedia.org/wiki/K-d_tree" ADD_DATE="1430284675" LAST_MODIFIED="1430284728">k-d tree</A>
<DT><A HREF="https://en.wikipedia.org/wiki/List_of_data_structures" ADD_DATE="1430284375" LAST_MODIFIED="1430284561">List of data structures</A>
<DT><A HREF="https://channel9.msdn.com/Search?term=lock%20free#lang-en=en&ch9Search" ADD_DATE="1430284826" LAST_MODIFIED="1481295962">Lock-free Channel9 search result</A>
<DD>http://www.cppcon.org—Presentation Slides, PDFs, Source Code and other presenter materials are available at:https://github.com/CppCon/CppCon2014--Dive into and follow along making a lock-free queue.In
<DT><A HREF="https://en.wikipedia.org/wiki/Log-structured_merge-tree" ADD_DATE="1430284260" LAST_MODIFIED="1430284553">Log-structured merge-tree</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Merkle_tree" ADD_DATE="1430284479" LAST_MODIFIED="1430284549">Merkle tree</A>
<DT><A HREF="https://bradfieldcs.com/algos/" ADD_DATE="1483605032" LAST_MODIFIED="1483605032">Practical Algorithms and Data Structures</A>
<DT><A HREF="https://en.wikipedia.org/wiki/R-tree" ADD_DATE="1430284662" LAST_MODIFIED="1430284735">R-tree</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Radix_tree" ADD_DATE="1430284289" LAST_MODIFIED="1430284544">Radix tree</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Rope_%28data_structure%29" ADD_DATE="1430284414" LAST_MODIFIED="1430284540">Rope(data structure)</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Skip_list" ADD_DATE="1430284276" LAST_MODIFIED="1430284534">Skip list</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Spatial_database#Spatial_index" ADD_DATE="1430284652" LAST_MODIFIED="1430284745">Spatial database</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Splay_tree" ADD_DATE="1430284638" LAST_MODIFIED="1430284804">Splay tree</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Trie" ADD_DATE="1430284388" LAST_MODIFIED="1430284525">Trie</A>
<DT><A HREF="https://en.wikipedia.org/wiki/XOR_linked_list" ADD_DATE="1430284466" LAST_MODIFIED="1430284521" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">XOR linked list</A>
<DT><A HREF="http://www.cnblogs.com/vamei/archive/2013/03/22/2974052.html" ADD_DATE="1378533727" LAST_MODIFIED="1378533728" LAST_CHARSET="UTF-8">纸上谈兵: 算法与数据结构 - Vamei - 博客园</A>
</DL><p>
<DT><H3 ADD_DATE="1446139576" LAST_MODIFIED="1516040447">PI:編譯相關</H3>
<DL><p>
<DT><A HREF="http://www.cs.cmu.edu/~fp/courses/15411-f14/index.html" ADD_DATE="1446140403" LAST_MODIFIED="1446140403">15-411 Compiler Design</A>
<DD>Compiler Design
<DT><A HREF="http://www.cs.cmu.edu/afs/cs.cmu.edu/academic/class/15745-s16/www/index.html" ADD_DATE="1446140290" LAST_MODIFIED="1461567004">15-745 Optimizing Compilers for Modern Architectures, Spring 2016</A>
<DT><A HREF="https://autotools.io/index.html" ADD_DATE="1450411726" LAST_MODIFIED="1450411726">Autotools Mythbuster</A>
<DD>Autotools Mythbuster is a no-nonsense guide to Autotools, written with the idea of providing a full, integrated view of the tools in the GNU build chain: autoconf, automake, libtool, pkg-config, and so on. Instead of providing a full detailing of the workings of the components, which most consumers are not interested on, this guide focuses on building useful, solid and distribution-friendly packages, that developers can submit to distributions without having to jump through hoops to get them accepted. Autotools Mythbuster is available as an eBook for those who want to read or reference it online. Profits from its sales are used to pay for hosting and domain name registration. You can find the book on all major Amazon websites, as well as Kobo and their franchises. Amazon (US) Amazon Canada Amazon UK Amazon Germany Amazon France Amazon Italy
<DT><A HREF="http://www.lurklurk.org/linkers/linkers.html" ADD_DATE="1497542526" LAST_MODIFIED="1498192513">Beginner's Guide to Linkers</A>
<DT><A HREF="http://www.cs.princeton.edu/~appel/modern/c/project.html" ADD_DATE="1446140720" LAST_MODIFIED="1446140726">C-Tiger Compiler Modules for Programming Exercises</A>
<DT><A HREF="http://flint.cs.yale.edu/cs421/" ADD_DATE="1496209021" LAST_MODIFIED="1496209041">CS 421/521: Compilers and Interpreters, Spring 2017</A>
<DT><A HREF="https://eli.thegreenplace.net/2011/01/23/how-debuggers-work-part-1" ADD_DATE="1490721113" LAST_MODIFIED="1514870789">How debuggers work: Part 1 - Basics - Eli Bendersky's website</A>
<DT><A HREF="https://eli.thegreenplace.net/2011/01/27/how-debuggers-work-part-2-breakpoints" ADD_DATE="1490721127" LAST_MODIFIED="1514870801">How debuggers work: Part 2 - Breakpoints - Eli Bendersky's website</A>
<DT><A HREF="https://eli.thegreenplace.net/2011/02/07/how-debuggers-work-part-3-debugging-information" ADD_DATE="1490721132" LAST_MODIFIED="1514870815">How debuggers work: Part 3 - Debugging information - Eli Bendersky's website</A>
<DT><A HREF="http://www.cs.princeton.edu/~appel/modern/ml/project.html" ADD_DATE="1446140696" LAST_MODIFIED="1446140712">SML-Tiger Compiler Modules for Programming Exercises</A>
<DT><A HREF="http://c9x.me/compile/bib/" ADD_DATE="1469554806" LAST_MODIFIED="1469554807">The Compiler Writer Resource Page</A>
<DT><A HREF="https://norasandler.com/2018/01/08/Write-a-Compiler-5.html" ADD_DATE="1515671814" LAST_MODIFIED="1515671822">Writing a C Compiler, Part 5</A>
<DD>This is the fifth post in a series. Read part 1 here.
<DT><A HREF="http://system.joekain.com/debugger/" ADD_DATE="1490720838" LAST_MODIFIED="1490720838">Writing a Debugger</A>
<DD>description
<DT><A HREF="https://blog.tartanllama.xyz/writing-a-linux-debugger-setup/" ADD_DATE="1490721096" LAST_MODIFIED="1514870730">Writing a Linux Debugger Part 1: Setup</A>
<DD>Personal blog and CV for Simon Brand
</DL><p>
<DT><H3 ADD_DATE="1465057777" LAST_MODIFIED="1515986256">PI:遊戲</H3>
<DL><p>
<DT><A HREF="http://www-cs-students.stanford.edu/%7Eamitp/gameprog.html" ADD_DATE="1465057756" LAST_MODIFIED="1465057757" ICON_URI="http://www-cs-students.stanford.edu/~amitp/red_blob.gif" 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Game Programming Information</A>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1516005533">PI:雜項</H3>
<DL><p>
<DT><A HREF="http://pages.cs.wisc.edu/~bolo/shipyard/neural/local.html" ADD_DATE="1482028760" LAST_MODIFIED="1482028760">A Basic Introduction To Neural Networks</A>
<DT><A HREF="https://curl.haxx.se/docs/" ADD_DATE="1322804406" LAST_MODIFIED="1461567596" ICON_URI="https://curl.haxx.se/logo/curl-symbol.svg" ICON="data:image/png;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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">cURL Docs</A>
<DT><A HREF="https://community.emc.com/thread/176852" ADD_DATE="1397104561" LAST_MODIFIED="1397104562" LAST_CHARSET="UTF-8">EMC Community Network - ECN: 【存储入门必读】存储基础知识（2014年3月26日更新）</A>
<DT><A HREF="https://www.gitbook.com/book/samypesse/how-to-create-an-operating-system/details" ADD_DATE="1510072926" LAST_MODIFIED="1510072958" ICON_URI="https://www.gitbook.com/assets/images/logo/favicon.ico?version=19.7.51" ICON="data:image/png;base64,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">How to make an Operating System · GitBook</A>
<DD>how-to-create-an-operating-system: Learn how to write, test and run, an operating system in C++ and Assembly from scratch.
<DT><A HREF="https://www.kernel.org/pub/linux/kernel/people/paulmck/perfbook/perfbook.html" ADD_DATE="1394766106" LAST_MODIFIED="1394766106" LAST_CHARSET="UTF-8">Is Parallel Programming Hard, And, If So, What Can You Do About It?</A>
<DT><A HREF="https://curl.haxx.se/libcurl/" ADD_DATE="1322804676" LAST_MODIFIED="1461567529" ICON_URI="https://curl.haxx.se/logo/curl-symbol.svg" ICON="data:image/png;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
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">libcurl</A>
<DT><A HREF="http://www.modernescpp.com/index.php/multithreading-in-modern-c" ADD_DATE="1462254317" LAST_MODIFIED="1462254324" ICON_URI="http://www.modernescpp.com/templates/purity_iii/favicon.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAARUlEQVQ4jWNgQAL7GdT+Y8MMxACyNVKsGZsB2MSx8fFqJssAfC4jyQBcsYE1rIaZARTHAlkGUJyQcPkZPU0QBDQzhJBBAJGvFfwnIGEVAAAAAElFTkSuQmCC">Multithreading in modern C++</A>
<DT><A HREF="http://man7.org/linux/man-pages/man2/userfaultfd.2.html" ADD_DATE="1515669434" LAST_MODIFIED="1515669466">userfaultfd(2) - Linux manual page</A>
<DD>
<DT><A HREF="http://composition.al/blog/2017/10/31/using-the-simplex-algorithm-for-smt-solving/" ADD_DATE="1515669813" LAST_MODIFIED="1515669822">Using the simplex algorithm for SMT solving - composition.al</A>
<DD>This year, as I’ve started to dive into neural network verification, I’ve had the chance to learn a little about how SMT solvers are …
<DT><A HREF="http://blog.johnnovak.net/2016/09/21/what-every-coder-should-know-about-gamma/" ADD_DATE="1474518442" LAST_MODIFIED="1474518442">What every coder should know about gamma</A>
<DD>Personal blog of John Novak
</DL><p>
</DL><p>
<DT><H3 ADD_DATE="1353808019" LAST_MODIFIED="1508432981">開放課程</H3>
<DL><p>
<DT><A HREF="http://ai.berkeley.edu/lecture_videos.html" ADD_DATE="1466118744" LAST_MODIFIED="1466118745" ICON_URI="http://ai.berkeley.edu/images/pacman-favicon.ico" ICON="data:image/png;base64,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">Berkeley AI Materials</A>
<DT><A HREF="http://webcast.berkeley.edu/" ADD_DATE="1461437786" LAST_MODIFIED="1461437828">Berkeley Wetcast(Open Courses)</A>
<DD>Webcast.berkeley is the campus service for recording and publishing course and campus events for students and learners around the globe. Audio and video recordings of class lectures and special events are processed and made available to everyone through webcast.berkeley.edu.
<DT><A HREF="https://www.coursera.org/" ADD_DATE="1398734874" LAST_MODIFIED="1398734874" ICON_URI="https://d3njjcbhbojbot.cloudfront.net/web/images/favicons/icon-194x194.png" 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LAST_CHARSET="UTF-8">Coursera</A>
<DD>Take free online classes from 80+ top universities and organizations. Coursera is a social entrepreneurship company partnering with Stanford University, Yale University, Princeton University and others around the world to offer courses online for anyone to take, for free. We believe in connecting people to a great education so that anyone around the world can learn without limits.
<DT><A HREF="http://courses.cms.caltech.edu/cs179/" ADD_DATE="1466118601" LAST_MODIFIED="1466118601">CS 179: GPU Programming</A>
<DT><A HREF="http://cs224d.stanford.edu/syllabus.html" ADD_DATE="1439635502" LAST_MODIFIED="1439635513">CS224d: Deep Learning for Natural Language Processing</A>
<DT><A HREF="https://www.edx.org/" ADD_DATE="1445584330" LAST_MODIFIED="1445584338" ICON_URI="https://www.edx.org/sites/default/files/theme/favicon.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAACTklEQVQ4jd2SX0hTcRTHz8ZmELR0brPdXdPW6J/5UNJr2EO9BpaUzrlJdqMHIxM37595z6w1XNu9m+S/Ghgo7bo5NZK01x4qQSMDIUmN7ec18LUQomQ9rHrsKQj6wHk5T9/v+RyA/x4NwzB6qMciwOUiYBb0AKABZkEPuFzY/YlQSHK0+3CCZkZmdwfX5wyR7JhdItWl0sag4V5uzhDOPgcAAKxF3WgNY31a02FCQC0ialmWLQ0G48e9PD4613H/iym8vm2UyOvqgazdKqtTxZHcdkk0OwTTVEu5Qjn7FavzfbKsaWnU0cxxXkHkhcA7lheXOE6c7+L9C4fkFdEoEbJfVntNUm6NkrJh6PuwC1I2V0ahmt5mDl71ZGi3N2Q9u3Wr3pUTArfbBCFwheX9q74u4U0rFyuzxtWHxRGSN0dzs9UD2RIAAEhaLn9N0c3z6XL3YPKAO9FOndjylp8az2NeCwDA8z03Wa578UJoxm6R1am9YfLNHCWvjsgfKwEAQDE3fB63OWfSVFPrY7q5retM3Qp/3qUgog4AgBMCoo8Tl+3y6ohJImuVA2qLSdpYLJM2xqsSxAgp2hNLWhpWFdrdm6Ldib7DF1Ufc2OTE3uGhW6MdbL+rdPXYt/3dL7Yscjk5ckEcdj6SMYQJjvmqDoLY0anIU172pLmxmfJfY0ZpcJVF+DvXOL8gUlWEJ94/Xflo55+xXx9OkVFyYOqoU/HKuKbki1O0rYYmfjtfLiG0WNtITYAACLqftbQIBbUYuEuGsS89tf8rY/9h/wAF3P72eXCV9AAAAAASUVORK5CYII=">Edx</A>
<DT><A HREF="https://www.futurelearn.com/" ADD_DATE="1508182604" LAST_MODIFIED="1508182646" ICON_URI="https://cdn.futurelearn.com/assets/apple-touch-icon-144x144-e973276398f92763e92547803afa6bb8f2c98317717ed67361b876047c24ea3e.png" ICON="data:image/png;base64,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">FutureLearn</A>
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<DT><A HREF="https://introcs.cs.princeton.edu/java/home/" ADD_DATE="1427119335" LAST_MODIFIED="1514870167">Introduction to Programming in Java: An Interdisciplinary Approach</A>
<DD>This textbook provides an interdisciplinary approach to the CS 1 curriculum. We teach the classic elements of programming, using an
<DT><A HREF="https://ocw.mit.edu/index.htm" ADD_DATE="1308543464" LAST_MODIFIED="1482928025" ICON_URI="https://ocw.mit.edu/images/apple-touch-icon.png" 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">MIT开放课程</A>
<DT><A HREF="http://openclassroom.stanford.edu/MainFolder/HomePage.php" ADD_DATE="1367581687" LAST_MODIFIED="1367581687" LAST_CHARSET="UTF-8">OpenClassroom</A>
<DD>K-12 Free Education.
<DT><A HREF="http://www.ece.cmu.edu/~ece447/s15/doku.php?id=schedule" ADD_DATE="1466122758" LAST_MODIFIED="1466122759" ICON_URI="http://www.ece.cmu.edu/~ece447/s15/lib/tpl/dokuwiki/images/apple-touch-icon.png" 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">schedule [18-447 Introduction to Computer Architecture – Spring 2015]</A>
<DT><A HREF="http://online.stanford.edu/" ADD_DATE="1461437760" LAST_MODIFIED="1461437773" ICON_URI="https://online.stanford.edu/sites/default/files/favicon_0.ico" ICON="data:image/png;base64,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">Stanford Online(OpenCourses)</A>
<DT><A HREF="http://www.wolczko.com/CS294/" ADD_DATE="1461436202" LAST_MODIFIED="1461436202">UCB CS294-113: Virtual Machines and Managed Runtimes</A>
<DT><A HREF="http://ocw.nctu.edu.tw/index.php" ADD_DATE="1416676762" LAST_MODIFIED="1416676762">國立交通大學開放式課程</A>
<DT><A HREF="http://open.163.com/" ADD_DATE="1308543609" LAST_MODIFIED="1416715521" ICON_URI="http://c.open.163.com/favicon.ico" ICON="data:image/png;base64,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">网易公开课</A>
</DL><p>
</DL><p>
<DT><A HREF="http://www.seemypersonality.com/Trainer-Memory" ADD_DATE="1449962119" LAST_MODIFIED="1449962119">Memory Muscle - A Free Memory Game by Learnmyself</A>
<DD>Play our free memory training brain game for free. Test and train your memory for 5 mins a day to see dramatic improvements
<DT><A HREF="https://eev.ee/blog/2016/09/15/music-theory-for-nerds/" ADD_DATE="1474519309" LAST_MODIFIED="1474519310" ICON_URI="https://eev.ee/favicon.png" ICON="data:image/png;base64,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">Music theory for nerds / fuzzy notepad</A>
<DT><A HREF="https://medium.com/@eulerfx/the-asynchronous-computability-theorem-171e9d7b9423" ADD_DATE="1508432104" LAST_MODIFIED="1508432104" ICON_URI="https://cdn-static-1.medium.com/_/fp/icons/favicon-rebrand-medium.3Y6xpZ-0FSdWDnPM3hSBIA.ico" ICON="data:image/png;base64,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">The Asynchronous Computability Theorem – Lev Gorodinski – Medium</A>
<DD>In this post I describe the Asynchronous Computability Theorem, which uses tools from Algebraic Topology to show whether a task is solvable in a distributed system. The theorem yields quite readily…
<DT><A HREF="https://hub.jhu.edu/2017/10/17/brain-training-exercise/" ADD_DATE="1508433126" LAST_MODIFIED="1508433126" ICON_URI="https://hub.jhu.edu/theme/images/icons/favicon-16x16-c1d6423186.png" ICON="data:image/png;base64,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">This training exercise boosts brain power, Johns Hopkins researchers say | Hub</A>
<DD>Hopkins researchers identify specific exercise that boosts memory, attention
<DT><A HREF="https://www.onlinevideoconverter.com/video-converter" ADD_DATE="1480183753" LAST_MODIFIED="1480183753" ICON_URI="https://ovc-ustokyyneikyfasnm.stackpathdns.com/assets/images/favicon.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAMAAABEpIrGAAAAXVBMVEVHcEz+3Xb/wx3/mgP/yhn/tyX+szP+3Hr+5qL+2oD+01b+yTr/zDr/oAz+qif/ngj+yQz/lwD/oAT/vwP/mgL/uAL/sAL/pwL+2ZT/vEb+5bf/rhb/xwL+ymb989x6bhL9AAAAEnRSTlMAlo/M7bambhxBtM7i+fbNy8+bLYQ9AAABbklEQVR4Xq2RWXaDMAxFgQKygdJEHgdg/8usZANO8p13CChPVwO4+b6EbFuQ4t2UwGbJt/22bf0kazZ7bLaC4mkrWl6Iy9smji/N9xTYbkGO+7nflFJwzZ/Je0BHY9Sy0O0hBfQETGcLoEwvy5OVK1ulzDWDSwdedVHcWDHcwAfwoFguqhAdwbNRpo5gU4iJq/lmOhiMMba9l+SyecmpZjRUy7L1QwAD5CtD48VgihI0t1plCpK9zlhj7VLzeY1SNHakwZKuAUKcQywDXHrJ5ZeEeczAQHn7Kmedg0ZOyZ1A8Wy+WOhcamFF/K3A7n1Ke3JhdxQGIhirgD98jPsRMPqdQu8Q0dUOLhzBJU8KB1MpYVYF9khWiCFSg6g16g8AqQOijxiPQKFGwhnTN+B4B8rsEZFDr7MqgLhHH7ROK+oS4jS/A5qblqsIRLtqfQKcJdU01dJhyHEdMgDrla4aBGfkeWbw9/x503OQzdf0D5lYLq05tV2kAAAAAElFTkSuQmCC">YouTube Converter & Downloader - Convert to MP3, MP4, AVI</A>
<DD>Convert YouTube videos to MP3, MP4 in HD with our YouTube Converter and Downloader. No software download needed. Easy, fast and free!
<DT><A HREF="http://www.clipconverter.cc/" ADD_DATE="1480936634" LAST_MODIFIED="1480936635" ICON_URI="http://static.clipconverter.cc/images/favicon.ico" ICON="data:image/png;base64,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">YouTube to MP4 & MP3 Converter and Video Download - ClipConverter.cc</A>
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<DT><A HREF="http://www.guoxue123.com/zhibu/0201/0400/426.htm" ADD_DATE="1463738949" LAST_MODIFIED="1463738949">筆勢論（晉）王羲之-国学导航</A>
<DD>国学导航-筆勢論（晉）王羲之
<DT><A HREF="http://www.zimuzu.tv/gresource/29964" ADD_DATE="1493909118" LAST_MODIFIED="1493909118">美剧《罪恶黑名单》(The Blacklist)第4季连载中,字幕组下载站</A>
<DD>美国《罪恶黑名单》(The Blacklist)NBC管理层盛赞该剧是NBC十年来「最强的一部新剧」，并对其前景十分看好。几十年来，绰号「红魔」（Red）的前军事情报官员RaymondReddington一直是联邦调查局通缉犯名单上的重要人物。他为
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