gdata.io.handleScriptLoaded({"version":"1.0","encoding":"UTF-8","feed":{"xmlns":"http://www.w3.org/2005/Atom","xmlns$openSearch":"http://a9.com/-/spec/opensearchrss/1.0/","xmlns$gd":"http://schemas.google.com/g/2005","xmlns$georss":"http://www.georss.org/georss","xmlns$thr":"http://purl.org/syndication/thread/1.0","xmlns$blogger":"http://schemas.google.com/blogger/2008","id":{"$t":"tag:blogger.com,1999:blog-913600556879440043"},"updated":{"$t":"2024-01-01T15:38:08.302+05:30"},"category":[{"term":"Data Structures"},{"term":"Vedic Mathematics"},{"term":"My Vlogs"},{"term":"Website Designing"},{"term":"Guest Blogging"},{"term":"Youtube"},{"term":"PPL"},{"term":"Android"},{"term":"Android App Development"},{"term":"High Performance Computing"},{"term":"Socket Programming"},{"term":"Java"},{"term":"Cloud Computing"},{"term":"Unboxing \u0026 Review"},{"term":"Database"},{"term":"OpenMPI"},{"term":"OPENCL"},{"term":"CUDA"},{"term":"LEX \u0026 YACC"},{"term":"Vocabulary"},{"term":"Compiler"},{"term":"Blogging Tips"},{"term":"Networking"},{"term":"Linux"},{"term":"Nanded City Pune"},{"term":"Parallel Computing"},{"term":"SDL"},{"term":"Fedora"},{"term":"Udemy Courses"},{"term":"Dia Software"},{"term":"MPI"},{"term":"Multithreading"},{"term":"Computer Networks"},{"term":"Abbreviations in Computer Science"},{"term":"Salesforce"},{"term":"Lisp"},{"term":"YouTube Tips"},{"term":"MS Excel Formulas \u0026 Functions"},{"term":"C Plus Plus Programming"},{"term":"GATE"},{"term":"Mysql"},{"term":"Google Forms"},{"term":"Wine"},{"term":"Swing"},{"term":"Mathematics"},{"term":"SQL"},{"term":"Amazon Links Summary"},{"term":"Thread Pool"},{"term":"General"},{"term":"Amazon Affiliate Program"},{"term":"How To Write Blog"},{"term":"C Programming"},{"term":"Applet"},{"term":"Selenium Automation Testing"},{"term":"Skill Development Lab"},{"term":"OPENMP"},{"term":"Python"},{"term":"Ubuntu"}],"title":{"type":"text","$t":"Computer Revolution (www.comrevo.com)"},"subtitle":{"type":"html","$t":""},"link":[{"rel":"http://schemas.google.com/g/2005#feed","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/-/GATE?alt\u003djson-in-script\u0026max-results\u003d6"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/-/GATE?alt\u003djson-in-script\u0026max-results\u003d6"},{"rel":"alternate","type":"text/html","href":"http://www.comrevo.com/search/label/GATE"},{"rel":"hub","href":"http://pubsubhubbub.appspot.com/"}],"author":[{"name":{"$t":"Parag Jambhulkar"},"uri":{"$t":"https://www.blogger.com/profile/13991750622483538113"},"email":{"$t":"noreply@blogger.com"},"gd$image":{"rel":"http://schemas.google.com/g/2005#thumbnail","width":"35","height":"35","src":"//www.blogger.com/img/blogger_logo_round_35.png"}}],"generator":{"version":"7.00","uri":"https://www.blogger.com","$t":"Blogger"},"openSearch$totalResults":{"$t":"6"},"openSearch$startIndex":{"$t":"1"},"openSearch$itemsPerPage":{"$t":"6"},"entry":[{"id":{"$t":"tag:blogger.com,1999:blog-913600556879440043.post-412111215431339953"},"published":{"$t":"2020-03-14T09:16:00.003+05:30"},"updated":{"$t":"2020-03-14T09:29:00.776+05:30"},"category":[{"scheme":"http://www.blogger.com/atom/ns#","term":"GATE"}],"title":{"type":"text","$t":"GATE 2020 result is out | How to check GATE result 2020 | How to check GATE Score 2020"},"content":{"type":"html","$t":"\u003cdiv dir\u003d\"ltr\" style\u003d\"text-align: left;\" trbidi\u003d\"on\"\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; In this post, find details about GATE 2020 result.\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cspan class\u003d\"style-scope yt-formatted-string\" dir\u003d\"auto\"\u003eGATE 2020 result is out | How to check GATE result 2020 | How to check GATE Score 2020\u0026nbsp;\u003c/span\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cspan class\u003d\"style-scope yt-formatted-string\" dir\u003d\"auto\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; Search GATE 2020 on google. com. You will get official website for GATE 2020.\u003c/span\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cspan class\u003d\"style-scope yt-formatted-string\" dir\u003d\"auto\"\u003eWatch following video:\u003c/span\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003ciframe allow\u003d\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen\u003d\"\" frameborder\u003d\"0\" height\u003d\"360\" src\u003d\"https://www.youtube.com/embed/u-ITdmfogO0\" width\u003d\"640\"\u003e\u003c/iframe\u003e\n\n\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003cspan class\u003d\"style-scope yt-formatted-string\" dir\u003d\"auto\"\u003eWatch on YouTube: \u003ca href\u003d\"https://www.youtube.com/watch?v\u003du-ITdmfogO0\" target\u003d\"_blank\"\u003ehttps://www.youtube.com/watch?v\u003du-ITdmfogO0\u003c/a\u003e\u0026nbsp;\u003c/span\u003e \u003c/b\u003e\u003c/span\u003e\u003c/div\u003e\n"},"link":[{"rel":"replies","type":"application/atom+xml","href":"https://www.comrevo.com/feeds/412111215431339953/comments/default","title":"Post Comments"},{"rel":"replies","type":"text/html","href":"https://www.comrevo.com/2020/03/gate-2020-result-is-out-how-to-check-gate-result-2020.html#comment-form","title":"0 Comments"},{"rel":"edit","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/412111215431339953"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/412111215431339953"},{"rel":"alternate","type":"text/html","href":"https://www.comrevo.com/2020/03/gate-2020-result-is-out-how-to-check-gate-result-2020.html","title":"GATE 2020 result is out | How to check GATE result 2020 | How to check GATE Score 2020"}],"author":[{"name":{"$t":"Parag Jambhulkar"},"uri":{"$t":"https://www.blogger.com/profile/13991750622483538113"},"email":{"$t":"noreply@blogger.com"},"gd$image":{"rel":"http://schemas.google.com/g/2005#thumbnail","width":"35","height":"35","src":"//www.blogger.com/img/blogger_logo_round_35.png"}}],"media$thumbnail":{"xmlns$media":"http://search.yahoo.com/mrss/","url":"https://i.ytimg.com/vi/u-ITdmfogO0/default.jpg","height":"72","width":"72"},"thr$total":{"$t":"0"}},{"id":{"$t":"tag:blogger.com,1999:blog-913600556879440043.post-9022876103025354851"},"published":{"$t":"2020-02-19T00:18:00.000+05:30"},"updated":{"$t":"2020-02-21T22:10:32.630+05:30"},"category":[{"scheme":"http://www.blogger.com/atom/ns#","term":"GATE"}],"title":{"type":"text","$t":"How to check approximate Gate 2020 score or how to predict Gate 2020 marks"},"content":{"type":"html","$t":"\u003cdiv dir\u003d\"ltr\" style\u003d\"text-align: left;\" trbidi\u003d\"on\"\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; In this post, we will see \u003cb\u003ehow to check approximate Gate 2020 score or how to predict Gate 2020 marks\u003c/b\u003e.\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003eFollow the following steps:\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003ca name\u003d'more'\u003e\u003c/a\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e1. Go to webpage\u0026nbsp;\u003ca href\u003d\"http://gate.iitd.ac.in/\" target\u003d\"_blank\"\u003ehttp://gate.iitd.ac.in/\u003c/a\u003e .\u0026nbsp;\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cimg alt\u003d\"\" 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\" /\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e2. Click on \u003cb\u003eClick Here \u003c/b\u003elink besides \u003cb\u003eCandidates' responses are available\u003c/b\u003e. We get following window. Enter your credentials.\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cimg alt\u003d\"\" 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\u003d\u003d\" /\u003e \u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e3. Then, we get following webpage.\u0026nbsp;\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cimg alt\u003d\"\" 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\u003d\" /\u003e \u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e4. Click on \u003cb\u003eView Response\u003c/b\u003e button. We get our responses in Gate 2020 paper. Copy the URL of this webpage.\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e5. Go to link\u0026nbsp;\u003ca href\u003d\"https://gaterankpredictor.madeeasy.in/set.php\" target\u003d\"_blank\"\u003ehttps://gaterankpredictor.madeeasy.in/set.php\u003c/a\u003e. 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lnQB0aZn6A7a1JS+ka7sOEdvWmhfkZ7i/qJSqr38Rg9mWFqIJI/THsvmr69du0eXk043eaEcjMTNliYStpRNQpmUoUtIAsLhcSUgQR2pYhyRPTjHcwWIZ+Xq3CiW0teWZmwPQ1tcrCgtB0wBYPJ5AKm1bmPLS0ooH9/UNR+ofYGRreN/UFxZq5IYZWEsf31a28SXGJvYO+uO60mL1i5UhALGJqf5Ap9VS+rFmIDX+1r5fF5QUZDfdxmZzWCwWTdMFuelb1s4hdeSzoz1/8dDJ03vkitbmlVeWbNyxpKyi+NnBSytL5m78/nHWI5qGrdTuywnfdPMOe0Fnx0RkzCbYACiaapKPJrIr8uYeXaGXzuasurBlyen1TdJpITZzsrDTTzrVKGQbr+yce3RF0835VUUzDy45nnChrRoWVJf8dHRFYkFKmyvPYv2lHb+cWN1cOptQalXHEy58sO3bpylyK66l3/5yz5ybmffb5h1AeV3lLyfWrDq3uU7ZTo2qUcjWXdx26tHF5zL+7+Ul9j1pWnXhmv6Q4+4sjO3dwemIJsgKw8ucJRKype2veSTEIpal4RItq6NVnVmZ0Sw6wnTBDJapsWL3YV1aVs2nP9R8+sOTixIj06WzJO9O6kTEmoLCvG9mUnIFAHFwgHTsyKYVSMpcw8Auz9qyaR6pCbZIxJdaqCoqKI1WXVlJaXUsXvuLY0iVKmnD+tLbtwAIzEy9xo41sjcsq6rLz2+6zcTRqVVArkgktjB4B/KqCo1S0YkMPjGD1FUU5uqPhWIJm8MFUF1efPKPdcW5GSDA5fK8giLGffCts4cvQbAe3r50dO+GlKS79FO9JQO3b18QiiUhfj19vEO4PH5y+sMHiTdrG2oB1NRW7T++7ZO3Z7QbkKaplJyUmeump+al0IDUVLr4sxXhfj1evJ+YU5GvpXQA+By+iaj1coX4/McALMSmgY6+IS4Bfbx7ALicGvfTkeX6rPb17jFrxFeRHqEcFqesrmL1uS1LzqxXadUbL+8cHTpkgH80gOVnNp1OugyARRBuls5Teo4d3W0In8tLLkxffHr9rax4tU7dcYNvZtz94cBCCjQAa2PL0d2GDA/qL5WYZ1fknUy4eOzheRaLmNp7QtsB3FEhgwcH9NMf+9l34bG52eV5Mw8teZj/GICQK4jy7DZtwNQu1m5ytWLf3WO74g4VVJc0qOVLTq13t3R+q9e4VqVdKqsolVXwObwIt5AQl66+ds+aTviHeHnVk1Io6XrDXDbbzppl8XTPnKbJ8kparQbAsjAjRCJ9QdMareEGFgvs9pWXYLGIRhmidTo8p5/YFpaxRDgkRvMgkSwqfcGomlDn5hf8OE+dmw8CBJ9n/9n7QjeXJgdQ12DwCjnt9ZcJNpvFN0gqqVJTpI6FdtSTVKky9u3N2L1L/6/zwMFOMbFN9VWraGi6k9smFRabw+YbBoW1ajWla8eP6CA0TaXevlqSnaH/16mLn96G4tzMjEf3ABAE4dctasoX8yztnPSXQnrEWNk6rlv8Tcrj9laYtWTS+E+HDp1kLDEFoFTKj53ZvXzDLP2ltOwkktSx2e20iKyCzKXb5iVnJ4GGlbn1ZxO++luks0Yu23p1r/7YVGTsIm1nJYZUYr503I/Dgvqbi00BaEntpis79dJpKbFYO3m+T6Nq2JhYzXz1i5tZ9/TDiztuHujn01OtU+++fUR/g5O5/YqJswf49+GyOQBcpU5+Dl5f7Z575OFZkvoLt12PjtRtuLxTL51sFmv+6P9M7DFSPx0f6hIwImTQrrjDFE2+FvZK28Lp5howNXpC8zM3s+7fzo4HwGFxRoQMXDT2B3szw2iDr32XQEffr/bMLa4t05DatRe3Tuk1lkDrOCUCo6m9x3896AM7s06On7wgL6960o2zIgCe8TkQAFqnq53xi+bBIwCmP00XDI19jmQIgPV3jjTLdx2qW7hGl9l6aWqn0ZZXFi9cUXPiDAAQhM3UN80GD2jed6Ybe6ztf8JEEERjBmmKbPf1QGm1OUeOJK5cQWo0IGDi7hH6xZf8xu4zgOaCSLBap0IQBEEYXk40SdJ0Z95ApFZbWZSXePXs9aN7SFKnbynB0YP0V3NSHqoUcgBGxmZRA0ZJbR2b2idBEA4uXWKHTfpL9fTqEjBixFtCgaEuCYXi4YMm7j64saSiGIBc0aBUK43aOIAKpXzeph/vJd+mKEosFE8eMmV475EvIp0UTVU31N7Lfvj7ld03Mwyjyd3dgh3arKlkEazpgz+c1GNU0wRLQVXx46J0/fHQgH7eth7646qGmkupN88lXdF/HQQgrTSrWl6TVZ5XUW/ogY0MHdzfrze32evBycLh3T4T7+Q+LKx+Mn76DAqqixMLDd38SI9uk3qM5DdbycRlc1+PHEVSJK9jC1fPP76q1mkAOJjbvNdnUpN0AuBzeK8GDzybdGXL9X0AEgqSC6qKnaUOzYMTIEaGDPpu2KdSI/OOJPdP8PKqJ8vUBFwOtDoAZHkVrdW1/hyoCZrWZeRoHz4GQFXVtr1O1Teob95jmbXzJQyt1ZGFHao6fw1NK09dqH7nS5AUAK6/l3DUUEGfHiwrqaFSsFlsa6vnilJXXZP/+XfVh0/QBFhCgdU7k+2//YLgtnAe2UYGZ5BUtjPYRJMkpTEMR7D5AqLN95Q0SWbs2hW/cIG6ro5gs6SBgZELFolsWrTk5v6mTt06FYokSa2h98fhC1jtuW9tKUhOnBkb1PwLHKrZ55scLi9y+HhnH8OMcEmuYQjbzNLa0y+U1XIMhyCIiN6D1iz86tmd9z59XhXwW/QoBQKRm4u3Xj0piiLb85p/P/irmtTqrVJr1dV11dTzvx42X9jx24UdbXNKEQABF6njD8OncdqUW5CT3/CgASziSWbzq4tlCsPiZTdL52vpt+9kPzz7+OrllJv6EQAChLHQyNrY0s+ui5bUppZkNoUd231YK11jEUSUZ5iTuX0H1TO/qqhWYViGMSJkUFuVZLPY7DYv16eRUJCsP3Ayt49wD231QhLyBCNCBunVk6So5OL0VuppY2I5JmyI1Mj8X/ye4uVVT4LN5ni46FIyAZBFJbrcfK6nW+ei0qVlVY5652+1rh2o6tr6FZv10smytTLfvIzfLRDPOVbbHF1FVemSNTWHT+j/lU4eZ/v5hxwz01a38cwNYxra6hrQdKspHUqj0dbXAyBYBMdI3Op7TZokC8+eTVi8SFNXB8Dczy9sxvfmXl6taqTA7MnrXVld3coAUqNWN44e8MRiDq+z38zQ0LucApG424BXB7/xcdMVjdrQEeFweQKRUdugYiMTFpvVNMXULpaW7Swt+svNL7Q6bVOXUafTnbp5vHdo36iAF9s3pDGnLILo6uQ7a+RXbR1PAPZm1hKhUfOE1Fq1rrGXve3Gn0vPbJA1zqgYC4x87DzD3YIDHH0CHH0CHH35HF7z2RtrE8u2SRjxxSJe67Hyp6HSqnWNJWzxwnPc8sbXsJgvanc1voXRkyTqVfJWVyUCo6Z1Bf8WL696AhD0iWpIyQSgyy1UXbjOcXd53omj/yba1Mymr4yEg/vxwoLazpt3HLKuvnzNpsrNO/QtzWz4YIfvv+a2N/cl9DC8VEi5XFNRxbdu0Uh0DfXqigoAbKFQYNViLxWaooovXYqfP19dWwtAIJX2mPeLRUBA2/1WTFyerMqS5bcelNAo5PKKcv2xkaV1p5crNTHio2/DBrxqZPrErRAIDd1tUqtVqxRA63JQKhqovxqzbuvcdRAum+No61pWUypT1JdWlWw69Gtk154v3m6tTaRv9Bo3LuJVHzvPdmPjsrmtFk4KuHxO49PJqsgDwOfwAh19R4UODncLtje3tTe1ETZbuCrmPxnyqms2eN2ERqfV6LRtz7cLn8vnNLqWNYp2OnnPhRHfUE8UGqVGp2nrydYqnnxdLRG0rlRsFquDQwT/HC+1eoonjlQcPEmVVdD1DfXLNnLcnAX9e7etZ1R9A61+1lw5IRSwXZ3aHxakabKknKps7U91AqpW9mSs9ulOEK1Sg897dtuj5IrSOYvK12+hKYol5JtPfM1+1nSORfvjO6Y9wgmCoEGDRtXFS3YTxja/WnUjjlQoAfAtLCRdnsxL0jRdcPLkg9mz5SUlBJtl6u0d8csCaVBQu4YJzMzMPbtUZaQDKLwTF/Tm25xmH1DWl5aUpyYDYLHZUjePjuwVAsDS2W3wx9MFEsN2JySp2z73y7rqSgBZifd6DB3T3BJ7d8NKrNqq8uzUBKlNi7VrNE3fi7tA038x5945CBYxuv+Ejyd8uXT7gv2X9gK4kXBt15kdEwa8zn7mtl7NGRQc+2a/iYZRQoIwEhjZmlnbmVrr+7lPqwwECLScKnGysDcVmQCFACQC8a9v/BLr19tKYniXEARB07RcreBzeHqf2t/eqynsycQLXR28mw960DQdn59UXFvWwVw4mtuZiIxRBQBH48991O/NVvqlI3U6iuRzmqo30exS6xYR7OQXn58EoKC6+G5OQqRHtxZetk5zPOG8/pjDYvvbt16K9zLw8rpyALj+XqIxQ8HlAtBlZNdO/0l1/mrz2SQAZElZ/crfdBnZT4kDADgeLhZblksPbm7nb+964bC/51tAlqUFITK86pWnLqov3Wil6ZSsTnnmkuyn5foP858G1SCv3LC1csNW/QyP+bhRtv+ZxrVsZ3mmHqOufgInw5BQ6ZFjmsoni641NTWF+w/qj8XOTiZ+voYLNF15587Dn35WFJcAMO3iFfrDjxaBgU9txgThNsAwgVOVnlZ0905zqUo7e6q+vBSAWGppFxDcwa3qBGIj99AI7x7R+j+/njF9xr2t16OU21fjL51qPgrp6h0olpgAqK+tjjt/tKayrLkB5SX554/v6kiinSDUN/zTSd9YmFq+PfJ9UyPDsMnuszvS81M7Hom9uW20b1RM1+iYrtEx/r3DPUKcLOw5bA5BEM/lwzqa2wU5Gh6ivudrLjYhGgGQWZ7z09HlxxPO68vHz97LztQw1L73zrGEguTm5VarqNsVd6ig+i8WujbhZG7n17hi/3r6nQP3Tmqb+a00TZ9IuLDi7KZSWbk+FS6b0zRom1tVoO8c0DStvxrr10vfYS+sLtlyfW9lQ3WTbTpSdy7p6slEw1rOYCd/B/OXccOtl9r3JEyMJZ+8pbmXoLkdD0CbkFw99Wt+dIRwYF9uFzdap9M+SpHvPKSJf9S0tqn9ePh8jrMD27qdcR9apWKZdHJboFZwfTw5ni66zBwAVHlV1Ttf8XtH8CO7se2saVmdNiVDfe2OLidfV1rBDfYXjxnWbiSUSl29bU/F0rW0jgQBnpODpHekKj1TlW4Y/m/aE5MtkUi6BRMEweLx7N6YlPnzAgA1N25lr1zj9tnHXKmFurQsfcmyhkxDQIfRo3jGBkevKj4+fu5ceUEBABCE46BBtE5XevNGU8MyHBCwCunGE4sBuPSNTT18sK64UF5WemfdKp5EYhMYTGo0aaePJ+z9Qz+8YOPj7xDcrdMFGBwz9NG189lJD+SymiuH/nAP6m7taBgxsHF29wqKuH/tDEVTD+MugCAmfjTD0taJIIjM1IcHdqxOfXSn0+k+m8igXqYSMwDuDp5j+0/ccGgdgKyirINX9n9u4ywWtjMI+8/BYXM+6Dt5x80DJE1RNPX9gUUF1cVv9RpnJZGqtOrrGXd+PLg4Pj/J6tYRMV80wD9ayBNMjhyz8OQ6AMnF6V/unjPjlU9jfXsRBFEmq5hzZNmuW4fVHd59jsvhvhs9cdftwwC0lG76vnkJBckjQwZJJeb5VUVnHl3ZeetgjVx2NydhyzvLjIUSDptjbSwtkZUDuJRyc+uNffamNreyHgwLig11CejhEdrDPeRSapyG1O69faxWUfefIR95WrvJ1Yo9tw9vvLyrsLoYAI/D/SjmzX+sRF+Il1s9CYLj5SHds75y4keae4nQasn8IsWOA4odB1rf2jg7/y/CMhKbLZ1dnppJ5hQAIHMLFLkFiu1/tr2zbu0WQWxvtmk72+KqHqlGTz0AACAASURBVD4qm7WQrG/Qd3o0+YU573xKN+4g13ybSHGQf9DVM/pQNhNeq0t8VH7qjE4uz127IW/zFq6Fhbq6mlSrQYDgcqxj+zlPGK8fh1WWlSWvXFX94KGhX0XTiSuWN00Bt9qJcsyp8xY+PgAs/bsGT33/1orFyvq6wru3do95RWhtpVWrVfV1FE2DgMTapt8333d6hzoA1s7uvV97s7Qgu6GuNifpwYnNK978YSmbwwFgYm459PUPK8sKczIea9Sq25eO3756ysjEjAZqaytpAqYWVprqir9cMN8JmlaAEgQxftDkhIyHtx7f1Oq0e8/vDvYKHRwx9L88cdHdLXjxuB9+OrqyRiHLqyr8bv+CGfsXmItNG9SKJh2kaKppgPLjflNSSzJPJFzUkrrLaXGX0+LMxaY8DreyvkZH6cxEJkZ8UYO6ox84RHv3mDn88+VnN9Wr5IU1JQtPrtNLcxMEQeRXFTV9OzS2+yurz/9O0XROZcE7v38NgM/hiXjCICc/ZwuHOSO/lu2a9SAvqUEtP3Dv5IF7J1slJ+GLpw2YOrrbkE4X1z/KS91zh15AXRwttqyQfPQm2769NbEcDq97sGjk4P+6aW0gCK6Pp8WGxYJBfZu2FGkNh8Px9hANjkF7n6YBoHVkq6GJjggC39bG9ZsvrF4ZYvhMQK1RFZdQajUAjkhoP/wV/1kzmyWho1QtPy9pm0SbM2wez3vkmND3PxE0rgOVl5er62SgaRabZe3jFztjroVb+7MfHYQgCP+ofp5Bhs0B7p47mnL3etMld//QcR/NcHL3MXy+TZKymsq62koCsHNwe/OjH9kd2LH/BbG1sBvZ9zW9K9qgbFh/cJ1c2c5UzD8KQRBv9xo/a8SXXjaGvaxooEpeq5dOHpsb7RWx+vWfm7ZHcjC3nf3qlyNDBzV1oqvltaWyCh2lkxqZfzXo/SAnv+dK/bP+73w96IN2FwkIuYJXgwese2O+fm0/gLd6jg1zDWo1oJlVkadQKwmCiPIMWzZ+VpRHGJfdzsoHK2Ppd8M++TT2LYnA6L/8iuogL7Xv2QS3i5vJ3G9EE0YoD59WXYnT5eRT1bUsU2Oun5d43Kv8flGae4mKfcf+bTMBgN8vytzbQ3P3oXz3YW1CMllSSqs1LBNjtqMdv0cov2d3rr83t4sbwf87N0wkCMLIz8dr3hyzyIiyk2fqUlI0tbUcU1OJv6/9uDHSXj357X3V/rzwjY0D33xb6uOTfupE0f3bstISFpcrsXfwGvKKR78BFm4eL56Ekal57KT3H147SwM6rebUjrW2bp4W1vYAWCyWf/foD2Zaxt88f//6uYK8DB2pMzG37B49OKLPMLcu/qsWfPGCqf8lbDY7NnzAuTunz945AyAp+9G+i3vfHjb1n063FSYi4/eiJ/X1jtx169Dl1LjMspwGtcJSYu5j6zmxx8horwhH8yd7iREEEejkt2LinH4+kQfvn0osSKlRyCyNLMLcAt+LnhTpGRaX+dffaDXHwsjsi4HvDfCP3nJt743Me/mVhRRNWRlLA518J4SP6NklzMbYqil1X3uvdZPnb7j8x4F7JxvUcjtT61GhgydGjBTwBABYBCvau8fWqcsupd48kXDhVlZ8rULG43A9rFz7+UQODYqNcAsWvky79rWC+IdmKv8JnmYq0cZVMrhgLe9v/weI2sT5Irf9pal6a5+xkul5H0crM9oN3pF7XjCJtrc9jb98KM8u6mek3vzSkx8X+KsH1649zwjV8ZrwvHXmxeN/dpCn1Y3nLYFnp96RB4qOPdOOxPbv+qT/S+rJwMDA8PLwso97MjAwMLycMOrJwMDA0BkY9WRgYGDoDIx6MjAwMHQGRj0ZGBgYOgOjngwMDAydgVFPBgYGhs7AqCcDAwNDZ2DUk4GBgaEzMOrJwMDA0BkY9WRgYGDoDIx6MjAwMHQGRj0ZGBgYOsP/xv6eDP8F+i587XJq3L9txf8for0iLn+7/9+2guEfhPE9GRgYGDoDs78ng4GH+Y9rFbJ/24r/P5iIjIOd/P9tKxj+QRj1ZGBgYOgMTM+dgYGBoTMw6snAwMDQGRj1ZGBgYOgMjHoyMDAwdAZGPRkYGBg6A6OeDAwMDJ2BUU8GBgaGzsCoJwMDA0Nn6MR37rqqgsy0YjIwzFfMIgBo5TUZGQXmbl2sjQXE32IUpUV5IfKLoQKsHOBqDz4HFXko0CDYA8RzJqIqw6Ny+HeFsNUFGvmPUSVAVw9DMciKkVKIrt0gfoGXSuYdFCoAgMWBqTXcnSHiodPlQtXgfg68AyFhd96kJ6jwKAlVDQBAcGDtABdHCDoc8zMeQX0pkjOh1AEAmwMbFzjbgfc8xViUDJkxfG2Q+RgcZ7iYPkfYvwV5LTIL4OoJY8F/O+n/LUqSkVYOAAQLRmZwc4OpqKOtUt8Y/bpC9HdYQjUgIRkuITBrpmPySqRkQKGF0ASeXjD9J58m/dzUHFv8pq3Uf9OtSv3/FY/OjYsesO1OLtXu7fK8IxtXX3rKxfZJPEq/OZIe8xo9bgQ9dDT92zWaoug/f6J7fEJTzxOPnryddNchdHrbCyR9ajYd8Cr9sJqmaZqU0zv+QwePosu0z51Ec74IoH3C6QmT6HEj6JjB9LzDnbG5CfUF2q8HfaeOpml612r6Tu4L2Ubn0EOD6ODB9KRJ9LjX6Nih9LbLtJLsaOhnPIK7W+guTvTIcfS4cfTYofSAUfThe7TmeUxbPY4eu4qm6+lFU+j1D55yUzm9YT2dXvs88dJ0xll688m/NubxFTpmCH0n//ki//9NbSK9djtd3vLkpgm0ox89eiI9YTTdvy/94WJa1eEa/tTG2CmU8XRPb/p83ZMzsgx6/nt0/+H0+En08MH01yvpQsXflFg7dNbJkj1ev2jD49oO3KnIP7ppzZX8p10uW/vZB1suZGufnKnDL/MhicKC5Vi5Aq+6YvVCVHfSzGfCQt/3YJmOE5ehBcqzcfgqRr8Lyxf08oToNwnLVmLlarwdhh3LUP73mIvda3DvqeX4HIycjpUrsWoFXvPE7ztRUPc3xAkADli4GqtXY+VaDDTDhh0orn/+SER4YyZGez3lagU2bkDmcxqceQ6/n4bu+W1hkD3Cuu2obHWWhdBhmL8KK1dj5gRc24Rbf1cVekEo3DiKPblYvAIrl2PpbNz9Hcdugfqn0uukeprHTulavHvF5lPVmiemUZr6+GOr3xjar1t49z5jPt5+NaMm684P731wJDlv46dD5+2+2UDJL//245i+PcK6h435bM2DEjkFob2bs6WJ8InfX3wOCVxMeQ9u9rB2wmtvoa89inQAoEzDF+MRHoiQWNytAYDqNHw6AuHh6N4XO+9CA5AyrPkKfSIR0g3vzUdm07YXJPIvIioE685D3XiOb4Pv3sbJvUgqw4XfIAvE+AhoG3BsNYb2Q3h3jPkYVzJAk9gzG72/gn5PgP1TMWAOUIhRoYgdh979cTART3YLYEFgBDMLWDsgMgyCIhQA2jocX43e3REWjimzUakGrcKFTYgKR1gQosfjbhmQi2HB2JABAGjAIB/siDdEKbuHt17B1VwsfBdrrqNpa4KGEvz6Pfr2RHg43p6Jx+Wg67BkKoa+hwlDEOCL6KkobsptIyITWFjAyg7de0Gbh7p6lD7Cj2+jdwTCe2LachQ3IPkq+kfhk3fRMxRBkVh/9UmipBrXNyCyB47ltoyXC3MpLC1h44zefSDLR60cQ+0QPQiR3XGxFBlX8e5ohHdDv3E4cB80DVkWfpgE32AMHI/jiQCAOsyZiOX3AaAiAe8NRlgYukdhw3ncP4rRU5GchmlTcDIZlamY+yF6RaB7H3yzCkX1KH2IEREYMwj9RuJkOgCgHjvn4uvtSNiLKbOQLcP9Q3h9CMLDMHAMdl43DDW0IvMSxvfBjP3tF0JDMTZMR48IRPTAW3NQLEfJWYT3QIoW0OHXCYj5Bg0UIEP/QOx8ZIgzfT8Cg5GoAoD83egai4RaZF7Ba7EID0OPvtgeBwWJzI0IGokcAMDVRRj6OQqU+LYnIvogJgKrbj0xsi4PKz5BeBi69cAnS1GraV1F+88BgLkDEDwU/SOx+HSzeOJQmYyf30Z4CHoMwOrjoGjs/xlRY/D5uMb2VYVzm/DGTGTfwdS38KigRRHxxTCzgKUtevSCPQ+ppajLw4rP0DsSYaEYPR3lakMDeWMGhveDTxd8ugHVTT4SifyL6NmyMZJ1WPcVYqIQ3h2vfYb4UtDAjD4YPhmTX4FfV7wxBwV1oLWIP4pXe6JbBKbORX5VM7NoKBvANoLUDFJLeIRh3nz42YLS4PAyDOmFsG4Y/THu5oEEsm/i8wkIj0DPwVh2EHVqlD7EyKb6k4r8a3i9H7qHIupVXMtuV4I763sKAz6ZNizjxNbzKWVN5yrSLy5efcx+yFc7t61/P0S5fPbKUqug/yxZMLCLw6T5Wz8bEcpKPThr7ZXgDxZs/X2Ze8muDTuv1mqNR3z+3bButk/GLUoywLeFlQQEAAKmvli+HgFcAKjOR+i7WL8OwXKsPQaqFutmIC8Aq37HvNFYPRMJVXi4A5se44vl2L4OmovYfhJqABRy4vDFTAz4FpP7gt+UGIGg4fCoxJ978ccVDBkDR1OkX8TqYxjyFbatR4gSc1ZC2Sb7TVop6oJflqGvR4urFAWdDg1luHgdak84UYg/itl/4vNl+G0RdCew/jrqkzFvFcYvwvbNiOVgyzFon5YGYBKEFb8j3AEfL8SU7mgaRr2xHQeS8NkCbFoKzkMs2m0IlZqDyTOxaRG417AvrbXxOh10OiiqcP4EJG4wM0Z5Njg+WLIZa75B1jFcSQeAmnzwArB2E8Z6Y8MfT4InncGiQ3hlBoY5tx9zfTnOn4eZPUzF0GpgE4wlG+GtwNplIIOxZQsm2mPRStQrcWwzzmmxdgtmvg5ey4EzqhorvoeyH37bjgUfY8fPKPfB+iXwcMecFYj1xOGluKvDvI1Y+QXyjmLbFQBAA8RRWLUQUY4AACOM/hKzRsP3Vaz4GvYK/Dwf1iPx+w68EYwtSxFfhFab5DTkYN5CmLyKaYPbKQRahdO/YXsuFmzEhoXgXcT8wzANgA+BG1nQ5ONiERoe4LEMsvuQ2SDAzRCtWwSC+DjxAKBw7gw8BsO+FLNmwG0ift+OWZOwejqu5bYuTwMaCJzx7QqM92usGkoc34QjMqzeinWzkLMbe9s85SbYEny9HJMjn8Qz2gHbV+GmGOt34Mdh2LoYWRoAKElq1r5OIHoSVn8N5yAsWwJv25ZPRwedBspaXLmIAjaC7FCchSorrNiC7atBnMOOxtdGuRZfLcaGH3BtE+KK9YENjbF/y8aoKUEeG9NXYPdWWKfgjxNQApQC1TpM+B6rpyP3LO5kQ5aPDetgPRS/r8eQIBDN339sRAxCQC0+mI71fyA+B5GD0csbNdcxbzdGzsSO3+FVjfV/oKYBa2ahogvWbsUPw3F2Hc6mAgDdWH+CKfz4PSxfx+at+MADsxairHX7xIvsjuw/YMqwc5+uXXM2Ypq9/kxhwolCs+7/GTOgizXX9c2JRw5+fTqD+MLJVMBhiyWWEiF159j+Bq/XJgzt4cDDK0P85l6KL6sfaG7eUsFJDVi89u2y6okJMeAQiPHHtkzUPMapVExfg2ALwB7S35GYjKKT6DYRQ8PBAeYsRKkQrIeozsDSWTAbhC9Gtp5+MXfB6Bh8uwSSvhgRCR6QcAJm3TFmAKy5eHMiDn6N1Kf3+vqOQVTXlqcasG8R7m4DqYRKhM9mw1KBvddhGYMhYWABYyKx8hw+fB18IDMdg17FJ4tQRYH1jL4lByZm4HNgZA4j3pPTl8+h62sYFAkh8MZQvH8UyikAEDgEg8NBKBFoi7x8IKBFZBvexwkjkGrQpvjPL3CQQNcDoeXYOB8FJUhOQ7QCgYDEG6+9ggAX1Idjx1FDWG0mfrgNjzfxQX+0ngvLxMgYcACdEqQ5vv0MdmLwpeg1BD2CkHYFSfX4bjTc3WE2FBu/REIJ7j5EzAfoEwgiAH23oplrhcpHuJCPBR8hUAx4gmsGG3NYasHjwNQUPB2O30LsckQFgOWFYbew9TLeeh2QYsQr8OvSaBoBgREkYnDVMJWg/DCyTTB3EvxEcJyAK9dwKxc9nJ5khCzFihlQhWDD27ASo6pNIajKcP0mYj9F764gCHw+CRP/RMlr6N0F1+PQxwRyf/TIR2Iy1Ndh0Q1u4sYHaIfRUVh1HB864Wwahs9E4U0ksrBoMuy58PPAke24eRcu7T59Ebr1RXQEmp68ogw3H6DPNIT5gvDBYgHqTQwea1v8X0H/cLCaxVP7CDdTMPZn+HrAWwi3rbiYAwvAomX74olgYgw2D8YW4DaPkcalrRh1CWwN6iiM+hpBRiDC0b8C62ajogaP8mGVC9gAQMxERAcDHrBYiIpKAKh5SmPku2BUOPZswLoyZKUjuAIqACKE90dMONQW8N6GIgVKZcimMHMcurrBncTanS0yaxeK+b/i5D4cXY+NyzHmS0ybhLtHIYzC+BhIWPhiHtKqIMzEpQrMmoxQD5BS3L+Gkw8QFQxIMWIY/Lrg8S7c0+DYWDjw4DYZq99FUjls7VsVbefVk2fWZepn78VNmT3/zJcqGgDU1TU8Ez+xkEsAPDNzW4G6oFIDp6YQqorSqvRLK0b33kIAAGHXN5BFUa39X4kVtLdRp4PeH9XVIzUbTl0BgCuEvrR5XFAk5LVQNGDGUMzRn7SEQIYKGSydDNlyCoETUPAQFaVI18HKHdo2/jfBw4BXsfIPDPgULkIAqK6BiR+EXAAwM4dAjUrNU0uB07YAhRgwFtNG4sFW7KlCnwDQatTIcP8MIo8Ybuk6Eiw//LEPvyzAu1ugNcP3K+DGbRPVX1HWAHcpBCwAsDQDS2YYIObr2xkLbBZ0ZOtQo3/AFA+cW4LjpujhDx4L53/Fkgf4+jv4sfHzt6BoAGDzwGGDADhsEI3lVngDcmeYlELVJlrYYemvMAaExnB1AACCAMECmwMCUNWg8D4+GWsoWHChaIBSCx9Lg6ncliWpkkHDg51+apaDnoP0GW66jFoKUkuwAfBgIUW9vuPPBufpk7+1ZeBYwVwEAEIhTPmobGhxQ1Uaih1gUgBZY3+yVSFo1Kgj4W1hEFw7e6iqUU9h4GBs3of9XeAbjZhcHL+ExKvou7DZzDILg9/Bwvew2xqFThjligenQZrDhmMoDUdjlMqgadd4FtjsFq8qnRoKDWxNAAIg4BMN0E9VTzavsYU1xiNXoTIX89/HKoHhfH8l0KZ9PYNug/H9J6i+hKWnEBsJHo1r2/H1n5i7CP72WD4BikaXXqCvimywCdAUAJSXgtNeY6y9hvd+xoc/4fMgHP8WcTRoACxwuGARYBFgAyQNtQyUESQiEACbDVYz9aB1qKoAzx7vfI93vkfeTYyfCpEUJjKYehgW0khdIXWF7io0QlhLQQAcEcykqKo02MlhAUBFLRR5GNPbELO5J4h2ROCF1nuadh00/d2wE8uW3qugARjZu6O8SFanpAFFcWGOXOzhxAeLBZb+yfOdXKzdI6dsPHDkyJEjhw4d/nX6ZFcz7d3Th+Pzap4UpHMUuHl48Bj6x5d9CR98guL2Rh1MLWFsgulbcOQIjhzB3g0YHg1XGxSkGXrBaZdx7h7UgEMQlm2CWxJWHG2nG87nQcCGUGiooPbuKC9CnRIAigshF8NJAA4HOjkAgHrStNqHDXN7ePthyJswy8eRuyAEkJohdKLBziN/4pdPoUzBmQzM24LjB/G6FAvWQMYBjwWl3j5lO3a2xd0KxcWQkwCJvEKwbGDegVA2rvALwNRvob6GU/EggQd3EDQIMREwMwH5zNxZ9sW2pai/ge2X0brTK0IXX/j5wc0RBNF6CYvYDC6B+HmdoRD+PIRIS0glyNELIgVNS9fb1AoSNbL0bwMSR/9AUikA0AAFQAw7AQoLoQUoJQoKYObSgYz7QFuCwhoAqK9DqRzOLddFGfth8QaEKrBqGyrbewACCaxMkJZvyHtaMiT2kHJhHw1ePI6moXsXuIag5gJOVaO/TwvJ43ohUojfdsCnD4wBWytwK5Cnb5NKpFTA2gZGQpAqaLQAGmtCewjEkIqQU2oojluHcDHzOaqokQg2nvh0UeOz2I8Jvu3fyW53BpWAiT28/BEzCuECbDsHKJGUDKuBGBgKO0k7L+zmOARh2W/tNMbkaxCGYNwwODtAq3hqcLEFBErUNYAGdDpQzZSBkuPwr1h6HAAIAi5RCDNDWTGcnVBRgCoSAEof4dhFKGxhXI/8PABQy1BYCEebFqlYSyFxx4aDhiL6bRmiHNra8mKr5VlGYZO/G2FfUFRNAXAKGNRFfW3Rut33755ft3xDlu0rI93ZEIglfCLx4umMEpn7iMmWmQd3HrtdWl56fuuyHUduyanqw6tWnL5f8qTpiLwxPhirfsTeYzi/Dz8vh3k/uLb3FI38MSYYv63E40LkPcLCpUjWYNQExG/Cb0dx4wy+/QkJVWABYhP498Os/+DwEpx5/BeZChgE9TWs242757F8A2xfgTsHzg6oj8P2czi0Cb/d6FDhWHrg1Qjs34x6EXr3hewCDjxAeQn2rMSuh2BVY9PPWHEMaTnIKYfIGHwL+Frh6G84dxHLfkRmmwh5FB7GIavqyQROvxFI3Icdx3DxKFYfRP9REHZs2R0AI29M6oY/96NYDntHXD+JQ0ex/CecToTu6b62kRNCeuP9QdizFKkdEfhG7D0QYoVte1BQgfizmLkClCWiwnFpE66n4v5hnEhocb8kACMCsOwHXIzD7iVYuhsqNiABqnD3CsrUGDEYRzbgwAUc347dt/BqzFMX1UokqEpGXCpEkQhtwMoVuHkXm5cizwbhHi3GHwRS2Lrhk89ReARHE9qJimeJmJ64shp7r+HKXsz+A4PehjUbsEKQEaqBLtawdoJQCYUTfFstMGajf1/kViA6BADcItFHiO/m4fodbJyLZDP07wG7rtCkYu8enDuEZdufOlnMs0bvXji/Gidu4sQ2/OdnNHCfo4qaOSI6AHu3IqUUebcx7wcUPkUHjExRX4rr11DfnpyJbTBqCO5vQwoJKyvkHMGfJ7BqLo49grKdUcLGUCbw74fZbRqjrSeK7mDrTuxYgDUXQWoMvmorbJ3hJ8KvO5GRhT1/IrvoySWWGG42OLkIS3fhehx2LcNVObz9EDEGuIrVf+BuHH78DpfTQLhghB82r8bZ29izGZcbMDysRf1xj0JPEZZtRW45Uk9hwWpUEXi0D+vON1+8wZ49e/ZT89k+uqqC7BI4j+jrSxAEwTf3DXKUlSFiQLSfp2/PcO+yO/s37b4KnxEL573rJuERXKm3I33ywFGVpV+3iL7DetrEH9+1/eA50qX/G5OGOUhM+02a0tPHkk00+SpshPaDTQP27MLlVES8iTnvwIiLynxUizAkHASBinTIrDEwHN2HgR2PHbtwPQtjP0O0C8x8EW6G/dtw5gFGTse7MaDKkSLHgAFw9YJDOa4XIDAARs27yUo8Sod3LHxMAcDMCeHeuLMfu6/CZwTmvQsJD3ZesCGxYwvyCPT1h5EXBvggKQVdYgyhmsh8AIsQhHqCw4a7M3JuQhuC3pGI9cXeX3HkIsRh+HIszJ3Qxw9HNmH/aQi6Y/VMmPLQIxwPjuLkVZj3hQ+BgBi4snC/BDEDIeXC3hjnTkLggyBHg2dn7wsfCxzfjgspGPwBPh0OPlCYA5YLenuDoJH1CKbdEN40eqLCo1R49YOfBUDA1hVJV+EQgL79gTTsPwGbXhjSE+Zu6GKM3HJE9oJUjLoS5KgwItbwCIZGwjMESMWVSkQGGUbE6kuRVY9XBoHfUsMe3YFPP3hbgSNBZCS0ydiwHWlKvPURfK3gGQLbBixfhUQ5Ql0hDUQfT6QnwbonQh0QMRjyO9i+B1kEFqxAsBUIY1jIcPoWXMMwaBCcNNi5HQ9q8c53GB8JSo6sAgT2hKN5i5bg6I2084ivQ1g4XhmGkgvYuh/srpj9LbpaP/GR5bWGLPv4wYaFg1cR2R0lLQth5AC4hSFYgt/X4ko2hn6FbwaCTQAEjACxNwZGwVQMrRyOMYjxbu2Ay6qRr8Pk8ZCKwDFC7DCkn8Cegyg3wfJVCJSCYwM/EY7+ibgCDB0KE0tEdkNZEsyCEOL+xNUh2PDsBi8u1q/DvTJMnYVRXWHnBVsS25tX0SDkJkAQjCgXAMh+aIiHw0NwFMxqsHE94vIw+F3EuLXTvgaEgO8M+iEupCMsDJYSQ+olKdA6ITIQAhbs3aBKRaoEbw2HWT227gXhj/GRENkgwg3JKejSDz5mAImEeATEwJFEihwD+rfTGM26wrUWh48hT4RPpkBghmAflDbmnVYiOweOEQh0R0goCi5g3S6YOsFciugRsOMCAMGCSzfEeuP0Xhw6jkwlvl+OUYHgWyGmKy7tw59nEPY6pk2CKR/BfcHOwvYtKDXBVzMR3QW6ZvWHI8GAoUg7jl37kKTAR9PhY4JH5xCvRM+QplFg5pc5GBj+eSgVCnKxcS5U0Zg99W/6cozhX4b5zp2B4Z9HlYvZ05FghMkjYMRI5/8TGN+TgeGfp3kre96NGhheVjq/YomBgaGjMIr5/xGm587AwMDQGRj1ZGBgYOgMjHoyMDAwdAZGPRkYGBg6A6OeDAwMDJ2BUU8GBgaGzsCoJwMDA0NnYNSTgYGBoTMw6snAwMDQGRj1ZGBgYOgMjHoyMDAwdAZGPRkYGBg6A6OeDAwMDJ2BUU8GBgaGzsCoJwMDA0NnYNSTgYGBoTMwuyO/FFBaZXlhbn5plVIHI2NLB1cXKwmfIABt5b0bSS1/dBwS6y5dfaSVKY8KNaZ+Ae7i5hvvUurSnPTMgqoWP+/LNfHq6m1jLCQAStOQm5FeVt2gBcfUysHV2V4ifjBo2gAAIABJREFUYMsKExMzq9v5GVmJU88QVw5BAKA18ryMx/lys+5hHoLGvX4pZcXjpHSNsUeAlzUX0CprC3NziivqSLbQ3NrBxclazGMTACB/fPMhy76Lh7Nl06/xlWfczlZL/TxdhWR9ZnJCaYP+BxQJNk9g5eDuZCcVtqybtKI88XFGjbzFjzVyLDy6ufDSk1I1lt6h7pb6nxak9KbWGYWF+4gMv4ZNNZTlJmeUWAf2cJY88RgoWc61+HyxjYuPu5OY27wctWVpiSnlOgc3b1d7k5a/pEFr6irSMrJrFRqCzbd2cHfQm/rMkodWUVKQl19coaXZAom5m6enhdiQPfopl+S1+clJFXZdfexMRHrL1HXludl5FTIFwTeysnd2sjXn6398HMrkuDsNxo6+ni5GPEPu1PXlaUnZIg8/d6mE2Zr5n4Jm+PfR3drx0+i+4f7+gUFB/oGBPUZ9+EtCpZam/6+9+w5o4uzjAP5cdsIMe+8hyAYX4kCcdWDdC3dpba1aV622jtZttda6arWOVusqiqK4RXGBVVFBrIAispeEsLLu3j8QxFl7wgvV7+cvklu/e5J8eZ675I5hiiK9uUJjW1df/6fC5h8sZHJ+Dgtw6zT9lvLZNSmytk7rqScy8qwzv3+Xjw4mZtIMo5KlHVgzs72PW7Pm3l7eHj4tun65LipTpri5e3I7f39/f38vd0c9IVdq1+zJgqPWlNN09Yo1ZZnbZ/Qwtmh/8FFVzcaUacdXtrIyClt3tYxhGEXOtvkftfN1dbB3drB39mzTe/q646VPFk/qb248/Nu9hXUq/eMzR9vQadezqx4nx47yFutaOHl7e3t7e7q5OPh1GbPuUIJM8cyeqZL/CPEwNLBxr7tnwdP/KHkQOznY3rr9pLTyJ6Xm3owY6G3ZbOD3hSq6poEfR68cYykWf/xHurpua8XO4ROuZZdJcQ/ldN2NyW8v6OlOtBwnr79U8UwVtCwtbs204V5u7p4+Pn4ebq27jPrxYPzjKs0rWn78wcRMdUVh7M5FfYNaenh7+3l7uXsEjJ+7OSG7jGEYzasnJZ1b1lzXf+2Fu9WFqYuSlk8Y0MLV0cnJ0d7euVWXsFWRCaonzZsy1Jpj6D3gz4ScmpeLeXTtj26WtlP2X6ef2TGoT+h7NgFZR6bP3qTT6/M1y3uYiumC5OMLZv8019Bty3ehhoQQsWmP8QumDfQR1swu0jfXIy+7v3Yty67rd841rn3Ik5hZmhCNLHbvT7MX/Rn87aaxra1FHNXNg6sXLpsjtLGf1W3GFp8JNCFF984tmPiN7icLF/b1IIQQsYGoZh0cLbMe/fptj/hq888xHb7rpk+IRvbocMSBu/yOG0b4aJHK69sWfb3pfJeP5y75oLlYVXB+108rF31u5H7+y46mb9AEPK+h8zeN8yOEVlbkbZ8VvniRwNN1SZCL9LluU+txq1YNtqt9yNU11TUWjBk76Pj0zSt2jVs93ktIVMc3LD5b5r5s0gCDmk6jsjDzwqW/ynmaqxERjz78wk5Yd5Wa7CsXY1OyWli71tzHmM69duFE0iNCTJ4vszLn6NZlC/cWLN22I8BUTKnKo3+etmr2UkvHNf1cqFe1fObt3d/N3SzqN2t7WJCIUssfxEwIn79Ky2DF5A8rE4++atIz29Xk7l8+e3V0/pi5P/X1Ndc8fvjnxqXfT55s43Wyv111b54uuh29eMPx3htG8l95Y3uoZ0jPxpd7+fBNoeX3o8I7+utRFGHcXZdk3Jlx/kxidmgHESEcvtTUxtnVVfzMQq9NT4HU0cXF/NkBmyw14bctu3UG/bD2o27VI1wXsy/T/h7+y/rjX/ec4qxPEULyFWk6fJ7UzMbFxfWF4R7XqNXgr0cdHbJ9+b4PfMe2MbkXt2/noUeDFq3y0eEq044uXhfhGbZl1Tfd9AhFEcbX20aVN/jXJT9081/io0P+CUfL2KZZMzeKIoS4f/L1xNg+P5++nxXkLH0uCrRNHVxdnZ9dlvEaOHHWpfiZK6a19Pq1c9nWWb/n9v52QWgrm9q7CWX8fSomyeC7heEr1+0/dn1keBvD2tG7loFUaiTfsvvixE4uQkIRQhhF3qmT0elaHh6V+c9VWVWUfeXqJWnfH0cH+1W3ocUXizLvTz97I7+fsykhhAj0X2z55KuR1zi+v48I9fUwoSiKNPdc/NnJ7+4m5hX3KH/1pDqHC+jsmD0//HExdFn8/MF2XIoijLePs07ewLGrlh4MXjfQgEsIJbQw072/c86SgSGzQqwE/9jeUB9w1qjxaVs6SorzrsfHF1SqGEIoSugVNnfNwole0vrcSn7urcQ0aa9eHqQmkPhS69CP5swc4K16/ZI1KEqn/UcTvJS3Iw9G55YXHtqwqbBZ6KhgV0IxGTcTU3KZkAHB+hRFUYRQFCVxGvCBR/7DK7dTy/551c9uh8sX8PkajZp+07qEVoNmTGlWce2XpXOmzdkuaTVg1KBgQ/7TDEs+/mepc5t2fT7tKMmJuxQvq3Nski+1bNumVfmp/ddkT56RZ6dcuJDsM7CL2QtHgnlibSMD05Krp+Kyyqon6tn6fbF606QQp9d0+MQmNvqlKSeu3K2sqTdo3Kr1M0bYS3mvmfR0eaY88WZSdrn7oJ52vJrWFVoF9A6wyr11MrmkekEt/15Dw0IMflu6Mi6r8s3aDd4W0rPxafuO+LSz5MDiT4aOnrLz1M38CrXY2N7Hw1kq/udl31xFcWYhZWqpr/30c87V9mrff+LYTpI3Pq3ANWs/YZTH1cj9p3av/PkS031Af08rHYooCgrzyitM3R3rdno41s52ijJ5QW7pv6y08mrE7hSpq6el0ZsvI7bvNvPTdqnRuyPiK4ZMn9basm7bpR8+lO7VMsDKyrVPiOm1yxczixS102hK4te2VTPxrZ3RD6ufyUiKuZBjO6STi+LF9NS37TtsqG3OoTFDBs1YuvViWiFHILFz83ax0HlNCzoEDhnSjrPru/Bh47/eeeJGUYVKy9zZ281eW8R7zaSny6sr8vKKygxcHLTrrlXH2cG0vOxRXtGTxwJTz09nT+De3L9t79miN/x/CG8H6dkEiCxn/3pu//fjjeS3vh3fzaOZ7+gF2+4/rvmEy9M3z+jtaPGElUtYUt2bg79UylY/S8vq+S1tfKeuPS4jhFGraEogorj/sOw/EAaHzemtczX8k2VaPkPDB7fT4VGEaCpVShVHLHg27nl8MY+mNeo3+Sirrv/+VWhonz59uge5O34WQSbMmdnVw/zFDt3hL4NqWsLCpkN47N3CmrYQugd+0FxPozFr3TvQrM6BTab4zK/RlfbBnToa8DiefUdJEs6euptR24QaNS106Tg62P7sts235DQhlad27NAJ6tra2ajqxWbmipr3nHk2JnJwc8Gl3csGtnTy7fXprth7ZcqaoE3Z9mLLa5u3+G579J8LRyvvHVswvruzc4sZ644+KKygXzIpYMbaJ5Pq7IFGQytpntazrUuJxXwNrVJqajrSFFff/5Plk9yPrFu591LaG7Q5vC0c92wKKJ6WYbvhXwX2+/jGldMxxw/v2PjVDEq6/qtQU0KI2Lhz2NSRXZtVnx3gCixt/nF95h1XrPtEr3rVHLFtM28JIRyhmEdXltNv2y2R2nn3Cu0YdTsqZHx4c8PqXitfWygWMvKyUkJET+dUVsrVPK5AJPyHo7SEEELpmrn4+dmQisxDCfHuPT6eMLydPv8l8wUMXziju1n13xxdC3fL2k5f8dHNG1I45kalsau3XFg/qaO0+t8EXXBsX4xKoF2YcflIManIkevy0vaeSJ7S3qn6CAajYTRKgw9GdJ8z7Ejs9c/c3K//GU+1n9feUlSoUb+4fYqiiMSu1bz1+z59dCfuQuwfWzfO/ryAs+3Hwe4UIYSYd1ixbsJzLU9RFJGYtx311YEPR92Ouxx7NmrDwo/zS9eumNzbVMJ5ftKij/Pla1dM7v10mxyegC/kVj2WE/L0fBSh5fIKLlcoFNT9CFNBw2f2OfHxmtW7Ar587ugw1D+kZ6OrTI2Pz2IsWrRylogNAoIHeLds56Ac9PmhHX+NDu2pTQhPy84rqEfvNv9iHK9tH9Kr13PnLrSldub0vvSCMsLUHPlUPT4XsXXvTdMli4bpvvl3AgV6DrYOBhJpM3+bmnwTmJmYaWtlJ9ytDDWR1MynuXf7gVhH38xCnxA5n8doNBqGfjraUcs1XC6fw6l+zHPqPGbezHaU6rEP8/Cz80euPfqwl4OEvMDcq2Pv3i/JheJzG78/Jus6eUmLzC3fbFkeFeQ5vIUhhxBlevzBuNSi+2UrpybwCCG0urSkWLk/6uHC3naEEEJoQjSE6PkN6SzZcPn8Ra87hzP0Pad18BbTJ178AmxZ8YNr8RnWLfzsDXVM7Hx623l52OpNHP/FnosPB7vZvarl7104kq/r5uvuoKVrEdClv1+7jpKCdt+eOJkxNESWee5Vk7Rql+dqWVqa6D6OTy4mDoa1zz5OTi3Q1fW3Mq67KSK1bhU+tu+52Rt+jJz0ki/wQr3CyL3RVSbsmjfqs29j7ss1DCGE4gm1pVoSolEx6pd0flgzt23VtjW985eDOWVPVitPv7F740+xRfQ/nxJ/BsWhOBTh1DkGQFm3bdfZ0yjipw23iippQgijKU0/s2ZXfLOWA9u6igixCvDgJd1KTM+rqh4yq2R/n7oms7e219d+9v+3QD901ly3nPNbtxzMq3zDjz9TkXF65lebpO3GTZ044pPly9orrq5fvSm5UMHQlddOnr6eY30kS5aXlZWVlZWVk5dybI2/4tCvZ4prR8cMIUToMGxci6v7l09fdsq114QQe9FLt1SSEbf0s7Cvf7+ooKtH9RyJtlTCo2iF8jX1xW78YuT07+PSSxiGIYRwBBI9ibZaTdP06ybVaW+JX4cQb9tH676Pyi5TMoQwGmX25X07Yh569R3e/NkXj+Jp+Q+dNLOvy/4Viy88/5UBqGfoezY6gy7jwh1PfLV05jdpfdrY6vFz067s2nPLp98qX0seKSdEXZ5+68KxqKLagayBmadvgJAQIi+8fy466mHNf0CugX0nfykhhJQ9OB11RL+mA8ThGTRv6W1j5jhk7NjzUzdN/EbUN9BFlyq9cvi3czKX6SPbkbf+hiBl6D9h6vjjH6+ePq2of7CnWJkbf2TfsccOy6cPtuJRhEi6jB+9Z1bEosXCwZ19RIqipJjdZ5QBX4UGm2lRz54hpijDwIlj3Kcc2H9pcHBfz+e6cSTnVkxU1N+1D7nGLl099U/s2HI0TTjnh3A3fYoirSZP6zPu299+PdF52QfSi3GXlX792hgQqmZF5n4tWznrxew7VtBxeJ0vNVBO7Qfarx57PNd83dC2rzoHZGofOHig14J1ixaoM3wdzXiqkvMHNt/gtvg6yOFJE5aln46K0q/ZVnXLtx/z6c7JGxfOW/CgdztDEV388Povh3OCwjpYm4oNXj2pJPNpbTrNQr74ZPDY76ZPVd3u5udIiu5F79v3wKT79rAWkudLpSihzbAZU3ccGHA+981fQGClsb+uDwzDVN2J2TdrZC8fV3sbSysH9zYjZ224V1CpYRimKNKb4mrpGZrX0XXkugwm5+ewAJ5A26jO85bBs/OqsrZO66nHk5jVed7CvusvcSk0w6grCm+d2DKwjaeDtYW1tUOnfhN/O31HXvX01zd5N4/0d7T4aFv8a3+gorr92xx3qc3G9GdnUpVeilgd1s3P2tTUxMq+7YDPdpxJqqpZkbI878Le5UM6tbCzsra2tvftNOy3c/dKqjQMwzxOjh3lrddt6fnajeYm/NnP06LTvAN0nTqqf2sk1jOp2xS2fZffv7arp7OR18ebSzVPZi7PvPJlL2cjjzFn4yL7u1oN2xBLP7M/VbEL+5j7DjyUWqWInaNj7b/qRDbDMKrCO4uH+ej5z8ir/oVSUaS39ou/NdLI81MOb5gf4u/maG1pZe0Q2OujrcdvyarUtOKVLa+qKk06+8fssJ7uzrbWFjYubi0nrtyTnCtXM4z61ZOe+62RpjwveuOsXgHNrExNreyb9xw/71hCpqb2t0a2Bv3n7sh9+kpWHV3c34iD3xo1LIr5xxO40PBe+ipQFPXyCYQQqnrA+W9QFPWyDVF1end1plKvPhD6dK7nZnpJsU/neOXEFzdad9baFbzJG/WFFb6kjpfO8FxTP/Pw+ZZ4xY68pj6KIq9umVe1y4ut/OrX7iW1vtlLCW8F6QkAwAbOGgEAsIH0BABgA+kJAMAG0hMAgA2kJwAAG0hPAAA2kJ4AAGwgPQEA2EB6AgCwgfQEAGAD6QkAwAbSEwCADaQnAAAbuDryu0mukC+7uOzHuB/LlP/2hsBQDyiKGtx88Kquq8x1zBu7Fmgo6Hu+mxLzE9fErUF0NhaGYQ4kH9iTtKexC4EGhPR8Nyk0CrlS3thVvNcUGkVJVUljVwENCOkJ0FCYf30DAPgvQXoCALCB9AQAYAPpCQDABtITAIANpCcAABtITwAANpCeAABsID0BANhAekK9o6xNWjbXN+HXecrBJnzPmISbH21rgSsrwLsC6Qn1jbKd0//I5vbDbYRP310dvMO1c34ZGzEniTIJaR4WYmDaiAUC1AukJ9QzkWnfDtolUmmAm65RzXNcKy3h3dz420VZCoFpSPOwzoa48hD852EcBfWKkvby+/DBzSWXhP0H2btFFeQTyv7T7kvCbZ14JtvcDX9Jshw71MyGmPympTVo0q1MT8eRiwLDzPhMSX701JNLEknLTcM2OsluES3OlmO/9eq/hso8wtXzd9PinLw2f+GNk8W0lrfjqCkBH7pLtMtkV3+N/3FnRiqHbx7sOfkrn/bahCkpPDbzzMqbZRVt2x/bapNypNSmpZmjqvjoN6fnxz6uaOzWgXcK+p5Qn4S6rfubS47djDyXneLh3NWAEMKk/3rm811ZGRFXpoyK3bQoauK+Rzf3xUz8OjHF0Kz34g6DLlyZOurQzJPcngv8g7QIIUSgkZ3+Jvrr6KIsoUBLT33/p1OfzL52tUWzga66OiaGwdNb9slKWTn84Cc/50q+6DDJmSfycBr3nbfd+lPhI6NmRWk6rQgKNecQQohEYnY3eWn4oUl/63Tr5+gvbtSWgXcP0hPqEd/FKtCTSoguKLqRda1YJ7iXHiGEqVKUVKoVFYrix8qKUsXjCo2iUiErVYv8LIOsKk5tSrmaWhi3LemSo0MXex4hRHE5ecfF/LRitVKlyDmdejA2JzEu42QuMTTkS6xMe1pVxe2+czKlKOHPhF1/C4M+MLNobR0ou78jIiPx7/zYTVd26dkM9NXlEEKy8iP/TLmclHsmJk9uIjZDekL9wsgd6g1HaNPFMURQdtbOtrMtl5+jNh8aEPzn6bPlL59dqC/SM7TofnpcKEMIoaiHeQe4XEIIraLV1XMwNKPSqBlCaEZNMxSPUAKxVKlIqlCrCSHqquIcjchKRzdXyM0vLKq+GJxCniXnGRoKeDJCaE2lihBCiEaj5hAO1eANAO8XpCfUG2O95oEm0geldoM8BhNCVKV51jaDfCTnL778eGNVfuXj/Oydww9vLCOEEAGHLsplPF+/ifLSNOJgpSsUEqVCrGNlzy87UVRQbi4zM7LmkDiaEF0jN31lZm6Fqr53DuB5SE+oN5amvS0qjn95elGCvIoQwuG33Bm2PMjS9nLKo9p5GFpVqRa3tm7RLPf+jYcxaZ5TJ7rF78jItbcf3oZEfJ2gef0mHuYfv8ddPLPF0BXJGR19wh3lhw8U5okeXBzb5fOZ7rmny8yHth3xKGV6fDnj0bD7CoDjnlBvuHZGvKhb+xKKCuRKuVwpl5WfXp94XVvHQY9Dp+f/lVYmZwihKx/sub41zzh0mK1FacH+URHT5WajF3Sa2107be218+W07F7OXw8V1Sssv5PzV1alghCiUhbfyUssVCplj8/Pjp55ldtpUcgkx/IDwyJ/yKPVDx/8NDhqnb3brAVt+1Xdmz3y3GkZQ2Qlt64XFVQfAsgvTrgjy0d3FOoXxTC4ecA7KCY9Jnh7cGNX8b6b22Hugo4LGrsKaCjoewIAsIH0BABgA+kJAMAG0hMAgA2kJwAAG0hPAAA2kJ4AAGwgPQEA2EB6AgCwgfQEAGAD6flu4nF4Qq6wsat4r/E4PDEP1xR9lyE9302OUschHkPw6W0sFKGCrIO6OXZr7EKgAeEqIe+s3LLc1OJUFY1LCzUCilBWulZOBk6NXQg0IKQnAAAbGLkDALCB9AQAYAPpCQDABtITAIANpCcAABtITwAANpCeAABsID0BANhAegIAsIH0BABgA+kJAMAG0hMAgA2kJwAAG0hPAAA2kJ4AAGwgPQEA2EB6AgCwgfQEAGAD6QkAwAbSEwCADaQnAAAbSE8AADaQngAAbCA9AQDYQHoCALCB9AQAYAPpCQDABtITAIANpCcAABtITwAANpCeAABsID0BANhAegIAsIH0BABgA+kJAMAGr7ELgP+T1MzMAlmJRkM3diFAKA4l1dZxsLAQCQSNXQuwh/R8L9xMTZ3805o76ekqtbqxawHC4XDszc2nDBg4vEsXiqIauxxgCSP398KWI0dupqYiOpsImqbTsrJW7d3T2IXAW0F6vhce5GQ3dgnwvAc5OY1dArwVpCcAABtITwAANpCeAABsID0BANhAegIAsIH0BABgA+kJAMAG0hMAgA2kJwAAG0hPAAA2kJ4AAGwgPaGxiS0++3x1btSR64s/bil9ctEv6xYfntsRmbpuYT+rf70+isuTGhjbGBtqceu5UoC6kJ7QJFAUZe3cenCQu+5bR55YajFi+KT1U8LbSeujMoBXQHpCU8ETG/UK7uRtqv226xFpuzp7tPVpbiWul7oAXg7pCU2FRqXSd+kwr2cryQvXC9Y1choZNu3sr7tyDu67sXrerBAvba7QP3jMlT8i7/w4q5uFUCD1ifz9SP6edTN6jDizccUwBwEh0uXr/9g2rL0Rrj4MDQPpCU1FZmrctXzav0u/UBvJs1O0h4z4/Lv+7UyqsmMSUtSGXjMmTBrhJrn11/mIu9kmVh4fduzwYb++gXqKO3+dO5QQv/dk7N8yDSHKCyePRidnVjKNszvwzkN6QlPxKC1+z7mbRQLbUf062QrqvDPNW4Z3cGIyr87f9NOUNeuWHovP41j0DfbVkz/YFnmhSKjfo+fIBd28lMWPIs6ev59zb/PBownFGkIqog/t3n/zQXnj7RG823BfI2gqaEXRwWOHW3o4DGgVOk47rfaMuVUzLwc+IXaBPy8MrJ251NzahEvfSdj3/YXOS9uZ6hJyJfbAzmu5KkLUGrWGIYQwKo0KN8GDhoP0hCakKi9x7dErPad90MlbX8jjlpUQQgiHxyOElGbfjYhLyKt8EofFBXcKGUIIR6NW04RwCFEpVBRFCMbp8P+C9IQmRXX34sFdvUMmuGoRQsoIIYQUZhdUEcIjJedioiLTHhMicnMwvn//kYIQoW2nT9uY0wpFFZfrGfBBt9jbu5JLa9eFNzc0KBz3hKaFUeZu3rrrr2JVbSeyIjn618QirnnrNXPmLBo9eu28hUe/XznHX8rXsvtiTB87SnZ436aZUTe1zN1G9ejipMNVK5RlZeU0kQ4bO35YgJMO3uPQMPDOgiYnI+3inovJpbW3T6bz1/6y4efYhAK+zUf9+/d2kiZdizmfT3m17Pihi1lB5u2ICzF7DkbGlfJ9Azr0c7eolBWcunzpTmFFc/9O3d2tJXiPQ8OgGAYHit59vWd9eeH27cau4hU4AktzG1sDcWnB/aTccoYQQjj6hubOZgYcZVlaxoNCBSGEo61naGNsqC/iqarK8wrzMmQKIxNLR2M9VVn+3Yy8Cprn4NzMQkQXZT9MLioXiPXtLcyMxKQgL+dBoUzVVN/jxVFHKArfR/2vQnq+F5p0er7HkJ7/aRjVAACwgfQEAGAD6QkAwAbSEwCADaQnAAAbSE8AADaQngAAbCA9AQDYQHoCALCB9AQAYAPpCQDABtLzvWBvbt7YJcDz7Mzwovy3IT3fC+N69vJxcuLzcL3gJoHD4ThbWU0bPLixC4G3gmssvS9SMzPzS0o0NG700/g4FCXV0XGwsBAJBI1dC7CH9AQAYAMjdwAANpCeAABsID0BANhAegIAsIH0BABgA+kJAMAG0hMAgA2kJwAAG0hPAAA2kJ4AAGwgPQEA2EB6AgCwgfQEAGAD6QkAwAbSEwCADVxsHJqKirKq6NvFieWEUETA5zla6YTai4QU9WZLqw7El5g7SFsb4S0N/yfoe0JTUVGm2H+tMKlCI+aSsiL58qj0LZlvfiV8dURcwZUiTQPWB/As/KOGpkQg7OVnEmYpIETtsD9l1+3yMda6YoZ+mF+ZWUHTXI6dsdhKzKEIqahUphYpZSrGQE/kqM8XPe0GMDkFFdkMz81QIOG+Yb8VgA2kJzQlDNFoGDXNyGWVd2W0rS2PR+jUewWzLpVq6XBJlUptaDgv2MiFp9h08tHZEkqPzxSqeCM6mPe3fbKCssLSOYezJW7m86QCCbdR9wXedUhPaEoqK5ZH3t8u5CgUqjJt/b2eYj6hVRR/YDvLjhYCrqJs3O+5lzz19SoKtj/izO9nFahDTl/K2HtbFmiuQwipLC1f9lduiZX5Aj9dYz46ntCwkJ7QlAiFIwMt+5jxy+WVm8/kLL9lsKGVxMKAt/Nc9o5YjUqlSawkwZXq6yllOrZmnc0EWhTp38m+i4ro8pUaheLns5nlWvo3hupbchCd0OCQntCUcLmWhiJ3UyFlKjYokvVPkmX48S/EZN3QNl3SSdtSpBy/KYMQQtGEw+VUJySfxzXkEUKIWs0YSgUGFWW705STnYX8Rt0PeB/gnDs0TYxMQVMciqNWJRRoPOx1vaQCQ7W6UEUIw7E3EZQUlWepCSHkfnp8FaO7AAABD0lEQVTB4iuPs5REIBb0a221NlC8/WzOuWLcth4aHPqe0JQoFUeuF+SlceWllSceKAf1sHEUcfq4iieful9xX1SQU57DoTRq2tnXrG3iw1mR6kBDzvnUisBWllI+oTgcLRG/jZfNxMx7P5zLt+5u4iLGAB4aEHf+/PmNXQPAE3wORQhR0YQvFnb3NR3tLBRQXAcLLSOKUVHclp7GQ2xETiZiC11RK1sxV6EuVnNCfEwGOkt0OIQQjpullrUWz85URCmJpZHIWIj0hAZEMQzT2DUAAPz34LgnAAAbSE8AADaQngAAbCA9AQDYQHoCALCB9AQAYAPpCQDABtITAIANpCcAABtITwAANpCeAABs/A8pG/e5/RhQswAAAABJRU5ErkJggg\u003d\u003d\" /\u003e\u0026nbsp;\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e7. We get following webpage:\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cimg alt\u003d\"\" 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\" /\u003e \u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003ePaste the \u003cb\u003eurl\u003c/b\u003e which you copied in above \u003cb\u003estep no. 4\u003c/b\u003e. Then click \u003cb\u003eSubmit\u003c/b\u003e.\u0026nbsp;\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e8. You will get \u003cu\u003eapproximate Gate marks\u003c/u\u003e as follows:\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cimg alt\u003d\"\" 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\" /\u003e\u0026nbsp;\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e9. You will get \u003cu\u003eapproximate Gate rank\u003c/u\u003e after following link Gate Rank as shown in above screen shot.\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u0026nbsp; \u0026nbsp; \u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003eWatch Live demonstration in following video:\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003ciframe allow\u003d\"accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen\u003d\"\" frameborder\u003d\"0\" height\u003d\"360\" src\u003d\"https://www.youtube.com/embed/10UCa84SATs\" width\u003d\"640\"\u003e\u003c/iframe\u003e\n\n\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cb\u003e\u003cspan style\u003d\"font-size: large;\"\u003eWatch on Youtube:\u0026nbsp;\u003ca href\u003d\"https://www.youtube.com/watch?v\u003d10UCa84SATs\" target\u003d\"_blank\"\u003ehttps://www.youtube.com/watch?v\u003d10UCa84SATs\u003c/a\u003e \u003c/span\u003e\n\u003c/b\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\u003c/div\u003e\n"},"link":[{"rel":"replies","type":"application/atom+xml","href":"https://www.comrevo.com/feeds/9022876103025354851/comments/default","title":"Post Comments"},{"rel":"replies","type":"text/html","href":"https://www.comrevo.com/2020/02/how-to-check-approximate-gate-2020-score-marks.html#comment-form","title":"0 Comments"},{"rel":"edit","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/9022876103025354851"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/9022876103025354851"},{"rel":"alternate","type":"text/html","href":"https://www.comrevo.com/2020/02/how-to-check-approximate-gate-2020-score-marks.html","title":"How to check approximate Gate 2020 score or how to predict Gate 2020 marks"}],"author":[{"name":{"$t":"Parag Jambhulkar"},"uri":{"$t":"https://www.blogger.com/profile/13991750622483538113"},"email":{"$t":"noreply@blogger.com"},"gd$image":{"rel":"http://schemas.google.com/g/2005#thumbnail","width":"35","height":"35","src":"//www.blogger.com/img/blogger_logo_round_35.png"}}],"media$thumbnail":{"xmlns$media":"http://search.yahoo.com/mrss/","url":"https://i.ytimg.com/vi/10UCa84SATs/default.jpg","height":"72","width":"72"},"thr$total":{"$t":"0"}},{"id":{"$t":"tag:blogger.com,1999:blog-913600556879440043.post-296747398299684458"},"published":{"$t":"2016-08-31T19:02:00.002+05:30"},"updated":{"$t":"2020-02-19T00:20:55.723+05:30"},"category":[{"scheme":"http://www.blogger.com/atom/ns#","term":"GATE"}],"title":{"type":"text","$t":"GATE"},"content":{"type":"html","$t":"\u003cdiv dir\u003d\"ltr\" style\u003d\"text-align: left;\" trbidi\u003d\"on\"\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp;Go through the following posts:\u0026nbsp;\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003cbr /\u003e\u003c/b\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e1. \u003ca href\u003d\"https://www.comrevo.com/2020/02/how-to-check-approximate-gate-2020-score-marks.html\" target\u003d\"_blank\"\u003eHow to check approximate Gate 2020 score or how to predict Gate 2020 marks \u003c/a\u003e\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cb\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cspan style\u003d\"font-size: medium;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: medium;\"\u003e2.\u0026nbsp;\u003ca href\u003d\"http://www.comrevo.com/2015/07/gate-notifications-notice-board.html\" target\u003d\"_blank\"\u003eGATE Notifications\u003c/a\u003e\u003c/span\u003e\u003c/span\u003e\u003c/b\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003cbr /\u003e\u003c/b\u003e\n\u003cspan style\u003d\"font-size: medium;\"\u003e\u003cb\u003e3.\u0026nbsp;\u003ca href\u003d\"http://www.comrevo.com/2015/04/how-to-score-more-in-gate-within-short.html\" target\u003d\"_blank\"\u003eHow to score more in GATE with a preparation of short duration\u003c/a\u003e\u003c/b\u003e\u003c/span\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003cbr /\u003e\u003c/b\u003e\n\u003c/span\u003e\u003cbr /\u003e\n\u003ca name\u003d'more'\u003e\u003c/a\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e4.\u0026nbsp;\u003ca href\u003d\"http://www.comrevo.com/2015/07/sample-gate-papers-for-practise.html\" target\u003d\"_blank\"\u003eDownload GATE Papers for Practise\u003c/a\u003e\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cdiv style\u003d\"color: black; font-family: 'times new roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;\"\u003e\n\u003ctable border\u003d\"1\"\u003e\u003ctbody\u003e\n\u003ctr\u003e\u003ctd\u003e\u003cdiv style\u003d\"margin: 0px;\"\u003e\n\u003cspan style\u003d\"font-family: inherit; font-size: large;\"\u003e\u003cb\u003e\u0026nbsp;\u003c/b\u003e\u003cspan style\u003d\"font-size: large; font-weight: bold;\"\u003e\u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp;\u0026nbsp;\u003c/span\u003e\u003cspan style\u003d\"color: black; font-size: large;\"\u003eAsk your\u0026nbsp;\u003cb\u003eQuestion\u003c/b\u003e\u0026nbsp;related to \u003cb\u003eGATE\u003c/b\u003e\u0026nbsp;as a Comment in following\u0026nbsp;\u003cb\u003eTextbox\u003c/b\u003e.\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv style\u003d\"margin: 0px;\"\u003e\n\u003cspan style\u003d\"color: black; font-family: inherit; font-size: large;\"\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; You can\u0026nbsp;\u003cb\u003eAnswer\u003c/b\u003e\u0026nbsp;the already asked Question as\u0026nbsp;\u003cb\u003ereply\u003c/b\u003e\u0026nbsp;to the Question.\u0026nbsp;\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv style\u003d\"margin: 0px;\"\u003e\n\u003cspan style\u003d\"color: black; font-family: inherit; font-size: large;\"\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cspan style\u003d\"font-size: large;\"\u003e(Note: Your\u0026nbsp;\u003cb\u003eQuestion/Answer\u003c/b\u003e\u0026nbsp;will be added after validation)\u003c/span\u003e\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv\u003e\n\u003cdiv style\u003d\"margin: 0px;\"\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\u003c/div\u003e\n\u003c/div\u003e\n\u003c/td\u003e\u003c/tr\u003e\n\u003c/tbody\u003e\u003c/table\u003e\n\u003c/div\u003e\n\u003cdiv style\u003d\"color: black; font-family: 'times new roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003c/div\u003e\n"},"link":[{"rel":"replies","type":"application/atom+xml","href":"https://www.comrevo.com/feeds/296747398299684458/comments/default","title":"Post Comments"},{"rel":"replies","type":"text/html","href":"https://www.comrevo.com/2016/08/gate.html#comment-form","title":"0 Comments"},{"rel":"edit","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/296747398299684458"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/296747398299684458"},{"rel":"alternate","type":"text/html","href":"https://www.comrevo.com/2016/08/gate.html","title":"GATE"}],"author":[{"name":{"$t":"Parag Jambhulkar"},"uri":{"$t":"https://www.blogger.com/profile/13991750622483538113"},"email":{"$t":"noreply@blogger.com"},"gd$image":{"rel":"http://schemas.google.com/g/2005#thumbnail","width":"35","height":"35","src":"//www.blogger.com/img/blogger_logo_round_35.png"}}],"thr$total":{"$t":"0"}},{"id":{"$t":"tag:blogger.com,1999:blog-913600556879440043.post-8827861203043559532"},"published":{"$t":"2015-07-29T09:49:00.001+05:30"},"updated":{"$t":"2018-09-06T10:59:29.623+05:30"},"category":[{"scheme":"http://www.blogger.com/atom/ns#","term":"GATE"}],"title":{"type":"text","$t":"GATE Notifications"},"content":{"type":"html","$t":"\u003cdiv dir\u003d\"ltr\" style\u003d\"text-align: left;\" trbidi\u003d\"on\"\u003e\n\u003cdiv dir\u003d\"ltr\" style\u003d\"text-align: left;\" trbidi\u003d\"on\"\u003e\n\u003cspan style\u003d\"color: black; font-size: large;\"\u003e\u003cb\u003e\u003ci style\u003d\"color: black;\"\u003e*NEW*\u0026nbsp;\u003c/i\u003eLink for GATE 2019\u0026nbsp;\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"color: black; font-size: large;\"\u003eGet all Details for GATE 2019 on this link\u0026nbsp;\u003ca href\u003d\"http://gate.iitm.ac.in/\" target\u003d\"_blank\"\u003ehttp://gate.iitm.ac.in/\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"color: black; font-size: large;\"\u003e\u003ci style\u003d\"color: black;\"\u003e\u003c/i\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"color: black; font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\u003cspan style\u003d\"color: black; font-size: large;\"\u003eApply for GATE 2019 in this link\u0026nbsp;\u003ca href\u003d\"https://appsgate.iitm.ac.in/\" target\u003d\"_blank\"\u003ehttps://appsgate.iitm.ac.in/\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"color: black; font-size: large;\"\u003e\u003ci style\u003d\"color: black;\"\u003e\u003cbr /\u003e\u003c/i\u003e\u003c/span\u003e\n\u003cspan style\u003d\"color: black; font-size: large;\"\u003e\u003cb\u003eLink for GATE 2018\u0026nbsp;\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"color: black; font-size: large;\"\u003eGet all Details for GATE 2018 on this link\u0026nbsp;\u003ca href\u003d\"http://www.gate.iitg.ac.in/\"\u003ehttp://www.gate.iitg.ac.in/\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"color: black; font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"color: black; font-size: large;\"\u003eApply for GATE 2018 in this link\u0026nbsp;\u003c/span\u003e\u003cspan style\u003d\"background: rgb(242 , 242 , 242); border: 0px; box-sizing: border-box; font-family: \u0026quot;droid sans\u0026quot; , \u0026quot;helvetica\u0026quot; , \u0026quot;arial\u0026quot; , \u0026quot;lucida\u0026quot; , sans-serif; font-size: 21.3333px; line-height: 25.5px; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;\"\u003e\u003ca href\u003d\"http://appsgate.iitg.ac.in/\" style\u003d\"background-color: transparent; border-image-outset: initial; border-image-repeat: initial; border-image-slice: initial; border-image-source: initial; border-image-width: initial; border: 0px; box-sizing: border-box; font-size: 21.3333px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;\" target\u003d\"_blank\"\u003ehttp://appsgate.iitg.ac.in/\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"color: black; font-size: large;\"\u003e\u003ci\u003e\u003cbr /\u003e\u003c/i\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003eDeadline for Online Application for GATE 2016 is extended to 8th October 2016.\u003c/b\u003e \u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003eLink for GATE 2016 Online Form\u003c/span\u003e\u003cspan style\u003d\"color: navy; font-size: large;\"\u003e\u003ca href\u003d\"http://appsgate.iisc.ernet.in/\" style\u003d\"color: navy;\"\u003e: http://appsgate.iisc.ernet.in\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003ch4\u003e\n\u003c/h4\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003eGATE 2016 will be organized by Indian Institute of Science, Bangalore\u003cb\u003e \u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003eFind GATE 2016 Important dates, Basic features, Brochure at following link...\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003cbr /\u003e\u003c/b\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003ca href\u003d\"http://www.gate.iisc.ernet.in/\"\u003ehttp://www.gate.iisc.ernet.in/\u003c/a\u003e\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cdiv class\u003d\"header_02\"\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\n          \u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003ca name\u003d'more'\u003e\u003c/a\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003eFind the GATE 2015 result at following link...\u003cbr /\u003e\n\u003cbr /\u003e\n\n            \u003ca href\u003d\"http://appsgate.iitk.ac.in/\"\u003ehttp://appsgate.iitk.ac.in\u003c/a\u003e\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003eFind GATE 2014 Information Brochure, Important Dates, Result at following link...\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003ca href\u003d\"http://gateapp.iitkgp.ac.in/\"\u003ehttp://gateapp.iitkgp.ac.in/\u0026nbsp;\u003c/a\u003e\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003eFind all information for GATE 2013 at following official link...\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003ca href\u003d\"http://www.gate.iitb.ac.in/gate2013/\"\u003ehttp://www.gate.iitb.ac.in/gate2013/\u003c/a\u003e\u0026nbsp;\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003eFind GATE 2012 result at following link...\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003ca href\u003d\"http://gate.iitk.ac.in/gate2012/results.php\"\u003ehttp://gate.iitk.ac.in/gate2012/results.php\u003c/a\u003e\u0026nbsp;\u0026nbsp;\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003cbr /\u003e\u003c/b\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003cbr /\u003e\u003c/b\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003eFind Information Brochure and Important Dates for GATE 2012 at following link...\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003cbr /\u003e\u003c/b\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003ca href\u003d\"http://gate.iitk.ac.in/gate2012/\"\u003ehttp://gate.iitk.ac.in/gate2012/\u003c/a\u003e\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003cbr /\u003e\u003c/b\u003e\u003c/span\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cu\u003e\u003ci\u003eNext:\u003c/i\u003e\u003c/u\u003e \u003ca href\u003d\"http://www.comrevo.com/2015/07/sample-gate-papers-for-practise.html\"\u003eDownload GATE Papers for Practise \u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cu\u003e\u003ci\u003ePrevious:\u003c/i\u003e\u003c/u\u003e \u003ca href\u003d\"http://www.comrevo.com/2015/04/how-to-score-more-in-gate-within-short.html\"\u003eHow to score more in GATE with a preparation of short duration \u003c/a\u003e\u003c/span\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003cbr /\u003e\u003c/b\u003e\u003c/span\u003e\n\u003c/div\u003e\n\u003c/div\u003e\n\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cdiv\u003e\n\u003ccenter\u003e\n\u003ctable border\u003d\"1\"\u003e\n\u003ctbody\u003e\n\u003ctr\u003e\u003ctd\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003ca href\u003d\"http://www.comrevo.com/2016/08/gate.html\" target\u003d\"_blank\"\u003eCheck Other Posts on GATE\u003c/a\u003e\u003c/b\u003e\u003c/span\u003e\u003c/td\u003e\u003c/tr\u003e\n\u003c/tbody\u003e\u003c/table\u003e\n\u003c/center\u003e\n\u003c/div\u003e\n\u003cbr /\u003e\n\u003cbr /\u003e\u003c/div\u003e"},"link":[{"rel":"replies","type":"application/atom+xml","href":"https://www.comrevo.com/feeds/8827861203043559532/comments/default","title":"Post Comments"},{"rel":"replies","type":"text/html","href":"https://www.comrevo.com/2015/07/gate-notifications-notice-board.html#comment-form","title":"0 Comments"},{"rel":"edit","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/8827861203043559532"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/8827861203043559532"},{"rel":"alternate","type":"text/html","href":"https://www.comrevo.com/2015/07/gate-notifications-notice-board.html","title":"GATE Notifications"}],"author":[{"name":{"$t":"Parag Jambhulkar"},"uri":{"$t":"https://www.blogger.com/profile/13991750622483538113"},"email":{"$t":"noreply@blogger.com"},"gd$image":{"rel":"http://schemas.google.com/g/2005#thumbnail","width":"35","height":"35","src":"//www.blogger.com/img/blogger_logo_round_35.png"}}],"thr$total":{"$t":"0"}},{"id":{"$t":"tag:blogger.com,1999:blog-913600556879440043.post-4798059468441589342"},"published":{"$t":"2015-07-06T09:17:00.000+05:30"},"updated":{"$t":"2016-09-28T11:15:08.973+05:30"},"category":[{"scheme":"http://www.blogger.com/atom/ns#","term":"GATE"}],"title":{"type":"text","$t":"Download GATE Papers for Practise"},"content":{"type":"html","$t":"\u003cdiv dir\u003d\"ltr\" style\u003d\"text-align: left;\" trbidi\u003d\"on\"\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003eOld GATE Papers\u003c/b\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BUjhZZW55V1NVczQ/view?usp\u003dsharing\"\u003eGATE cs 1996\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BMFFyTlZYeGNPOUU/view?usp\u003dsharing\"\u003eGATE cs 2007\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003ca name\u003d'more'\u003e\u003c/a\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BNThOZHUwNzVUTjA/view?usp\u003dsharing\"\u003eGATE cs 2008\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_Bb1ZHbWFiazBTTEk/view?usp\u003dsharing\"\u003eGATE cs 2009\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BLWtCc29XTTNna2c/view?usp\u003dsharing\"\u003eGATE cs 2010\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BeW92MWRBbnVvbE0/view?usp\u003dsharing\"\u003eGATE cs 2011\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BQ0h2WnhFTVoxS00/view?usp\u003dsharing\"\u003eGATE cs 2012\u003c/a\u003e\u0026nbsp; \u0026nbsp;\u0026nbsp;\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BMHBURnJ4eUZHV1E/view?usp\u003dsharing\"\u003eKey GATE cs 2012\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BU0tZd0xmOGlfaTQ/view?usp\u003dsharing\"\u003eGATE cs 2013\u003c/a\u003e\u0026nbsp; \u0026nbsp;\u0026nbsp;\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_Ba1o0Tmk5R3ZvMFU/view?usp\u003dsharing\"\u003eKey GATE cs 2013\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BOTcwNW1ROTI5OHc/view?usp\u003dsharing\"\u003eGATE cs 2015 First Set\u003c/a\u003e\u0026nbsp; \u0026nbsp;\u0026nbsp;\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BYXJ0elNsVzR4bFE/view?usp\u003dsharing\"\u003eGATE cs 2015 Second Set\u003c/a\u003e\u0026nbsp; \u0026nbsp;\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BbTdTT3MwNHFzREU/view?usp\u003dsharing\"\u003eGATE cs 2015 Third Set\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cb\u003e\u003cspan style\u003d\"font-size: large;\"\u003eSample GATE Papers\u003c/span\u003e\u003c/b\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e \u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BTXZKSFB6Y0NyaTg/view?usp\u003dsharing\"\u003eSample GATE Paper 1\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003ca href\u003d\"https://drive.google.com/file/d/0Bz1BlKF-vb_BWnNidW1wUnFQZEk/view?usp\u003dsharing\"\u003eSample GATE Paper 2\u003c/a\u003e\u0026nbsp;\u003c/span\u003e\n\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cu\u003e\u003ci\u003eNext:\u003c/i\u003e\u003c/u\u003e \u003ca href\u003d\"http://www.comrevo.com/2015/04/how-to-write-blog-on-google-blogger.html\"\u003eHow to write a blog on Google Blogger (including Using custom Domain for Blog, Creating custom url link for the post, Checking number of worldwide views, Earning money from the blogs). \u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cu\u003e\u003ci\u003ePrevious:\u003c/i\u003e\u003c/u\u003e \u003ca href\u003d\"http://www.comrevo.com/2015/07/gate-notifications-notice-board.html\"\u003eGATE Notifications\u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u0026nbsp;\u003c/span\u003e\n\n\u003c/div\u003e\n\n\n\n\n\u003cbr\u003e\n\u003cbr\u003e\n\u003cdiv\u003e\n\u003ccenter\u003e\n\u003ctable border\u003d\"1\"\u003e\n\u003ctbody\u003e\n\u003ctr\u003e\u003ctd\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003ca href\u003d\"http://www.comrevo.com/2016/08/gate.html\" target\u003d\"_blank\"\u003eCheck Other Posts on GATE\u003c/a\u003e\u003c/b\u003e\u003c/span\u003e\u003c/td\u003e\u003c/tr\u003e\n\u003c/tbody\u003e\u003c/table\u003e\n\u003c/center\u003e\n\u003c/div\u003e\n\u003cbr\u003e\n\u003cbr\u003e"},"link":[{"rel":"replies","type":"application/atom+xml","href":"https://www.comrevo.com/feeds/4798059468441589342/comments/default","title":"Post Comments"},{"rel":"replies","type":"text/html","href":"https://www.comrevo.com/2015/07/sample-gate-papers-for-practise.html#comment-form","title":"0 Comments"},{"rel":"edit","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/4798059468441589342"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/4798059468441589342"},{"rel":"alternate","type":"text/html","href":"https://www.comrevo.com/2015/07/sample-gate-papers-for-practise.html","title":"Download GATE Papers for Practise"}],"author":[{"name":{"$t":"Parag Jambhulkar"},"uri":{"$t":"https://www.blogger.com/profile/13991750622483538113"},"email":{"$t":"noreply@blogger.com"},"gd$image":{"rel":"http://schemas.google.com/g/2005#thumbnail","width":"35","height":"35","src":"//www.blogger.com/img/blogger_logo_round_35.png"}}],"thr$total":{"$t":"0"}},{"id":{"$t":"tag:blogger.com,1999:blog-913600556879440043.post-8654494707659477276"},"published":{"$t":"2015-04-25T11:17:00.003+05:30"},"updated":{"$t":"2018-01-18T09:22:52.052+05:30"},"category":[{"scheme":"http://www.blogger.com/atom/ns#","term":"GATE"}],"title":{"type":"text","$t":"How to score more in GATE with a preparation of short duration"},"content":{"type":"html","$t":"\u003cdiv dir\u003d\"ltr\" style\u003d\"text-align: left;\" trbidi\u003d\"on\"\u003e\n\u003cdiv dir\u003d\"ltr\" style\u003d\"text-align: left;\" trbidi\u003d\"on\"\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; Guys, I wanted to share some techniques which will help you to score more in GATE.\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; First a small introduction about GATE. GATE stands for Graduate Aptitude Test in Engineering. It is an exam conducted by IISc and seven IITs\u0026nbsp; for higher engineering courses like M.E, M.Tech., M.S., M.Sc(Engg) in India. So this blog is for only those who stays in India and wanted to prepare for higher engineering PG courses.\u003c/span\u003e\u003cbr /\u003e\n\u003cb\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003c/span\u003e\u003c/b\u003e\u003cbr /\u003e\n\u003ca name\u003d'more'\u003e\u003c/a\u003e\u003cb\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\u003c/b\u003e\n\u003cb\u003e\u003cspan style\u003d\"font-size: large;\"\u003eFollow the following steps:\u003c/span\u003e\u003c/b\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e1. For GATE, only having knowledge is not sufficient. It checks your problem solving skill. So try to solve more GATE questions.\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e2. Now the question is from where you will get more GATE questions. Guys Gateforum test series is best for this. Gateforum takes around 10 to 12 \u0026nbsp;GATE practice papers whose complexity is nearly equal to the actual GATE exam. If you have a financial problem, still don't need to worry. Go to the \u003ca href\u003d\"http://gateforum.com/gate-exam/previous-gate-papers/\"\u003ehttp://gateforum.com/gate-exam/previous-gate-papers/\u003c/a\u003e and download previous years question papers. For some question papers, they also have provided solutions. Solve one complete paper at a time and check how many marks you can score.\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e3. If you are getting less score, still no need to worry. Trace the same paper again. Check in which questions you got wrong or you don't have knowledge. Read that particular portion from net or textbook. Again repeat the same procedure for next questions.\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e4. Try this above method for multiple question papers.\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e5. If you want to score more in GATE, then keep in mind, that you have to solve more 2 marks questions. I will suggest you to start with 2 marks questions. Finish maximum 2 marks questions within first two hours. Give last one hour for 1 mark questions. It's a psychological thing that after solving 2 marks questions, you will feel 1 mark questions very easy.\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e6. In GATE, there is negative marking of 1/3rd. So, solve only those questions in which you are sure.\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cbr /\u003e\u003c/span\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\n\u003cspan style\u003d\"font-size: large;\"\u003eI am certain, these techniques will help you for preparation. All the best!!!\u003c/span\u003e\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u003cu\u003e\u003ci\u003eNext Post:\u003c/i\u003e\u003c/u\u003e\u0026nbsp;\u0026nbsp;\u003ca href\u003d\"http://www.comrevo.com/2015/07/gate-notifications-notice-board.html\"\u003eGATE Notifications \u003c/a\u003e\u003c/span\u003e\u003cbr /\u003e\n\u003cspan style\u003d\"font-size: large;\"\u003e\u0026nbsp;\u003ca href\u003d\"http://comrevo.blogspot.in/2015/04/how-to-purchase-website-domain-name.html\"\u003e \u003c/a\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cdiv\u003e\n\u003ccenter\u003e\n\u003ctable border\u003d\"1\"\u003e\n\u003ctbody\u003e\n\u003ctr\u003e\u003ctd\u003e\u003cspan style\u003d\"font-size: large;\"\u003e\u003cb\u003e\u003ca href\u003d\"http://www.comrevo.com/2016/08/gate.html\" target\u003d\"_blank\"\u003eCheck Other Posts on GATE\u003c/a\u003e\u003c/b\u003e\u003c/span\u003e\u003c/td\u003e\u003c/tr\u003e\n\u003c/tbody\u003e\u003c/table\u003e\n\u003c/center\u003e\n\u003c/div\u003e\n\u003cbr /\u003e\n\u003cbr /\u003e\u003c/div\u003e\n"},"link":[{"rel":"replies","type":"application/atom+xml","href":"https://www.comrevo.com/feeds/8654494707659477276/comments/default","title":"Post Comments"},{"rel":"replies","type":"text/html","href":"https://www.comrevo.com/2015/04/how-to-score-more-in-gate-within-short.html#comment-form","title":"1 Comments"},{"rel":"edit","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/8654494707659477276"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/913600556879440043/posts/default/8654494707659477276"},{"rel":"alternate","type":"text/html","href":"https://www.comrevo.com/2015/04/how-to-score-more-in-gate-within-short.html","title":"How to score more in GATE with a preparation of short duration"}],"author":[{"name":{"$t":"Parag Jambhulkar"},"uri":{"$t":"https://www.blogger.com/profile/13991750622483538113"},"email":{"$t":"noreply@blogger.com"},"gd$image":{"rel":"http://schemas.google.com/g/2005#thumbnail","width":"35","height":"35","src":"//www.blogger.com/img/blogger_logo_round_35.png"}}],"thr$total":{"$t":"1"}}]}});