Skip to content

Instantly share code, notes, and snippets.

@mustardfrog
Last active December 14, 2021 12:22
Show Gist options
  • Save mustardfrog/89428e2d02195caceb1a7d5989019594 to your computer and use it in GitHub Desktop.
Save mustardfrog/89428e2d02195caceb1a7d5989019594 to your computer and use it in GitHub Desktop.
<!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="1635775959" LAST_MODIFIED="1635775959">Mozilla Firefox</H3>
<DL><p>
<DT><A HREF="https://support.mozilla.org/en-US/products/firefox" ADD_DATE="1635775959" LAST_MODIFIED="1635775959" ICON_URI="fake-favicon-uri:https://support.mozilla.org/en-US/products/firefox" ICON="data:image/png;base64,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">Get Help</A>
<DT><A HREF="https://support.mozilla.org/en-US/kb/customize-firefox-controls-buttons-and-toolbars?utm_source=firefox-browser&utm_medium=default-bookmarks&utm_campaign=customize" ADD_DATE="1635775959" LAST_MODIFIED="1635775959" ICON_URI="fake-favicon-uri:https://support.mozilla.org/en-US/kb/customize-firefox-controls-buttons-and-toolbars?utm_source=firefox-browser&utm_medium=default-bookmarks&utm_campaign=customize" ICON="data:image/png;base64,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">Customize Firefox</A>
<DT><A HREF="https://www.mozilla.org/en-US/contribute/" ADD_DATE="1635775959" LAST_MODIFIED="1635775959" ICON_URI="fake-favicon-uri:https://www.mozilla.org/en-US/contribute/" ICON="data:image/png;base64,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">Get Involved</A>
<DT><A HREF="https://www.mozilla.org/en-US/about/" ADD_DATE="1635775959" LAST_MODIFIED="1635775959" ICON_URI="fake-favicon-uri:https://www.mozilla.org/en-US/about/" ICON="data:image/png;base64,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">About Us</A>
</DL><p>
<DT><H3 ADD_DATE="1635775958" LAST_MODIFIED="1639157699" PERSONAL_TOOLBAR_FOLDER="true">Bookmarks Toolbar</H3>
<DL><p>
<DT><A HREF="https://www.mozilla.org/en-US/firefox/central/" ADD_DATE="1635775959" LAST_MODIFIED="1635775959" ICON_URI="https://www.mozilla.org/media/img/favicons/firefox/favicon-196x196.5e474118060e.png" ICON="data:image/png;base64,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">Getting Started</A>
<DT><H3 ADD_DATE="1635917954" LAST_MODIFIED="1636088905">English</H3>
<DL><p>
<DT><A HREF="https://ieltscharlie.com/ielts-writing-task-1-language/" ADD_DATE="1635917961" LAST_MODIFIED="1635917967">IELTS Writing Task 1 Language Bank - IELTS Charlie</A>
<DT><A HREF="https://www.ielts-mentor.com/" ADD_DATE="1636037392" LAST_MODIFIED="1636037395" ICON_URI="https://www.ielts-mentor.com/templates/beez3/favicon.ico" ICON="data:image/png;base64,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">IELTS Online Exam Preparation | IELTS Sample Questions</A>
</DL><p>
<DT><H3 ADD_DATE="1637923019" LAST_MODIFIED="1639157699">Crypto</H3>
<DL><p>
<DT><A HREF="https://www.useweb3.xyz/books" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Learn through 📚 Books · useWeb3.xyz</A>
<DT><A HREF="https://medium.com/ethereum-developers/the-ultimate-end-to-end-tutorial-to-create-and-deploy-a-fully-descentralized-dapp-in-ethereum-18f0cf6d7e0e" ADD_DATE="1637923019" LAST_MODIFIED="1637923019" ICON_URI="https://miro.medium.com/fit/c/152/152/1*sHhtYhaCe2Uc3IU0IgKwIQ.png" ICON="data:image/png;base64,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">The ultimate end-to-end tutorial to create and deploy a fully decentralized Dapp in ethereum | by Merunas Grincalaitis | Ethereum Developers | Medium</A>
<DT><A HREF="https://dappsforbeginners.wordpress.com/" ADD_DATE="1637923019" LAST_MODIFIED="1637923019" ICON_URI="https://s0.wp.com/i/webclip.png" ICON="data:image/png;base64,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">Dapps for Beginners | Ethereum contract tutorials.</A>
<DT><A HREF="https://auth0.com/blog/an-introduction-to-ethereum-and-smart-contracts-part-2/" ADD_DATE="1637923019" LAST_MODIFIED="1637923019" ICON_URI="https://cdn.auth0.com/styleguide/components/1.0.8/media/logos/img/favicon.png" ICON="data:image/png;base64,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">An Introduction to Ethereum and Smart Contracts: a Programmable Blockchain</A>
<DT><A HREF="https://github.com/yjjnls/awesome-blockchain" ADD_DATE="1637923019" LAST_MODIFIED="1637923019" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">yjjnls/awesome-blockchain: ⚡️Curated list of resources for the development and applications of blockchain.</A>
<DT><A HREF="https://github.com/Scanate/EthList" ADD_DATE="1637923019" LAST_MODIFIED="1637923019" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">Scanate/EthList: The Comprehensive Ethereum Reading List</A>
<DT><A HREF="https://bitcoinmagazine.com/" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Bitcoin Magazine: Bitcoin News, Articles, Charts, and Guides</A>
</DL><p>
<DT><H3 ADD_DATE="1637923019" LAST_MODIFIED="1639157699">Coding</H3>
<DL><p>
<DT><A HREF="https://hackernoon.com/building-reactive-terminal-interfaces-in-c-d392ce34e649" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Building Reactive Terminal Interfaces in C++ | Hacker Noon</A>
<DT><A HREF="http://lazyfoo.net/tutorials/SDL/" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Lazy Foo&#39; Productions - Beginning Game Programming v2.0</A>
<DT><A HREF="https://github.com/ssloy/tinyraytracer/wiki" ADD_DATE="1637923019" LAST_MODIFIED="1637923019" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">Home · ssloy/tinyraytracer Wiki</A>
<DT><A HREF="http://nicktasios.nl/posts/space-invaders-from-scratch-part-1.html" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Space Invaders from Scratch - Part 1 | NICK TASIOS</A>
<DT><A HREF="https://www.dappuniversity.com/bootcamp" ADD_DATE="1637923019" LAST_MODIFIED="1637923019" ICON_URI="https://www.dappuniversity.com/assets/logo_navbar-fe98a842d56267277b9fc8c4a8b079ae930b1f1c4d71f33792dcc0ad25ff00a0.png" ICON="data:image/png;base64,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">Become A Highly Paid Blockchain Developer | Dapp University</A>
<DT><A HREF="https://blog.thenextgenlearn.com/2020/05/02/build-a-blockchain-with-c/" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Build a blockchain with C++ – The Next Gen Learnings</A>
<DT><A HREF="https://www.geeksforgeeks.org/competitive-programming-a-complete-guide/?ref=shm" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Competitive Programming - A Complete Guide - GeeksforGeeks</A>
<DT><A HREF="https://www.bogotobogo.com/index.php" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Open Source: 2021 - Python/Docker/Kubernetes/DevOps/BigData/Machine Learning/</A>
<DT><A HREF="https://cses.fi/problemset" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">CSES - CSES Problem Set - Tasks</A>
<DT><A HREF="https://javilop.com/gamedev/tetris-tutorial-in-c-platform-independent-focused-in-game-logic-for-beginners/" ADD_DATE="1637923019" LAST_MODIFIED="1637923019" ICON_URI="https://javilop.com/wp-content/themes/javilop-new/img/favicon.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAaElEQVQ4jaWT2wmAMBAEtzRL29Kujmtm/VBBMd7DSxgCgRkSMTAz/YWkYGZy9zavAIAWy4AuuB0IknCb504YSOUoUJKzQCITDAIFOQ1ksqIrVOQ4MPkPuuPjG6i8Lk/QiTwCo9dIUhN2XW6aGkWiCJgAAAAASUVORK5CYII=">Tetris tutorial in C++ platform independent focused in game logic for beginners - Javilop</A>
<DT><A HREF="https://learnopengl.com/In-Practice/2D-Game/Breakout" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">LearnOpenGL - Breakout</A>
<DT><A HREF="https://antongerdelan.net/opengl/vertexbuffers.html" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Vertex Buffer Objects - Anton&#39;s OpenGL 4 Tutorials</A>
<DT><A HREF="https://raytracing.github.io/books/RayTracingInOneWeekend.html" ADD_DATE="1639157693" LAST_MODIFIED="1639157699">Ray Tracing in One Weekend</A>
</DL><p>
<DT><H3 ADD_DATE="1637923019" LAST_MODIFIED="1638628024">English</H3>
<DL><p>
<DT><A HREF="https://ieltscharlie.com/ielts-writing-task-1-language/" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">IELTS Writing Task 1 Language Bank - IELTS Charlie</A>
<DT><A HREF="https://www.ielts-mentor.com/" ADD_DATE="1637923019" LAST_MODIFIED="1637923019" ICON_URI="https://www.ielts-mentor.com/templates/beez3/favicon.ico" ICON="data:image/png;base64,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">IELTS Online Exam Preparation | IELTS Sample Questions</A>
<DT><A HREF="https://www.ielts-mentor.com/ielts-vocabulary" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">IELTS Vocabulary for higher band scores</A>
<DT><A HREF="https://ieltschecker.com/ielts-general-reading-tests" ADD_DATE="1637992592" LAST_MODIFIED="1637992599" ICON_URI="https://ieltschecker.com/public/assets/images/favicon.jpeg" ICON="data:image/png;base64,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">IELTS General Reading Tests</A>
</DL><p>
<DT><H3 ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Linux</H3>
<DL><p>
</DL><p>
<DT><H3 ADD_DATE="1637923019" LAST_MODIFIED="1639038921">School</H3>
<DL><p>
<DT><A HREF="https://www.ama.edu.ph/" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">AMA University and Colleges</A>
<DT><A HREF="https://www.sti.edu/admissions.asp" ADD_DATE="1637923019" LAST_MODIFIED="1637923019">Admissions | STI College</A>
<DT><A HREF="http://studyinhungary.hu/" ADD_DATE="1638628018" LAST_MODIFIED="1638628024" ICON_URI="http://studyinhungary.hu/static/images/favicon.ico" ICON="data:image/png;base64,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">Study in Hungary</A>
<DT><A HREF="https://international.pte.hu/full-scholarship-university-pecs?fbclid=IwAR3ZAM8QbHsavIPZ74WHxR5Fke6IA2yx-VLibFo_3SJiotVevIv6Qz8gEpU" ADD_DATE="1638630527" LAST_MODIFIED="1638630527" ICON_URI="https://international.pte.hu/sites/international.pte.hu/files/pte_favicon_0.png" ICON="data:image/png;base64,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">Full Scholarship at the University of Pécs!</A>
<DT><A HREF="https://www.facebook.com/study.in.pecs.hungary/" ADD_DATE="1638630610" LAST_MODIFIED="1638630610" ICON_URI="https://static.xx.fbcdn.net/rsrc.php/yD/r/d4ZIVX-5C-b.ico" ICON="data:image/png;base64,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">(12) Study In Pécs, Hungary | Facebook</A>
<DT><A HREF="https://apply.pte.hu/" ADD_DATE="1638631147" LAST_MODIFIED="1638631147" ICON_URI="https://apply.pte.hu/public/icons/favicon.png" ICON="data:image/png;base64,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">Apply online! - Study in Pécs, Hungary!</A>
</DL><p>
<DT><H3 ADD_DATE="1639038909" LAST_MODIFIED="1639157699">Math</H3>
<DL><p>
<DT><A HREF="https://www.math.toronto.edu/preparing-for-calculus/" ADD_DATE="1639038915" LAST_MODIFIED="1639038921">Entry Level Math Preparation</A>
</DL><p>
</DL><p>
</DL>
{"guid":"root________","title":"","index":0,"dateAdded":1635775958277000,"lastModified":1639157699655000,"id":1,"typeCode":2,"type":"text/x-moz-place-container","root":"placesRoot","children":[{"guid":"menu________","title":"menu","index":0,"dateAdded":1635775958277000,"lastModified":1635775959569000,"id":2,"typeCode":2,"type":"text/x-moz-place-container","root":"bookmarksMenuFolder","children":[{"guid":"QTgANv8uh7cr","title":"Mozilla Firefox","index":0,"dateAdded":1635775959569000,"lastModified":1635775959569000,"id":7,"typeCode":2,"type":"text/x-moz-place-container","children":[{"guid":"T8xOe11DRnmf","title":"Get Help","index":0,"dateAdded":1635775959569000,"lastModified":1635775959569000,"id":8,"typeCode":1,"iconuri":"fake-favicon-uri:https://support.mozilla.org/en-US/products/firefox","type":"text/x-moz-place","uri":"https://support.mozilla.org/en-US/products/firefox"},{"guid":"XRrAcH4AgTVv","title":"Customize Firefox","index":1,"dateAdded":1635775959569000,"lastModified":1635775959569000,"id":9,"typeCode":1,"iconuri":"fake-favicon-uri:https://support.mozilla.org/en-US/kb/customize-firefox-controls-buttons-and-toolbars?utm_source=firefox-browser&utm_medium=default-bookmarks&utm_campaign=customize","type":"text/x-moz-place","uri":"https://support.mozilla.org/en-US/kb/customize-firefox-controls-buttons-and-toolbars?utm_source=firefox-browser&utm_medium=default-bookmarks&utm_campaign=customize"},{"guid":"Bf_iMIAsZt2e","title":"Get Involved","index":2,"dateAdded":1635775959569000,"lastModified":1635775959569000,"id":10,"typeCode":1,"iconuri":"fake-favicon-uri:https://www.mozilla.org/en-US/contribute/","type":"text/x-moz-place","uri":"https://www.mozilla.org/en-US/contribute/"},{"guid":"NINF2PB52low","title":"About Us","index":3,"dateAdded":1635775959569000,"lastModified":1635775959569000,"id":11,"typeCode":1,"iconuri":"fake-favicon-uri:https://www.mozilla.org/en-US/about/","type":"text/x-moz-place","uri":"https://www.mozilla.org/en-US/about/"}]}]},{"guid":"toolbar_____","title":"toolbar","index":1,"dateAdded":1635775958277000,"lastModified":1639157699655000,"id":3,"typeCode":2,"type":"text/x-moz-place-container","root":"toolbarFolder","children":[{"guid":"6bYk01C-2EpQ","title":"Getting Started","index":0,"dateAdded":1635775959596000,"lastModified":1635775959596000,"id":12,"typeCode":1,"iconuri":"https://www.mozilla.org/media/img/favicons/firefox/favicon-196x196.5e474118060e.png","type":"text/x-moz-place","uri":"https://www.mozilla.org/en-US/firefox/central/"},{"guid":"NWaYNKFug99t","title":"English","index":1,"dateAdded":1635917954687000,"lastModified":1636088905296000,"id":22,"typeCode":2,"type":"text/x-moz-place-container","children":[{"guid":"eESo_SLaqIFq","title":"IELTS Writing Task 1 Language Bank - IELTS Charlie","index":0,"dateAdded":1635917961791000,"lastModified":1635917967043000,"id":23,"typeCode":1,"type":"text/x-moz-place","uri":"https://ieltscharlie.com/ielts-writing-task-1-language/"},{"guid":"RV8R1DJrgbvw","title":"IELTS Online Exam Preparation | IELTS Sample Questions","index":1,"dateAdded":1636037392376000,"lastModified":1636037395000000,"id":29,"typeCode":1,"iconuri":"https://www.ielts-mentor.com/templates/beez3/favicon.ico","type":"text/x-moz-place","uri":"https://www.ielts-mentor.com/"}]},{"guid":"EHgxM8AM8Yh2","title":"Crypto","index":2,"dateAdded":1637923019762000,"lastModified":1639157699655000,"id":31,"typeCode":2,"type":"text/x-moz-place-container","children":[{"guid":"hA1Hs9n7lNpP","title":"Learn through 📚 Books · useWeb3.xyz","index":0,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":32,"typeCode":1,"type":"text/x-moz-place","uri":"https://www.useweb3.xyz/books"},{"guid":"HtNJ5wkg9Oeq","title":"The ultimate end-to-end tutorial to create and deploy a fully decentralized Dapp in ethereum | by Merunas Grincalaitis | Ethereum Developers | Medium","index":1,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":33,"typeCode":1,"iconuri":"https://miro.medium.com/fit/c/152/152/1*sHhtYhaCe2Uc3IU0IgKwIQ.png","type":"text/x-moz-place","uri":"https://medium.com/ethereum-developers/the-ultimate-end-to-end-tutorial-to-create-and-deploy-a-fully-descentralized-dapp-in-ethereum-18f0cf6d7e0e"},{"guid":"ZVsoS45cKaIQ","title":"Dapps for Beginners | Ethereum contract tutorials.","index":2,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":34,"typeCode":1,"iconuri":"https://s0.wp.com/i/webclip.png","type":"text/x-moz-place","uri":"https://dappsforbeginners.wordpress.com/"},{"guid":"hM7gmAIaTDAz","title":"An Introduction to Ethereum and Smart Contracts: a Programmable Blockchain","index":3,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":35,"typeCode":1,"iconuri":"https://cdn.auth0.com/styleguide/components/1.0.8/media/logos/img/favicon.png","type":"text/x-moz-place","uri":"https://auth0.com/blog/an-introduction-to-ethereum-and-smart-contracts-part-2/"},{"guid":"Og2Vy00Zt2dG","title":"yjjnls/awesome-blockchain: ⚡️Curated list of resources for the development and applications of blockchain.","index":4,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":36,"typeCode":1,"iconuri":"https://github.githubassets.com/favicons/favicon.svg","type":"text/x-moz-place","uri":"https://github.com/yjjnls/awesome-blockchain"},{"guid":"1aZTDYRUhNFP","title":"Scanate/EthList: The Comprehensive Ethereum Reading List","index":5,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":37,"typeCode":1,"iconuri":"https://github.githubassets.com/favicons/favicon.svg","type":"text/x-moz-place","uri":"https://github.com/Scanate/EthList"},{"guid":"MvpbBlXwEhrc","title":"Bitcoin Magazine: Bitcoin News, Articles, Charts, and Guides","index":6,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":38,"typeCode":1,"type":"text/x-moz-place","uri":"https://bitcoinmagazine.com/"}]},{"guid":"9lqZIEIDkyiR","title":"Coding","index":3,"dateAdded":1637923019762000,"lastModified":1639157699655000,"id":39,"typeCode":2,"type":"text/x-moz-place-container","children":[{"guid":"ZAfuvVxmOdCc","title":"Building Reactive Terminal Interfaces in C++ | Hacker Noon","index":0,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":40,"typeCode":1,"type":"text/x-moz-place","uri":"https://hackernoon.com/building-reactive-terminal-interfaces-in-c-d392ce34e649"},{"guid":"T_RpLubsEqPe","title":"Lazy Foo' Productions - Beginning Game Programming v2.0","index":1,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":41,"typeCode":1,"type":"text/x-moz-place","uri":"http://lazyfoo.net/tutorials/SDL/"},{"guid":"kO_lV0avDVL7","title":"Home · ssloy/tinyraytracer Wiki","index":2,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":42,"typeCode":1,"iconuri":"https://github.githubassets.com/favicons/favicon.svg","type":"text/x-moz-place","uri":"https://github.com/ssloy/tinyraytracer/wiki"},{"guid":"eFtyDx4-Ipth","title":"Space Invaders from Scratch - Part 1 | NICK TASIOS","index":3,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":43,"typeCode":1,"type":"text/x-moz-place","uri":"http://nicktasios.nl/posts/space-invaders-from-scratch-part-1.html"},{"guid":"8qasCDs68AH2","title":"Become A Highly Paid Blockchain Developer | Dapp University","index":4,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":44,"typeCode":1,"iconuri":"https://www.dappuniversity.com/assets/logo_navbar-fe98a842d56267277b9fc8c4a8b079ae930b1f1c4d71f33792dcc0ad25ff00a0.png","type":"text/x-moz-place","uri":"https://www.dappuniversity.com/bootcamp"},{"guid":"r6r6fPfYDBA7","title":"Build a blockchain with C++ – The Next Gen Learnings","index":5,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":45,"typeCode":1,"type":"text/x-moz-place","uri":"https://blog.thenextgenlearn.com/2020/05/02/build-a-blockchain-with-c/"},{"guid":"FmqAOi4-y4c5","title":"Competitive Programming - A Complete Guide - GeeksforGeeks","index":6,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":46,"typeCode":1,"type":"text/x-moz-place","uri":"https://www.geeksforgeeks.org/competitive-programming-a-complete-guide/?ref=shm"},{"guid":"uQEr6sURJPaS","title":"Open Source: 2021 - Python/Docker/Kubernetes/DevOps/BigData/Machine Learning/","index":7,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":47,"typeCode":1,"type":"text/x-moz-place","uri":"https://www.bogotobogo.com/index.php"},{"guid":"qDiZ_V4087ex","title":"CSES - CSES Problem Set - Tasks","index":8,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":48,"typeCode":1,"type":"text/x-moz-place","uri":"https://cses.fi/problemset"},{"guid":"gfgltXaO_ya2","title":"Tetris tutorial in C++ platform independent focused in game logic for beginners - Javilop","index":9,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":49,"typeCode":1,"iconuri":"https://javilop.com/wp-content/themes/javilop-new/img/favicon.ico","type":"text/x-moz-place","uri":"https://javilop.com/gamedev/tetris-tutorial-in-c-platform-independent-focused-in-game-logic-for-beginners/"},{"guid":"touV74XIlPVS","title":"LearnOpenGL - Breakout","index":10,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":50,"typeCode":1,"type":"text/x-moz-place","uri":"https://learnopengl.com/In-Practice/2D-Game/Breakout"},{"guid":"l0Y-lUAFGx-U","title":"Vertex Buffer Objects - Anton's OpenGL 4 Tutorials","index":11,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":51,"typeCode":1,"type":"text/x-moz-place","uri":"https://antongerdelan.net/opengl/vertexbuffers.html"},{"guid":"0oLTorFyQ0rS","title":"Ray Tracing in One Weekend","index":12,"dateAdded":1639157693337000,"lastModified":1639157699655000,"id":67,"typeCode":1,"type":"text/x-moz-place","uri":"https://raytracing.github.io/books/RayTracingInOneWeekend.html"}]},{"guid":"hIbcYHPITWue","title":"English","index":4,"dateAdded":1637923019762000,"lastModified":1638628024952000,"id":52,"typeCode":2,"type":"text/x-moz-place-container","children":[{"guid":"wOoP6iEkusG-","title":"IELTS Writing Task 1 Language Bank - IELTS Charlie","index":0,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":53,"typeCode":1,"type":"text/x-moz-place","uri":"https://ieltscharlie.com/ielts-writing-task-1-language/"},{"guid":"tZT67Ju5lOnn","title":"IELTS Online Exam Preparation | IELTS Sample Questions","index":1,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":54,"typeCode":1,"iconuri":"https://www.ielts-mentor.com/templates/beez3/favicon.ico","type":"text/x-moz-place","uri":"https://www.ielts-mentor.com/"},{"guid":"qFfEBc8ao_4Q","title":"IELTS Vocabulary for higher band scores","index":2,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":55,"typeCode":1,"type":"text/x-moz-place","uri":"https://www.ielts-mentor.com/ielts-vocabulary"},{"guid":"fT4pYTofbv5z","title":"IELTS General Reading Tests","index":3,"dateAdded":1637992592468000,"lastModified":1637992599344000,"id":60,"typeCode":1,"iconuri":"https://ieltschecker.com/public/assets/images/favicon.jpeg","type":"text/x-moz-place","uri":"https://ieltschecker.com/ielts-general-reading-tests"}]},{"guid":"i64FzAb7Fqbr","title":"Linux","index":5,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":56,"typeCode":2,"type":"text/x-moz-place-container"},{"guid":"ALH4R-wzy3N3","title":"School","index":6,"dateAdded":1637923019762000,"lastModified":1639038921121000,"id":57,"typeCode":2,"type":"text/x-moz-place-container","children":[{"guid":"PwJRuwWCTMz9","title":"AMA University and Colleges","index":0,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":58,"typeCode":1,"type":"text/x-moz-place","uri":"https://www.ama.edu.ph/"},{"guid":"m9he1fs_OLzB","title":"Admissions | STI College","index":1,"dateAdded":1637923019762000,"lastModified":1637923019762000,"id":59,"typeCode":1,"type":"text/x-moz-place","uri":"https://www.sti.edu/admissions.asp"},{"guid":"-7c4JQgUvZi4","title":"Study in Hungary","index":2,"dateAdded":1638628018299000,"lastModified":1638628024952000,"id":61,"typeCode":1,"iconuri":"http://studyinhungary.hu/static/images/favicon.ico","type":"text/x-moz-place","uri":"http://studyinhungary.hu/"},{"guid":"AqgSX9JbdkIo","title":"Full Scholarship at the University of Pécs!","index":3,"dateAdded":1638630527897000,"lastModified":1638630527897000,"id":62,"typeCode":1,"iconuri":"https://international.pte.hu/sites/international.pte.hu/files/pte_favicon_0.png","type":"text/x-moz-place","uri":"https://international.pte.hu/full-scholarship-university-pecs?fbclid=IwAR3ZAM8QbHsavIPZ74WHxR5Fke6IA2yx-VLibFo_3SJiotVevIv6Qz8gEpU"},{"guid":"yuPQv5iZDU8M","title":"(12) Study In Pécs, Hungary | Facebook","index":4,"dateAdded":1638630610334000,"lastModified":1638630610334000,"id":63,"typeCode":1,"iconuri":"https://static.xx.fbcdn.net/rsrc.php/yD/r/d4ZIVX-5C-b.ico","type":"text/x-moz-place","uri":"https://www.facebook.com/study.in.pecs.hungary/"},{"guid":"hneQKRCuGuF4","title":"Apply online! - Study in Pécs, Hungary!","index":5,"dateAdded":1638631147917000,"lastModified":1638631147917000,"id":64,"typeCode":1,"iconuri":"https://apply.pte.hu/public/icons/favicon.png","type":"text/x-moz-place","uri":"https://apply.pte.hu/"}]},{"guid":"rjiGiAwkLzgG","title":"Math","index":7,"dateAdded":1639038909579000,"lastModified":1639157699025000,"id":65,"typeCode":2,"type":"text/x-moz-place-container","children":[{"guid":"mKt-Dr-zhf8K","title":"Entry Level Math Preparation","index":0,"dateAdded":1639038915048000,"lastModified":1639038921121000,"id":66,"typeCode":1,"type":"text/x-moz-place","uri":"https://www.math.toronto.edu/preparing-for-calculus/"}]}]},{"guid":"unfiled_____","title":"unfiled","index":3,"dateAdded":1635775958277000,"lastModified":1635775959565000,"id":5,"typeCode":2,"type":"text/x-moz-place-container","root":"unfiledBookmarksFolder"},{"guid":"mobile______","title":"mobile","index":4,"dateAdded":1635775959271000,"lastModified":1635775959565000,"id":6,"typeCode":2,"type":"text/x-moz-place-container","root":"mobileFolder"}]}
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment