{"id":11237,"date":"2019-12-30T13:22:36","date_gmt":"2019-12-30T18:22:36","guid":{"rendered":"https:\/\/blogs.mathworks.com\/pick\/?p=11237"},"modified":"2021-05-13T15:22:59","modified_gmt":"2021-05-13T19:22:59","slug":"2019-in-review","status":"publish","type":"post","link":"https:\/\/blogs.mathworks.com\/pick\/2019\/12\/30\/2019-in-review\/","title":{"rendered":"2019 in Review"},"content":{"rendered":"<p>It&#8217;s that time of year again; 2019 is coming to a close as are the two thousand teens.\u00a0 During the past decade, I started at MathWorks, Brett stepped down from full time posting to quarterly (thanks for your continued contributions Brett!) and Jiro moved from our headquarters in Massachusetts to the Japan office.\u00a0 Will and Greg have been posting quarterly, though Greg recently left MathWorks (good luck Greg!). Idin left MathWorks but returned in under a year to keep his window office so we&#8217;re still hoping to get communications topics out of him occasionally!\u00a0 Richard joined the blog and we had a brief stint from Avi before he turned his focus toward the <a href=\"https:\/\/blogs.mathworks.com\/deep-learning\">deep learning blog<\/a>.<\/p>\n<p>During this decade, including the indexes, we&#8217;ve had exactly 500 posts!\u00a0 Here is the cadence of our posts over time:<\/p>\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/files\/potwposts.png\"><img decoding=\"async\" loading=\"lazy\" class=\"alignnone wp-image-11247\" src=\"https:\/\/blogs.mathworks.com\/pick\/files\/potwposts.png\" alt=\"\" width=\"580\" height=\"443\" \/><\/a><\/p>\n<p>What&#8217;s the most popular post of the decade with almost 55000 page views?\u00a0 <a href=\"https:\/\/blogs.mathworks.com\/pick\/2012\/12\/21\/figure-margins-subplot-spacings-and-more\/\">https:\/\/blogs.mathworks.com\/pick\/2012\/12\/21\/figure-margins-subplot-spacings-and-more\/<\/a>.\u00a0 Due to its popularity, I added a banner to point users to the newer capabilities that hopefully alleviate the pain of making tiled layouts look good.<\/p>\n<p>I&#8217;ve been playing with the prerelease for R2020a and providing feedback to development on it.\u00a0 Almost every time I have to type &#8220;R2020a&#8221;, it comes out as &#8220;R2010a&#8221; because that &#8220;R201&#8221; is so ingrained.\u00a0 Time to learn new keystrokes.<\/p>\n<p>We wish you all a happy holiday season, a happy 2020, and a happy next decade!<\/p>\n<p>  <body bgcolor=\"white\" onload=\"outline()\" text=\"black\"><\/p>\n<table style=\"width:728px;border-top-style:solid;border-left-style:solid;border-bottom-style:solid;border-right-style:solid;\">\n<thead style=\"width:728px;\">\n<tr>\n<td colspan=\"2\" style=\"font-weight:bold;background-color:#00008B;text-align:center;border-top-style:solid;border-left-style:solid;border-bottom-style:solid;border-right-style:solid;\">\n<p style=\"text-align:center;color:#FFFFFF;\"><span style=\"font-size:20pt;color:#FFFFFF;font-weight:bold;\">Pick of The Week Index<\/span><\/p>\n<\/td>\n<\/tr>\n<\/thead>\n<tbody style=\"width:728px;\">\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/01\/04\/download-lots-of-files\/\"><span>Download Lots of Files<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3430999\"><span>Marcus Vollmer<\/span><\/a><\/p>\n<p><span>Easy and fast media and file download with Matlab. Download website content using file extensions. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/01\/11\/gps-visibility-predictor\/\"><span>GPS Visibility Predictor<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/2649867\"><span>Eric Ogier<\/span><\/a><\/p>\n<p><span>Real time simulator for visibility prediction of GPS satellites <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a title=\"https:\/\/blogs.mathworks.com\/pick\/2019\/01\/18\/live-script-gallery-and-run-in-browser\/ (link no longer works)\"><span>Live Script Gallery and \u201cRun in Browser\u201d<\/span><\/a><\/p>\n<p><span>MathWorks Development<\/span><\/p>\n<p><span>View example live scripts and try them or MATLAB documentation directly in your browser.<\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/01\/25\/distance-from-points-to-polyline-or-polygon\/\"><span>Distance from Points to Polyline or Polygon<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/870637\"><span>Michael Yoshpe<\/span><\/a><\/p>\n<p><span>Find minimum distances from points to a polyline or to a closed polygon <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/02\/01\/comprehensive-easy-to-use-particle-image-velocimetry-tool\/\"><span>Comprehensive, easy-to-use particle image velocimetry tool<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/1377529\"><span>William Thielicke<\/span><\/a><\/p>\n<p><span>Easy to use, GUI based tool to analyze, validate, postprocess, visualize and simulate (micro) PIV data. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/02\/08\/draggable-data-tips\/\"><span>Draggable Data Tips<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/8272669\"><span>Allen<\/span><\/a><\/p>\n<p><span>Creates draggable data tips with custom labeling options on most 2-D plots. Custom labels options can also be applied to standard data tips. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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w0ieZpjhIeUuIwQhBogFeDaIEHdhjp1KzyFPSORyIF7igWYpxTWTR6C9SKeqdg5mNtHTw7efYcG3lUaEe3kURRFX7X5U7fr\/c+WTcmiuw1AEWwE1cnTw8NsVZLt9wnVoU+rXNaWB8kmUylDSeD3qnSFTxYOt6LJFTnuk4QWMl8o4zLXtJFMiYVycaTSPhmMkeNo5lni6zovF8Xnx2ZuN27dTJybETKlKFNifJHTIEZtscA0MHVBoqjxk1xo66A+1VTWOhOgbMy9GNNGmlyjCjna5Zl1MgEhJm5RA8XMSwxbo7CoC1dTt+cKlZCDefXpoyfvvnMz4JfygAohPv7443v37nUhJF8V8et8enB0ctJMbmLBlNUqXxTTh8vjU7q9JwM3wGUc3s2OjvzAxC3HxoViba3AohZpZWOsCT4VU4\/XgT8wgI7zOnYZ1bGtFgg162lh56ch0Tjse3Es0\/nT03yt+tsbg507uy1BDKc6VKQFo6REUgkHV8RKqmmvWLQB1THR0EhlQQEAJdIq1ApohK+ti5hoWIO5ZDyVYBsUMYNrhXjg+BVEZZm5gNjQEyamT05mn1h95+bN3iXRK9RaW5blhUlp3wrpjVVVnh89PDxYqcFGTONethZGmOKkyYp4c2i2hiq3tY1P18s+11GxKgq\/8SYyP5C4VPG2YX3M3HgQIp2elMe+w93AtUNnUSjPWhwMTb50OLQyXzVZuVr7tUDSqZsgLk\/v3J20BnAFLWCKN5paO7HUpMDGV\/la+PEqVxFgqMyq1YhSlngkRAoZA4YywikRVWub2m1bt23qHACchvBFA7ZVbqa57zqxBb8uWodbtx\/k0OLPD47qIr9z5+6g33dfkfMUIfQ25v7LAs2CVLrVer1Om6e\/qNPCRuNgELcSVk15vDrOlBg4kcWRcyKHaq3AmzV5tLtxynieNqTJebIpRKlFY6RNj0\/azLs9Dq1ERpwgjAaMty53CHdbK2zQpBWSnMQj1+BCmXlTCVjde\/ed0o\/Nah1AaYwA29eWaAwSD6yUhsZLi\/1QEFHlWuFRr0VMNMZtwRqErKaocakGTAzWhiNwCOHaFxUrUypQYZy1BFLWXurQ0HEj04BGwg19dRfI49PZjxbLvdt3dra2kufXb58xQAghhDjL8\/jLaUFnWQfP\/d39s8ZorRHC1pi2VU2RzWbLaZaaZhpzrOMb0FOrNiuefJYfnaTe6AaJW0yVZrKaVtIStxoPnTRqLV3xAAAgAElEQVQ99oFsp8elwv7ObiJzFyuEvArydqobPMoqKYkklDPcSnNswI85jDzmcydd1+lq0VYVZ3ILZH80phEqm4VL8KLNKQrEOnUdo+vCKmalSp2+taC1WDhMJkNZSoZXBJpGNxSY1nVbKJDg05A6IGVlWoGQttgiYjE2VBlPQivpuuZmSRimxHeQD6cIHIn6IaLz2c\/\/n0cfh8lv\/+73NrdufMGAqqqyLOt087Ztu8hkKSVGSHZyyYK11iLbJYAyYK2x2hiMkbVgrbGmU7yNskYaK5URbWvLvCmLYiXrbDU7zWRzGthis48HPT9rNlbNYiXzulw6eQ1u3AuPHVrLXkwzR7Q6YVyJTKZuheP5utbE5Z4bHx0SP1JthSiyLGgaAcc5kq1EaJWfMi9wPN\/n+uks+6SpezwQqjAYE9yqtOZebJpaPv44xFroGmmlNDWtlkwJA0qohvi1QrSpM0QF41a31LRSYaM4RthaRH1QlmmZgyndfg+xWAgty1zVuVaNtQqwpQ5yKGaYYEDCIqNAK6oMVQASY4M1kpVcTbPZBxuTrS+SdSRJ4jhO56Uqy\/L09BQAojhOjw9\/8H\/9360yGGEmWw61RwUh2jIXgAlLBXZqRBTCFiFhaWuQxNggihEhSrerjIPyGCOotczpbw5j5LjEF1kQDXTYa7bEgJjhYQEKbL\/YB6yyk4PTVZVrTkI36rtkXuHZ53k05JG3UVpxIoBxcDjDtcKRAaoqIB4lDvKsbsq5yh3NPNMIyMuGmBz7OU0ISKSMF4pieky0nJpKg6KCSYmYUwMoLEwBrJbYa5u1w6UpR4B2B3FvELXBNvAkcAhxGSCDAIHdUK0CwAhTFBEYb2qjAYwlyCJkLLIWIQvGGEYsIRaDRQDIaKvBGKQRMZRuTG5kWVYUxbNkHYSQOI67Q0Acx5TSqqp6SZLPpq0qpcjDzW0a72nkCKUdUTumdh3V59ZzEcdAEDXIEcRrSKCdADsBM8oxrZQGA\/hxgo2h3KGkdFzXaI9QgtzaSKjdvaw03wBDlQ5pIzzX0fvTx\/nhw\/XCPoZkBLKPQnHzzkQOeoTAyG1xmeGoR22JVAs4Ma0Veev3GMZYGSlszoA7NABrAVmNaAOusspa4zgEAbSmqU3FnWE7l5QRhpeyRE1lGhlsrE4bW25w8u7O5q3bt+P+ADMXLkp+eHbV5wrBrLW+wpTQRe3rsztindmScw4AXd7Yuq6ttVu33vm9\/+V\/\/fwXH00f\/owvnva2dvHWDdzrMcenpTGrXMq69ZAbIZ+1G1Z4yDKHIk6NpdY6iDCDgTILViOCsbNdrYysBHWMQbyJdk8bPFJz0IbGkWIs8K1uk8HmO4MbjcW7hw\/Sjz9+ktz9gLOg3+DMCxmiiRcoyqH3DuiFdRLrBLCulVJu33UAOcjkzdwi7DpDih0C4ABgA6AtaC2bDFfzMRvJApUIHE9IM2JM6BjdSU\/ltpzc\/NpkdNsPQvwmbgddP7yTdumdu8y+L3xByebO5mhjuP6Nb3z00x9NH\/5sUOVetmt7G2a3725vceHAIpWrTPCkHfrEQw5qAhA+aqkFBFSJGhRCLLLKzaaCOm60PVmZNNX9WrEdV8JRViQD67IAa2xXUvq2pU5fEjLxY+8bv7kBTqZN47c+8pJT7GOPB9mxjyghBMojS0YWkSITtlZBjyOEI9Or21QUB5h4XFOKKLJGg8ll1oJl3qQwnsAiHJvArt2mLn1UzVvpBe\/8xrc2oo3OUPIVH0hpF6d4sc0IIcd1NiYbwW\/\/j\/s39j79L39p9Od9atljKycGj8Ig3nC3N3Ce63XZrpGMo1U4XlGgGFyKXWwdjFWlmkqSxNGBeyQyabwwCBNG2JND6CUy6jFVuZ5trbT1ELsa46rMAgPOnQ9uUyKOF\/vVKt8sH8fRZmF7MJxkdWX8MdPMta3DN2LulYvC5E00DK1lnA4lVkKJvK1bK1oLGhMaTnzGOaD2eDHi2mcZwaqS5MncYje5\/8G7ceQThLsMvF81A5qmufoUhhAEvvfOu++6jvPJX3+\/WB4Ob7jO1ILC+RaKAw+8xIas3yqVtc1CWo9bhxfaLKRyPGYMENfnvtOq1HPRdjDOSsmOT5HRarjZCNiiRuoVJY4Gl4Zza2i2EsnGKIw8BN42Zftmfzqf3bA5YMYsS1DdyhUkG7pd5KCsG4oeFut6lRon5pgiYwGcEDnWIzZBQK1yjbJ1Vq\/loOd4QYOMLafwiwVox3v3vbu9OPw1RmFSznl3Z\/FqPIeSvTt3AOMH\/\/X7fnoajCjLMmtQvQ0Oo07sL6oscMnAUF1pqYqAMQi5E3mAECJIqNQ1JiFRvcpQ2VAwdNCbAeuTBttKQWtFz2jpeypNqUFoNB50RHGZvzPeO3b4k8fTsV6JwSBOEpavbW4sAW6OIdi0caA82pZSlW3Q445LkFFISmQksQojoqWtKskDE\/Qa2WiRegd1a6h+952bg17064yBBaCMscFgcB2PPMVo79atthFPf\/pfmbdmQ4+3lZpi2PSVrUIvqHXb6jZ2gWtipbayxFllsRW6Nlp6xBe2LJQdJAE0der4jTIT3AhZea6fLwl1GweTttbxaHB2f9Za63PvxsbOfkvz+YqXsHbJKKS2zkiw7RgEzYlFEWBHMy2EsHNiMDAHE8cBQrUijRBGCRZS5vM6X7clPimKlXbu39kdjvq\/XupDFxXRFUu5FjZGt+\/dLbJiefCpH5Uy4rxpzJySTc9BilGvwU5uJGeaYqEaAcogwAgRTiNKvdSgMOEM2VXZFEATCkYWhDGQXArj9ipRWUW8jWFyni7GWE6dvRvbU+YVB4dYAhkng6Aw7RqHPYuUaUtEOOMB9VQrjGqkUAa0REgAMpgRN4rAWt001vilXE+F3huPRuONN5Ni4ssBtc\/LSXR\/v\/aGjMvoux+8\/7frdTZbDbxAhcwparxwYEwwEhGLpPVaLTR3GPc5IRSIgzkgUlhwAXkEltOl9TxGSYgr2TQRj6slZlwDrheZw4LYvyinACdksjX4vFqJRbF0Iyfpe+IUuxUJe7aaW0gRAex6XmC1RFpIo6wFjIkL2DXKyrqwWCgwSwkbydbejS3Avwr138gW\/UJURKd4dSdhpVRd1139Ftd1L7MLxaG3e\/+9z3\/6o2CxhC1OEmqWKWMDmei8XcVuHNBAaAPWWEwthtraRtlC2ZChrBKylXE\/aWuh2gVDVAsrFWJu3Qi1bPy9oQvWnAX0n8\/WyRHa2ds9MvuiWB5Bf9Mdu8sV1RQ5PSuXRpyC5EA4woxxZsHXlmphZNVIsUKsbbQ6PG1ctnHv5iZx8Kse8+uYwq6Tx+vqiycIoY7Cz6Iiqqpar9ddLak0TdfrdZcz5QoHmdZqc2e8PN07nT256a+bsev3aXm8DOlIcjmvVjELGXYbbWptLMLKWGmsQ5DWSK6zYeiWSrUy82TNWK+pJMYMSJEVCIMTcmLMC3d9zlRDbW3E3K0be0dPH6XlkTGjCeLuUkDUQ+4tYjJQlQWEKTUWqUYYVRhVY9bSCKpGHZ1Uwg7e3Rkw3zH6Ajp2VLuaB9fHuexba21X36X7k2ZZdmaRttZSSjvX\/JWJUq1L8Ttff\/cn\/++yquuorNphL0BOdbwe3t3y3XpZ5QRbl7oeZY2ylNiBizjDuK4lRSyJ8nTtUhlDKAwhlCIQGuu8JMOh7zovRxK8cJHP2sTndvumfvqwhrQZ7Dh13p4eI69P\/RABM21GaG2tNVpTj5CESuRWRXvydJWW7m98fejHXivk88aAEHx2G67j9JevO3FWdegyBN\/3zzKq0t3d3bMCcaPRqNfrLRaLqytwYAzGmF7kb9+9e\/Lg57241jnXg9gnYX6aJ9s9L2TrJsVWcRxFnLJutFrXWUEjL28LZaotLwAllGhcnyvTFAKUov0kgBflLHopgRRCANCLArZ3f3H0dLFe6GEw8EJUZcylyAmAhIhYjLW2rZBVJVpdq3VG5w3bHHKHsywtEYB5TnGMUb+fnPXyWhPCy+O5BOfqdiilZwKGIoS6pDK\/Auzd2p4dHM6Keo9784KPB9wt2frJrHdj2OODvJkr2TIWG+RYY8VybbDWTnualcNw4rZ5WlvCLEYaMZTPWscdBN51AwOC0OW7u3AwOzhuih4MOGLVU68NNCMaI2MMWEDSihrPBQXi\/jdf\/zp1KEIE80hoSFygBKy1ZZlbaxC6bjjtGz8qf6nEZy6jN+7cyipUNPXQ6kWWswRhgqc\/e2SLNvE2HeqX7XqVHy1OH63yw9ZrpUEuG\/cdVqalBcRDgrCRpi0lH\/aCC693XQbEc7f3xruUrU7QcT0yyV3rDazEuFC4JrLmp7V\/2HDP9d+\/vRFEblVVnz\/67OO5\/j8\/hazt7l5+kc321wVfNjx9sr0xOzycCZlUK7+\/c7pebt\/aBkoXD46Dke8EAce8LXJKvN7ursP4rFChi01ZNJWNdqhpq1awphVCB8PkquJcF4\/edXbf2Uymi6Pp8umaCdejTp8gUE2jiyrx6L2tfq8fAiCpJCGk1xs4LtwdAO9uzfz6jwFfmgEuoxt7u0effLSMvEm5XCXDopj3dzczRtu6dhACa4PxhHgOABLK1MpsOjg7yv1Rj9KiLCy20Ogw5o4X\/dL3ewAAEA7Hw3uDRFUiS4tWCmWs67J4ssFD\/\/ySQgh5nhf5KORwWsNnS0g4jH7dBRTeQP\/jrdFsP84aFSPTN1pg0og0HMfFAjfShoOAuAQADMC8Uj6C8nhFkeIxVXWhtWdNVTZoO\/G0aF+60IsAtDXPlBXXuUr4EuIm4SgOO580eiZaXsA3xqxXy0b1D0soBHw0h98Yw\/+w9cstg2vqSNffJ94AAzghG7d2Tz\/5OI8H7vrUu\/HOLFsSF28MAylUuSwRQjxgs1IVueAe5a52vNia3GprFC50\/dO\/fTD+4ANFEVgwYLvsYtaC0gqMsQhZqZwodEdX5sRAzzWUi7601jqOs72922IUu6AsfLABoQMYg8UXnIkXi8WF9Q\/s8wTwVwzkfMI7AAiC4Ao1582swPFkMHscFpUMfRYuZoPR5GQ5OzRoFPnhKKgq+XRRGwM7GwF3sS1L7PummRo0NHK90mRnsi1Ar61CgBhji8VitV75nn\/\/\/rvdL5FlbdpLy3JfBzBGSrVaG0AiBAAMCIO1AFmOjg5ge\/t8RlJr7eHhYRAElNJuAGcVKM+nITivEaFnk8aerxralROcTqdJklyW8OWCSnq\/QnwuJ2Rjb2v+6FHd3+bVytEb4yRaFfNZMbFAwFq\/5yWc+i41dWodbvUaMJOCClNVin\/9\/t319PDDn\/ykKkvGmNH6ZHoyHA7uvXefMgYAmCnzPIzgVwNKaRSF6Cz5HwAAWIxxVaB\/\/a\/hm9+Ef\/Wv4HnIeHf029raopRKKe3zmrhSys5C01Vg7Bw4Xe1QrXXbto7jMMbs87SelFKl1P7+\/oVmj2cDO\/90NpuladrlEDurn\/kqvGS\/AwCEUH+YLJ7662XqbQzQekaH2wmXSi80GxDqcAKMYq2VKgrMsa0Xlm6I9WoFloAThx6I\/teG\/bPqtlmWcc7P2WitMUYb\/WrWhzNDFlwZ2n2+bu75l+1woL\/3PXRygv7dvzP\/4B\/Ab\/+2RchoTTB2XZcQ8uDBg6Zpbty4sVgsmqa5desW5\/zhw4da69FodHx8TAjpEmwURdHllnr69GlXjvhb3\/pWZ2k2z6EbcJ7naZp2mVlfYABjzHVdY4zruldf0LCv5PnxXbe3Nc6PDvIN7BOmFyfuxpZvCmPWmERAfAvI5DOwJcIck0BUGJDMFNmMAsdl1tpWKiUlpWRjY0OpvSdP0M4OnNVAeZZ48iIT5lk60utcWXjpIfI8+Kf\/FE2n6Be\/QH\/1V+izz9Dv\/R7e3QVCOnau1+s8zz\/55JOuNPrDhw8nk8nR0VEX1Pzzn\/+8G0AXXOK6bpqm3cPBYPD++++f1SU+b+RwHOdMIr2cN5RznmXZ1fVyL7shM9oclqdLkRdivOksnuoVo6NNYgprBKjWVDm0JQ17iBCEHRC1DJhcmHEvxJQaY8qqLPIcIfA8bsywKL5IS4sxIIQwujQn\/KsT4pfAiWOIY7h5E08m6Cc\/Qf\/+39v792Ew6LbzzmaplArDEGM8nU6bpun3+71eLwzD3d3dTi5RSjuEsizfeeedNE2Hw+FZbeSXjBNntUXgJQZgjDsR9qsduAPuehsDvVhkIxjGY7s+VpRhP7RKWpEa2ZBohL3EylxWyig1xzamrh9yI5XrupuRb8djrVUQ+EliMUZKwekpYAxYgfe2E9g7jv2t34I7d9D3vw8ffgibm\/DtbwNAl86xm7Ba6\/fee69jZHex99vf\/ra1tjPsdJuEUqqrkdBx5UJf79tK1oEBRlvD42Wuy7Ya9COjdD4HqxF1AYc0HmM\/srqyUsi1rohTVeJW0sOEaKmEEKuqDYOgKEuEESFQN\/CLX8DjJ5DEMIrQN9\/7lcd1bdAaxmP4J\/8EfvIT+OyzzlLxUr7AoigopV0YFQB0ua+FEC+VwL5ahJyHN3wQjLm7GCWoaEqv8uKBw5hRCjNGvD4gDEbZamZqqwzNHZZY1us9uwwrhVilqzLN1llKdm8w1mYrkmdQF+C7oFz5tu9OPQNjAGP45jfB9599PgdSyk8\/\/bTLiV2WJec8juPT09Ojo6ObN292qZev6dw9gzfMAAQw3OyvHp+wskhRPYl6Ns+tlJa2YI1ulrbODYyE59f1Yjvg7Hnu5V4UDzc3tVZggVICUG6EiGCQ3wQwgGwL+Cu8QWUtXCQ6ugi2qqo++uijTlXZ3t7e29uTUv70pz+11v7u7\/7u1bmuXoU3L1lj13UGCdWkblRWr2gcAzJqdSLnj0w+x\/6kJXFqatZWUT\/uNjrsOrwfU0K4yzvnBKWIu8AYeNxwz\/DIZdF1E0G\/KXh1FzzvrdrY2CCESCnDMByPx5fFg752K33ztigEkPSjVV7FKFrWDYOpx31EqdUxiXZkDYtFVtl85PnE97sq1Aghp3fxbUJjrbWWfCU1ZM6DtbY7gp1\/iBB67733zjRLKaXjOJTS+\/fvd04u13Vf2nW7S6hXdPRWjIE+JVkvKvdP472tmZQTBq4bIOwZg2bzrCAtF03Y20MY2avqQAAAgLUXFkl429C27ZMnTzqd8PzzM4+YfZ789+yruq6fPHnyEr4xpq7rK1Tkt5KyDAHESTCN3XZ\/GtzZOaxtZIiL7Wye10JHPNMouKz8xN8FQAjdunUrz\/NXBYjW+rV+4\/MFHKy1V8e9vcCA5XKZpqnW+rXJOq4uYQIA3Fo+ivP6OH5yPJgMl2V9nDXDfjAYiqODYufWewRZdVEuz5fgOrapN4XTEbdDi+M4uahg0C\/LAHglt0lnisiyrAuEeIEBXZlVz\/O+fAUNa+2Q82bSr45O3SUeRvHWToKRePzkcX\/znSTgXb5huIaD+7U41xnPr+BMv5Bh9nnZoCvaeTW+6KV+z+cNfUGKdSa99Xo9mUyuLmd7raTb1rbW7i+PUZ72FNFYlxbjaLw7GVL8zFprX1di9qvEuc7svs4NmdfWkNFaLxaLzvDzwgoghDiO86YuKVgATumN4eaKR8sywwjHYT\/xPPorxQT+HYE3EhVxfp39KpvwdaKXzuxQPmFu3GvDCFnkvKhOnuFcp52vBue1xL3OQfeNuSS7ci7n5is67+97LunQ+ShXfC5Vk7W24yfqyiA8q0bxhUHzC1M+ejEY6zlK54F6dsY5f2ZEgDE6C2STUhpjyHnPIkLw3EXVmeM79fx8vRf8BS7qRqK1xgida+aL30sI0Vo\/28kRQs8n0tnv7WZk14s2hjy\/4Hd+xnWTgFJ6\/rR8VY76vMgBsy9mrTVaCQCEMS6KwvM8z\/dBK2u+0IiUtlIpSqkQom3bXr9PCAKjn13lRqC0UeoLv0QQBL7va2XOeVqs1K21gDGuqupZMSQE5lwvWhstFCFUKVUURVcX1Fg4UzWsMaoV3a9dLpeMsSRJjNZWPW8EgdRaG0MI6a6q93o9ypjUxtjnm7DRWsmOPVmWBUEQBIHVyhoDxnRhRa3WWhvGWFfddjAYIAQYGQS6m0hSaqVNR\/qyLBFCruueN9VdxQBjAFzfdJW8AIEWi5PjsiiCMCzL8ubNm70kMXVumurZKwidFOXB8dT3vK4IwY0buw5DVq7hmVkc0kIdTmd1XYdhuFqt3nnnnSRJ6rRR7Rlp7CJdrFYrz\/PKsvR9f2tzyxLdiOcucoyKtTw8PEYIdfTd2NhIer28NaqbdQjppllOp+v1qtfrnZycbGxs7O3tyaJU5bOhIoRPy2q6mJ+JlN3dXcLcRdkqY7uKfP9fdVfWHDmOnJEAL\/CuUpW6pVZPT2w7xrtre8b75LBj9v\/\/BcesZ7p1dKmkOsniBZAA\/JBFqlrbYq9jw54xHvQgpUCCCeT5IdOIavVw1wgRBMFyuXz\/\/v3l5aUqMyMbckRswG5\/WD6uoigqisIY8+7dOwadaQ9Ywx0orHdycb9SXef7PlanfBY3HRNBjFLXsylluGVMR+ogYIxh8e8oiiil1PbMyVF1GxXHsee6eKht22aMEML7agbgup3v+47jDD8ppQ53LHuoemB4zbuu8zwPaSzbJpQS4vffDjqXhGEEQDzPwy5YjFLXoVaf71XG9X1ujPZ9\/+LiAhvC2Y4LZhBu1NNdKENGmdMPQqnv2UdNAaCpCsLQcV3f9wEA1wuORyhDickM8TyZJAnnHDe1ZduUAIF+vQAeZ2FYG63xowHAM+96PBRhuFLWANUnRCWJjiLbtuu6rqradV1q0+7kQjMPgzlljuO0bSulzLJ9Oj0T8FSpxdhiOu0IAcuyyrIUQgjR2ATAtMhFDSQMQ7y5JqVUShXFgYex6I5yEwixbDg7M5bFjCG2bWdZxj2Xd8L0ValbTZIkDoIA21UqpQ6HQxR5tk36Q2J8woHNLMvSWgshsixL48RXevDPO0pxtzLGsDlc0zTMYYrpo54yJIhDy3Ecx8HOc9v1ejKbi5Pm2dSuZ1NNABhjCER\/pp9HGWCIqNqWoHCAjsj71X1xKIIgqKoqDMMwCCxqRFsMDNhn1eJuidABpVQcx\/F0WqvjogBAVvXDpwWKoKIofN\/3fU41lWWFDDAMNtluu9txzqWUXde9eXNp+VHWHGEplIIqyoe7awLEcdyqqmzbnp1NLVFp2SI6SCrzsNpvt9skSYqiQAM\/CqiR+fFVKWT76n65ZoxRSoUQr1+\/jqO4KY\/gMAAQSnx6+NQ0DdbRa9s2SWLPYqKtkAFGwXaTLZePYRhigY1Jmiazed07+ABQF8Xj3a1sW9\/3l8ul7\/tXV1enPHjewgR3pZTSsiygJEx7aAKAbFlQha7rco9jfMN2bMtyLPoEKayd1fFPtq2UYpZlA5lax9YiAFB6VhEEGDvE\/eU4ru15VnycxBjDWzkhBFERWuswjLgFl7HTH2uSKbtJU9yY2C+LWRY4Z2zI87UtL8R8Puecp2nadV0QBIYGxOuBJwCut0rTDvvaG2OiKLJsFk69XlgCrSGqoiAIPM+bTCZSSsdxXYvb9Bik0caUXnt2doaxA6WU67o2mIll+g42kLtOFcdACBaFQx8Yy4N+IRSxXq83mw2m2YIg0Ep3ZaV7s0wR4tgOY9S27fV6jWJRtaZun+wTxmzHcTjnePFmMp0SpUxTEgyGUEqkQowNY+zh4cG27el0QkxNtMS9aQyxbct1XcdxDodDURSe55nWyFoMdiwYwIyrUgrbv15eXghVa92h298pjZU3Xdd9fHxsmiaKIkVI3R3XQgEIZTiJlHKz2SilojDUVW1OijoiRsSyrNVqJYR49fp13ZrmuF4Aoy3bwdr7eZ5jBIGojtQVMcf1gm69HgCBNVlRmg13sz9jQJqm+MjJZKK1BgJKSj1ID6OXy\/ssy5IkQQ4ZrTut607DkcTku93dzQfP45Zl5Xnuui4xRreCHD14ELW8ub2rynIymeR5zrnfti1xwKgGUYVGw3r9+PCw9n1OCEErc5qedY3CY0QpPRTF9c211joIAjQQldaKtEpJlLFdqxeLxWazmU6nVVXVdX1xcaENafsjQgnJsmxxewOUcs4Ph8P5q1dAoKsFMoACiK69vburyhLl2LGkAPPqVh8DS0Zt1+tPd7e4lw+HQxhFRmndNqQHjtRFfX19I6WcTCaHw8GyrCiK0jR9uhX5zD\/EPXV+fm6MeXx8nM3Ohhs8WuumEYPQNMYEQUCBkpPORY0QWmuUP1VVWZYVx\/HQRQ2wg5Ns8QZOXdfYu5ky1GsE+y\/LpgYABDy1bet5nuM4WAgKp5FSdkrhi+FWiuOYEND9U4zWQjQI18HzHgSB6zjHjUkIASIaqYzBfpZ1Xdu2HQTB6Vqw28GwXillkiSMsoHGGNMIMbwqdgfnnJ+ut23bru3wVREzUVXV2dlZlmVRFD2PBZFnoQijdL1Q9CjOGkl\/vt1lWR5F0Wq1cl33hx9+sI1T7ZujUqEml9nt4tbnvhAiz\/PLy8s\/\/tM\/5mJttEJsVVOox0+7Q3GIogiV0r98\/z0N07JVcNwRen97s1mvOedFURwOh+++++53b66qh1W\/KjgQff24JMagcOCc\/9u\/\/8e6MY3UCIqmXVOvP63X6zRNV6tVURT\/+qc\/fTufyGyDrwqULQ9isdowSrXW2+32m2\/e\/fH3\/0DaR\/QrAaBq4C8fN1VVBYG\/Xq+rqvrzj3\/2KK\/z5hjrp3pXbRfLBbbgzbLs6urqn7\/\/Q96sj34PhWrfLhcbIYTv+9fX12EYvn\/\/\/kUl\/HwAo3zOsAcdgMVazqVl2b7vJ0li27bneY7tuJE7MFw8NtPJFG1zLAJuMXfSN90FgNKURdB43AuCALF5nutyi4Q9kN9okJzrycTzvPl83jTNdDplPg+\/uRoY0Gb7VNQAEATBZDKhlDoWe5Mw3dvwqqV3hTefz4MgSNO0ruskSYgfO0P5SABPPyays\/xQIl0AAAWGSURBVBjjnM\/n8+l0Si2XsIuBgJEmDBvf5ziJEIL7nHPuJR6+hja6WpSohM\/OzvApNvMm\/kWvhCmVmc9r9KIxxfLs+ukYAwwhjaJA2HFrGhVFoVLKcZztdtu2rVJKG6mE6OnBc7wkSTzPK8tSSsk5b5Wpu8EsI0pDHCeo2Q6HA3byJLKBTg4P9TlnzHJdJ8\/zY8c5o4guh6fYFkRRbNuWUqqua+z8pKpOK43g2053cRwLITzPw9Z0xBhlulbXPRep7TppkmDUBG3ZKI5bYukey6YIQ+HOGEPj0BijGjHAhA0hPvcBwPM8jJsh3o2e3DhLkjSOnxI7SqntdnuanxljgNamUhq9RwBQQn78+HG\/36dpWhQF9\/3Xr19bRMm8OHrCAKts++H2lnseBgmurq7OL94UQil9PJJdUd398l9lWU4mE4w3vHp1zg2ouiLo3wN8uls+rFZBECil8jy3HedsEuiu6LcmzbPyP\/9yTYwJw3Cz2YRh+O27b1WtO6kwrtcq+fHTx\/V6PZ1OUY5NJtMgdhtZHoUlZavV5vbmE2MUC\/j7nBNKa6kU7hVKZd18+OWXsiyTJMmyTAjx9uqtxey2KNAT1kDu1493i0UYhlrr\/X5PCHn79u1INgZ6gPvTb55Rd1232WzOz88BYLFYyLY74mEBjFJlUeDmJYRQSjnnQOBJsxFSNY2Q0mIMg5S2bYdhqDQZ9GfXtXVVEkKGhmW+71uMDsE4IKSoqrbrUPthXWvPc02fvwdChZBVXaOOxfWEYQhPawGjdVmXQ9YIk6yu65x2OmzqY7lINGfR8D3NHKquq8sSI3qYgwrDkBKMwhJCCDGkrGu8fYZ1rzC4MpIzQPv71atX+\/3+y0r4dMxmM\/157tecn2P0FQOwpr9m+ERw0qP5ZC2nFMT0m+IJhPr56559voDjxfPhN4YM6UzS76m\/ztANb4I\/Ecv\/RGOI+XwSdN0BgA4pyf5P5OSFldanNDPzfBJk1Ui+5DQfSf5aBGEyAScdyeU3TTPgI784tNZSyr+fBvucj\/cT\/ltoUJeMFygfmleM0Egp8dCM0NR1jW7gCM0wniYapFhd1\/v9fuT\/MQqfpulLBAAghEBB\/1UajCW8RFOWJeKNR+ZBmiRJRubBcPHIrRMA2O\/3gwx5iSbPc8ZYEAQjNJvNJooijHB8kcYYg845OWVAVVX39\/cIOB263b70\/+jBj9NgjHCcBkOeI4shhHz1WZgYGJ8HZcI4DbqHX6X56jz46UVvHH5xYKSWnDKAMYYb1rKscXQ1en3jFaebptFa+74\/kkRtmgbV48iJLssS8ZcjJ7IoCinlSIERYwyegBGwEyEkz\/NxGpwHAMbnQbtg5PugdYdNm59Wjm704XBYr9cjooMQUhRFnuez2Wzko+R5jrcDR0T84XBYrVaIzniJZrFY4LNGmHR7e1uW5Ww2e0lpGWNubm7wVteIevzw4UPXdWgBfpGg67rlcsk5n81mL03Stu1yuXRddz5\/sZsYghgvLi4+YwAOvPsxDr5gjHHOx2lc18UE0EsEfwsNmryYkBqZZ+i\/Mv6scTSfMcbzvCfD7OVnYbbjJRqcZ9yyoJRGUYRWw9\/Vq+p\/e5jeKTXGYLwMY2doAZv+iijpkVJd10E\/CCFf5cpvYfzapRJGx\/AFpZQ\/\/fRTmqZxHFdVhUZRnudxHGOMl3OOsQ08NGjdIlh8SOf+qkt5cfymGTAMvJqy2+12ux0hJI7jt2\/f\/vzzz47jCCEwZH1+fp4kyf39vTFmsVjM53NM9lqW9eOPP\/5PL678n43\/HwwY3EMMwWKQAzUhRv0QUTmdTne7ndaac45oLd\/3lVJfLUv7K47ftA4YBuqAQYygk4Fv3rYt\/n6IHSF+7VR\/4L3zX\/H9R8Z\/A\/2UTjA51TZ2AAAAAElFTkSuQmCC\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/02\/15\/beating-cartoon-heart\/\"><span>Beating (Cartoon) Heart<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/9069783\"><span>Nathaniel Barlow<\/span><\/a><\/p>\n<p><span>Fun Valentine&#8217;s Day animation: An implicit &#8220;heart&#8221; surface is diffused forwards and backwards to simulate (cartoon) heart beating.  <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/02\/22\/hdl-coder-tutorial-and-evaluation-reference-guide\/\"><span>HDL Coder Tutorial and Evaluation Reference Guide<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/5844587\"><span>Jack Erickson<\/span><\/a><\/p>\n<p><span>Learn how to deploy an algorithm to an FPGA using MATLAB and Simulink <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/03\/02\/get-your-key-press\/\"><span>Get your key press<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/870065\"><span>Jos (10584)<\/span><\/a><\/p>\n<p><span>Get a keypress <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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Wax6gR96np0nXppqRgmQZlmn3UcgGYQAHGt7fNIkBASUykszGzXOEdlXSklFRL3uwHUmCclpmj56dCCElEoQMTCdHNeElMxWCpHEyd2P7\/m+b8gKFGmS3vngblgqZVlGlrXJPr33UApJVgspiaFWOzVkyRrHRpgPo+HpWegHNk3JGmPtdDyJ48QSAUJ5oXzt5nMbm+vXNjaqC6Ug8FGINInZtU\/h5bsgN\/LF5d+8ioDmuOa+jdGmc3o+KUVSeqGnfOQNXyglZpqU5\/lB6LK4li0DKnCV1nlHEDExW0\/5eYArPWLSRhudIYDneVIqIRDRAIDveYhIZIkY8z5kLHsBuwQygpSeQKV1Qmw95SOiO0FBQM\/zA2QA0lqbDPV0Njg4WVxfTeextjZNzTyeMZEUrsEWAWB9deUfv\/1Vz3dBlJzP1LMdYp9LFMTMrK2AXFYEEFCgp7wwLJGxbM1SpVz1ILE2IayurS6trrFmx95mBxJA6RgdgR9mOkVkz\/OBmSxJlEpKY22mM9dxKYSQQlq2QqCUEhDYWlc24r5L6AdEDJIFSmABINNkZqyWUlxk0R1ewbI11lpjR9Gwf34OOssms2w21qi0ZSBWShEJROF5vpJSCOUHIQABopTC8zzmoh7wkg0ARftz3r8LzMieJ5VUrnBDCCmlMjorK9gsi4qn9DQuheGvffOfv\/Pu28ZYROl50lMSBABLQJAShfCERCmAgXPQDSBiTkPAnBjjMAQoBCC6HlQ3Chf6QE7ZUQAwWet67p08N5MBcCsVWG2NzYyxxNTudf\/Nn\/5Fp9mSWeojWGREFFIq5bnbKZerDlRcDDcKRKGkKaidl22A\/FFiKHgEIAB3dnZuXr++t\/9YCFRKCiEk4lrZWyr7qbZa24WVhbfe\/sqXXvv5LEtzFpjT1gZ8oncB8JSWAz9p\/C6oT5A3UTsgh4vDC0TdBRwB8AnNgwEuWh\/5QieooAoBIMLWzta1nZ1u\/TQAQiEyyxIlKIWAUiol5cbaVqlcZmCpBLgaXQQppTXP7oUvyQDWGjf8OfZCoBTi+Rdu\/vEf\/9Hf\/eD2aDxyZM0sjdc9UVYi1ZlXjTVjlmTaWG0oR2vgk4HP2XEADi1TTK6LznfM6dtPQd+Kzz5FZOGcD1K8xkLR7WK65md3Re82AIA1JEH4SnoSFUoDIFUInlRSSKkWwupXb70VBkGaJEKgEPKCvlOcBD65LrNLEos6MaGklEopT73z9bffefcd62T1jLVkyRKRBbJk+P33b4\/Hc0\/5TsGNcw0MLkQccjAAFEcexSTgAnvMDrfkPlxMBcgFUfN35C0jF4bIye188WuAnIPoYkhCgHk8N8Cv33rzpRdfWlysoB943kK4UA5KvvRUpVS5euPaeDJKktgP\/VJpwfdDpdB1MtHnYgBEIQSSFADoKaWUkFJJpfI+HiUZhCclMhsmIBZAQqoXXn651+9Gw57RxuYHqm5HDUBMQAAoQLBrmgYHOeQnDsjtMnI+qS2e4KewHAAMIhfecRz6nM\/LDIYLeqZrBIa8xRgkYvPsLNHZV77+tddef2NxeUl5ClEWXfB5A2yazIm0sVmmTbXC5XLZtUR8XmsAS6UYQQBIKYUQUko3N3PgP7IlcoVkiEgglMCl1eWjk4PHjx4YbZjZNcIRc04Acy3u4JqRmAEEu\/DSLQJU2MNNEePQlQx8oT7jlGlycg0JYM75N7m2KOe5BiZGi4ycs0Tg6LhmLS+vroalslK+QIGOg+QYfgSWrDYZFW5rOmNrTaYz\/vujf3kGABS+5wt0PdhCSimkFAUxCfOuMZtLXGBul3I5nEwnJ7UacC5XdIE2BgRElfN3CwK4O+SHC0glFC1CkPt9d\/dcdGrmoAgo2DQO78ZsHTQnB+OzE7MCZmDFYAVCu93b2ty5fu1GGAQCJSAUFMjCv7CDpAqttStJIUvGGiEc4PJzMAB4vk\/WSilczFcgDvO+gRxmX9yy+22lWlmsLjVbPWBrjNbWPVFuPFytERHbnPQKOaqQHYvAaRuR07l2K0B+\/CdQ5KENEBaarUBogaw2xrBUqjhRZyGAiAAlACAjIgiB9frZe9\/41a2tK+QipsKe7g0EOWy0IJU7QghkOvN8+Qyw5jIMwMzz2SwIgifL5VMBCeX4rNwtFzfDZLFcLr37i18fDiOtU2tdbSth7l3IkrWWDFki61wS5ksluxNYY8hobYxx7omZkAXzE6AxMaHAwh8Jtqy11sa6pKEUgAKldPQ+5eqZnAN74blX3vjK69JTYKzTusQc6pf\/eef4mMnagqeAqHVmCZ\/OQ1yeAYbDgUIRlspKeiigQDUAANk84GPIdwoA+QtUQuxcu7q1vU3GPtlF5\/fGRW6DHA8jp+4V8sAMTNZhNGyh\/EDAyHQBKchj\/ic8UafHzfk6L3IgLAGyyHfh5IJp3w+CsKTZohCSmcTFwwOQP\/4IkCMt3Vc11vS63bBUkuJ\/pyn\/f\/1CxDTV0Tjyg7JSvlICpRRCChQgXXQqhBQuwHRNfAUqA4EIBUpPXdwVQxEsYi4D6pBNTiZb5Ps8Z2OB7nXupC\/2ahccJ7iQZC32CRcILgAnj045kJi4mGBERGysdYybPCjmQuCYiJ\/6QcWPeD579PDRO++++znMAEQMwvJZrabExBDlOD7XQi6lkCiFFFI63OnF+EG+cxAoHHoQClgigBBP4P8Oo45MTh00TzbmnB5EtLnd7IUmqKMbQyE66FYgQieI7tYWZ5h8HLGYKU4StHhMmCgXo7bsKr\/z6UPWWia2VhMRGbI207bfaQ\/7\/Z2dbz0zOJe0CK+sru1lnMwHQrDMWxTQ0ZYdMtgFjzlqEuFCilGA5CLMyZMMjCDzCc7uxDWPKKkALuXdfwW\/tgiyOB9+BkCw+cgXDpBz+Renhcd50oQuUojw1JEeFe6IwAIBW7I5P+rimQfKtx7MTDbTpnN+trSysrW9\/fkYYGNjbWNn56MPmsl8hMBCCM9TQghPSpRCoJDusS16+wEYHNSWC5bt04D4XFXDuRPMt6d5YEQXMUnuhPlJNYBbJIm5ePrzFEWRMgIGyol2AADAjE5Nsahtdf6cXGaCgNi69cqRmZjIArFlcAQhm08QO5vPz87Pb7z0cqn8rEzJJRlAKfXlN17PsuzB\/d1hbzCbTyeTCTB4UiKyUkIIAcxSeu60GAUIh88SKFAKwfmLXNIChVsY3dsKhD0AMli8QKg6GLFDY+U5Hc73RvZCqwHo4mHPzUO5Jq3LRJAFcHLflgjIUv4vZga2lpjYFo7IWkNMDmZmtNXW6kxra4hsUKq88dYtpZ4d8Mtq1C6uJE7iJG7UG3d+emc8mrKlZBZnJrGWkiTWmhFRG03WatJMRGwLHqV1D27xcBICoCr43RcRiMhx\/65BFxyGkdipDjCQZYssgG3hahzbjRDYWoJcSjFPPDC5\/w8JmMgyC2vzkyW3X3SsWGLMHRQwAUsUQkhjLCALIcJS8NKrL773K++9+\/V3P6vWedkGuLiSNNH54Z+2xhhrkzhOkzTTmoiBOU3TOJ7HcayNMZmO4\/k8jrXRZMlqk6apNdYQZVlKboPA7Mgw7HahDEIJY0ySZugq84gA2JIFQLIOIUYCJTG7KWSsRYm+7yOikkoIAUCe53meJ6RUSrlpKoRUnvT9wPd9FCIMA8\/z3CgqTwFAGIZBEFgi3\/PW19fX19evXNmuVhf\/wXH43Azwf3rlDrhYCS3ljsKlT8Hlk5zr4Vwc3cXgTkHNfRIByGkXF0ekQgh3Lg0AwIAClVRQJKyYWUnpDlsACqg75qVvjq8spXwmsnzm5f\/6+n\/GAP+\/Xv8Ts9IIbk9khWUAAAAASUVORK5CYII=\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/03\/08\/world-bank-api-access\/\"><span>World Bank API Access<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/4155636\"><span>kim9091<\/span><\/a><\/p>\n<p><span>Fetch data from Worldbank API <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/03\/22\/multi-column-legend-revisited\/\"><span>Multi-column legend, revisited<\/span><\/a><\/p>\n<p><span>MathWorks Development<\/span><\/p>\n<p><span>Specify the number of columns in a legend using NumColumns property<\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/03\/29\/connectionist-temporal-classification-layer\/\"><span>Connectionist Temporal Classification Layer<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/8035852\"><span>SergeyLA<\/span><\/a><\/p>\n<p><span>CTC Loss calculations for speech recognition neural networks <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/04\/05\/do-you-find-yourself-searching-for-connection-in-simulink\/\"><span>Do You Find Yourself Searching for Connection (in Simulink)?<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/11581858\"><span>Robert Rasche<\/span><\/a><\/p>\n<p><span>easy-as-pie API to Simulink <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/04\/12\/matlab-grader-test-assessment-generator\/\"><span>MATLAB Grader Test (Assessment) Generator<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/1775861\"><span>Robin T. Bye<\/span><\/a><\/p>\n<p><span>Test generator for Matlab Grader <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/04\/19\/matlab-projects\/\"><span>MATLAB Projects<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/11978197\"><span>Dmitry Ratner<\/span><\/a><\/p>\n<p><span>Save folder structure in a file, select run file, run selected file regardless to editing file. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/04\/26\/convert-between-rgb-and-color-names\/\"><span>Convert between RGB and Color Names<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3102170\"><span>Stephen Cobeldick<\/span><\/a><\/p>\n<p><span>RGB to color name. Color name to RGB. Palettes: CSS, HTML, MATLAB, SVG, X11, xcolor, xkcd,&#8230; <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/05\/03\/getting-started-with-matlab-examples\/\"><span>Getting Started with MATLAB examples<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/1455089\"><span>Matt Tearle<\/span><\/a><\/p>\n<p><span>Example MATLAB scripts for the solar panel example shown in the &#8220;Getting Started with MATLAB&#8221; video <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/05\/17\/whats-your-color-scheme\/\"><span>What\u2019s Your Color Scheme?<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/4273241\"><span>Scott Lowe<\/span><\/a><\/p>\n<p><span>Apply and save color schemes in MATLAB with ease. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/05\/25\/thingspeak-functionality-ships-with-r2019a\/\"><span>ThingSpeak functionality ships with R2019a<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/5382736\"><span>MathWorks Internet of Things Team<\/span><\/a><\/p>\n<p><span>Functions for connectivity from MATLAB to ThingSpeak.com. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/05\/31\/memory-info\/\"><span>Memory Info<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/4254251\"><span>Sviatoslav Danylenko<\/span><\/a><\/p>\n<p><span>Cross-platform memory usage information <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/06\/10\/ais-decoder\/\"><span>AIS Decoder<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/261482\"><span>Mike Donovan<\/span><\/a><\/p>\n<p><span>This submission provides an app and the source code to decode AIS transmissions using the RTL-SDR. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/06\/14\/alluvial-flow-diagram\/\"><span>Alluvial flow diagram<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/1297181\"><span>Alexander Carmeli<\/span><\/a><\/p>\n<p><span>Plot flows from sources to sinks and relationships between categories. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/06\/21\/beer-me\/\"><span>Beer Me!<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/6836521\"><span>bheinle7<\/span><\/a><\/p>\n<p><span>The App takes in user preferences on cuisine and pairs it with a beer style. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/07\/08\/changing-font-size-of-built-in-dialog-boxes\/\"><span>Changing font size of built-in dialog boxes<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3753776\"><span>Adam Danz<\/span><\/a><\/p>\n<p><span>Change the fontsize and other text properties in a msgbox(), errordlg(), warndlg() etc. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/07\/12\/struct2vars\/\"><span>Struct2Vars<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3529521\"><span>Matthew Eicholtz<\/span><\/a><\/p>\n<p><span>Convert scalar structure into variables. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/07\/19\/generate-code-for-all-the-things\/\"><span>Generate Code for All the Things?<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/2299743\"><span>TAB<\/span><\/a><\/p>\n<p><span>This document is an introduction on using based model based design for embedded control systems. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/07\/29\/when-was-the-function-introduced\/\"><span>When was the function introduced?<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/2664900\"><span>Reza Ahmadzadeh<\/span><\/a><\/p>\n<p><span>This function shows the version in which the input function was introduced. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/08\/09\/maze\/\"><span>Maze<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/35425\"><span>Rodney Meyer<\/span><\/a><\/p>\n<p><span>Creates a maze and measures a player&#8217;s completion time. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/08\/23\/polygon2voxel\/\"><span>Polygon2Voxel<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/1097878\"><span>Dirk-Jan Kroon<\/span><\/a><\/p>\n<p><span>Convert a triangulated mesh into a voxel volume <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/08\/30\/how-old-do-i-look\/\"><span>How Old Do I Look?<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3502213\"><span>Masayuki Tanaka<\/span><\/a><\/p>\n<p><span>It is a sample to estimate age and gender from face.  <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/09\/06\/winner-of-machine-learning-hackathon\/\"><span>Winner of Machine Learning Hackathon<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/7469523\"><span>Paola Jaramillo<\/span><\/a><\/p>\n<p><span>If you wonder about the use of Deep Learning in your application, Transfer Learning is a quick way to test this!  <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/09\/13\/tiled-layout\/\"><span>Tiled Layout<\/span><\/a><\/p>\n<p><span>MathWorks Development<\/span><\/p>\n<p><span>This introduces tiledlayout, i.e. subplot 2.0!<\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/09\/27\/new-with-r2019b-function-argument-validation\/\"><span>New with R2019b \u2013 Function Argument Validation<\/span><\/a><\/p>\n<p><span>MathWorks Development<\/span><\/p>\n<p><span>Our favorite new feature from R2019b, a replacement for varargin and inputParser to elegantly parse function inputs.<\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/10\/04\/leaf-pile\/\"><span>Leaf Pile!<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/9069783\"><span>Nathaniel Barlow<\/span><\/a><\/p>\n<p><span>Makes a pile of random leaves. Make some autumn decorations for your office or home! <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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7czqeUD0LMxZwO9RCcc7AFICEVckHc2oaej8IO\/iQQwE9H74MA7pmLCpjdD2MMMoRcFb1RQIIlLA1+HSUKbgRSLNLKDHx66Jxmg5sgCzduGwFDpa3C0aHXeoTzA6V\/8olrA0vu2dORa376n0aWRg3xfPf2h1Ac0b2IyZO3col7gA6eQNVGIQqnCyCEojAXYOzG7h3QX8Hod9C5gepXsTrE9\/tePULwkNeMr3\/xvsie6PKg9dKp8OevFsmGpQEFaNtQCsGWkAqbFubvR\/wQIkCgTWCGdgrAl9JtNBh3LElCsontJ+GPIhaBdgcPQgAROjRUTMOwtEyk84B+YddwXXkAQUmMdjZcHz2aM5FGuUDDn\/b33o\/1v8e+5VrQOOtH8YnmzMnOgZl6R5+bubYOLlEPGHfilYUAFg+jdxRDCQiFusSbb6Cvie3bkf8QFiwkL6GL0bWOjFCuhOvj4kRXZjL5G\/wtOWB7n\/KrNxHyUdCwobCnF6VeCsygFuLSo6gA+ircIIw2JWTaKYBqpTJ1\/boKhXbe+Qvr6M5j\/k+w8BvYuQvc2FoezNjWg3LZn6EeHdonxqaXVw3T4s5O3\/dhmiCBco2Ug2iEj3wE7FLicd4oq4fmIQRIk5+fPZmvqXAP1mfhjvDENVgMjQEgVEOnj64ouALpYaYLvRrt+jocjVM69DC2LPgwfBcVHxsG1twmI3xNTvz2xIViilf+BvFlsELiC4iGcWpS\/2vN+tREdXAMhavYGUMw2rbds50CCIXD2yYmEAxsDcpQhLyhmRGVieLaNO8eAgGt7BMUFNF63\/Z91uzVGeu7G0d+98CpermY6IZGCASwmWMYYB\/kY\/UWCrfIzcMBBwkAHYtV6jb0EIwSIkmc3IHdq+guAgSb4W5gvY51Fykd3UfhnICKsh6BJu+YNIBSyPiwDOwy0b2ay7118\/gnH22+KP\/jI5crv81uCsF\/ia4gcqdxpE8mEu5ECqaHow+AHbDXNthSOwVg6HoymVSeW2n9Tqiz\/u8\/vMveXNuby66eouJ+PnoA+p3NUkoVmZ\/Z3NH\/DR7v6S\/ErcrmKnQLCkh2IBbdylVBg1\/k1Fl0R4AQKQkBJp1CBhPQMYbpdXTuwrUCEkUYDA3APFaHkO4FJFJB+rf7to3n84Mrm7tshFqbFMNnGBp6NAQI\/QE8fvz65fvHX4l\/2D9n\/ycfOx1M8+0C5v4YD\/8SIgGVDLjwANxZxO0zHttshrYCB3esIM6YYvFDY+e\/8Pjc+fjIPu6dIKFRC6oDYJ9d+S\/9C6bvBDqCvLrUyMuRUWysQ\/nQNJgGpCTJBBe3Aon\/bWTXV\/10rciCuYXqggI8jPdhzzhiQNcxrPRBAkwYdNB7EQN70DdKTk1MPbpneSg1qBAmEGPBx1VJhhC7NMQBSQSddi1Un37+Gx+3vzuV7\/zLN\/qdOXg2BYehMaDAcuulWsL76VGXP5HaLIC7eDEFoInjx8ZqO3uCuzrPf+6x+nPaynGuZJlacCZGwOSOoHK1EBc2f2n0UjKOeAQdYQSDLagctDBrQUYQSlG2b+wbj3\/qP9\/x6W95adff2szBCOmYSKG3D7KOQgMCIIYNzLwQ+MFfakKwY6gDf\/zGk1fmmhau+PS3unldUtBhKqplhbImtBpXK\/y9fd2XOieGaONfDLzgXd544c8hrvODh2BbYLwdmmZuI\/OB98kP0BiZMDImLWzvkSFbFeruvp6LB8bXA\/r1E9mjvZm9h4kkA2hKkhuzT\/VOT47UQh0gnwZ6yRAKNntNnDgd74gibZcO9+VCpb9\/7bUuv7t\/WQ9XFSWI78J4dcDUkFkC2TinY8RHDFgL6OIHxv\/dH39meG3xQOpEWUxMrdZ1krreV3c3Usb3j+2Y7ev4rT87eaPb\/v6z+1fvH0Yo8M1a9YB7+uPPzHR0I7uI+csYbUCEAB8kwAxqN8PeFwEoCS2I3A59aWdvz6nrbiTUGE5f\/sw+P2gtX1o+sJQhi9EEM64X\/a7M1OFGJreKqU6a2MPROH\/jVLoj4h5I5VB3vrW+xwmnInrDKze7vaWH584N6hzXGALQsGV6KoR13PcwTtzC2mugoOa64lCh3vT0f1OcXJhPHM0uvNqdmlyw9juuW2p+4+OTNz68y+2Jkiu\/auilwWRjMCE0Egw\/GD2rH1vLDn0mcGbyQCnXielXMJzHikBAoTeCW0WK6ZxqAyZxi9oPziXCkqVyFqy+AFUrHzt1+nuPPFz3lBzsEAT1yPgbp1eTizd74wgGMKi5w8H8AHg9a3zdPRSxtH3m9MnqjqrqPllc6qW1TrV+qdKb6R7Suv1CbHhtY\/No5ex9kbzYRELBFFsxOFOH3Y3tTZDAdMyKNWUl7\/V76rG3rk0mamuKzaS1y5cp4jqQj9rFnngkqAtdrh\/bxpowFQtPMiA0zXeafrX0\/NUe6bh7tzfUo1h4E24YIomFK5B1XrDRaCLdnpTw+5ATBkEbYDmEYfY+e\/5Mv9dwbIstw2g0hUAzEFiIdDmZ6UyR9QYGLD9iwTDhavqy1aOs\/ky9pxkLOUbkphtbE8OBeMGGzRYTi2agIx\/plMVqX\/jNpo\/SIrZHtvZGAcDDQBjPp62rifivzm02BQzFH7uwkN0fPD8w8omTyynls4DlY\/\/FlcUndgg9qBiGJoQnFbMiAsAMoYuA7g+YuTg1NA3dI9B0aAJWApcce+4Vc4LLbgLCbA+Gvp0CUEopKYUmklFKJhBTzlPFtavRZDUaQaakwnaBzf6Zm5\/0ZgaS8CXqDnJNNjVAocP0\/oPKhecK9lr3SIeqBlVTBfWq7KgYCRMu+ZKZDci4oRdE7\/KCmWq6DUamDktDOACNwR4CJq4N20Igyr6ZBLkYKOJvsuExp\/HgTAFBEOB7nBtOcjzIIALDk6qVAgYAECsOhla1nRoiorJWnN4Y6ax2phV8wII2ZL88cCCSOzVgSM2gtuzG7RRAvV7PrK+LYLCTRVgBxIaBzVBYKh45f2P24K5tm7c+mj1\/xC7AAAhRG7kGlotIBJEw\/U8053lOveruK3b32kJjX9rkg4S6twhGKk+EuCsyNplzXTQ8ZFcxeBORACgIQ8NkzElXnWZYVR+Hfh32FCKJ2kcvlAy7FfHHlcGOU8\/u0W2dmj7TD0WuWkSAYyeuOJ3T1ZFTm2sfL59+\/EBRKRIuW4or4+Onwu4+ughuTz6gzSrI9TzhuB4DLXNZYSEWH5hdHFlYMLvxudLFbSEXOrFkALqO4QQuLqPhIaRDC+DZ5mJqofq8e99G34jQhbrH6CMiaequ0JoeIjsCqR1wAAaal5CdR8VBbhF2GONWM+igYkMdRC2IpsTRZ2qpN4EAiEm6\/OqR0cZgMlR3+L0qLJgNdiyL\/GBksRCZK0w92CxaxDAhSAVILY\/ue2upMODJtjjD7RRAOBzetm2bBM80EG9NJUEVVz06deNsJPah4o1tcVcyCdVKewESMRvDCQgGCbAizcbDRj63cuXrqeGQgbcDjgSlWF\/MJco1ytaZ6tgBSwIC\/b3IPI31JZz5KnAd+3oxHyM9zP1ZGAfRTCM+Ti6YJDRgLRSYfmA0yIoUQ+C9ZMAgqSCU2xlSq43h56+jP1pLJWpB3TX9ujRDJ6zJZ5p6tB1Ma\/MK0HTNdbyS1CSgA1KIw2uLfY7zvfsmosY6GIKZgLovhIBNCgpDnah5mu8rXYNSLAjBgADxVoYWAEBEnvRjZ24fuzS9N1tuhJA9imQMQiDUiZHHMQzYE1j5LrTL8INcfgy9aaSOwjVRfZOZsJxAd46vjMVqiVDAZ2XpAIT\/TjVyb2khA6RpU+b+K4Xt4Ux+xFh5pPNWEtmMl5CdHXkjHG0HLEX7gz\/4g59thB8mZo1l+Oy3gktXySQTakg6M8LWO90nrAwITSlybuC1ZpKYU6YLAAqv1TozMhhQnmFITSDmNha8YDbRo93VswxNCK8nnu8I71ovBMvOmZs0eBhGECxBEsRIDWLkCcgdWJvFo5\/HxGGYOgIdKF4Av47Zp9E5iw0riGK9GLelZcCVopV\/vpeF71gTjIDmBcO6CsdWxNBsPpRsLBbNtB2wHh97LGJGfuT+fzC13REjADox3f1Ng+8723Irp\/zoZLB23O\/9+\/iuTTv+u5uvgqtMRJJn7J4T6b3jszc+mbk60SfnvfBD8xfW7Q6nv4+kvPuC3BW5kd7zxoXFT16s4xVZ+jUOJgC5FU9hB1IBHSAbjTVgAOyCHFAD+V507IH5TTw5nXniWub0yZmF3sR6yLr0hQes7gh7W0hnZnZLdSsWvPd9JBM8qbGXNOGkRtbnymZhRQa3QX3wEjJ3ie9Zxo6kcx29hXW1kRra7WZe3\/eo3REOlmv1DINbaVYwCWOkZ8kyX\/m\/lq+z\/\/19H+lzc9paFgN91PK0WiP6KpEvzYx3\/+GedOr5W7un1v2dELwVICMTlQJe\/CPEvou8j8EHYADQ0ayh+TASGlQVHCYSOJKpHpmt\/mBv9+udId3QNd9lBjQhyqXOpalS\/LAG9c58l677inVuOulxdppWm0wgvL85YQCMWS2gN3moNzyzZ+IMb48HNapVKrq5aCelXNc01H0sdnZbTlNNL+2s1F7zdyBq5KwRY0xTpZoRMsEQhgbAydXIV9lP3l8OGLsXWV5aP96lHdqukilmCfLREcMjX4LoQe4k3ByMEODAPohgB\/yvQwBMYIayhW7xseVs+X\/43puP7qgdGTMEu6QPVJb6OupvkK7zD6EsIIS\/mBGhgOgIC1OHHeH2CeB9CUe\/TYQe1Xxsc+XS+FgwFgwENOUrRYKkspVPAJgEYAnlh+x+5Y+Ua791Y\/rIX74+cH6qWa45dVcIIkJppVRh2vHcmVCubNSccKnauVG81IzZb0l3hiFAYgvNGe2A+QQqD6JcBHSgiYE9SA5DLcDzQHXWGmz4qkl0visiSVirReX7LES+ikPabehaucp4x1sIYVWqWr4ITYAZfrtqA4D2hyKEgLwnYEvoUOqtnr78UDrgOKpVCG3pPkzDgpAAw7DglRuV5WKu4TkCO6rV39msfV3jK31dPX0xBvk15+g33pTdkYn1\/PRQp6YLc6O8kLAuHjryK68+vxlH58NoNhEOECRHO7C0gaOfg62AVtTag2jgVkN7\/TEtmo+Gfd47lzvfGf73\/\/ozgWjAFDB8VoXSkbWLR7blVkvFlSV9eewBzRB3xaAIVtTWNvM14O1sRpuonQJwHLdWKbNp23S3oAclpjM7tmsBgz0fDBZCblQixVpmob4eQE+Kb27gkWtn\/4lz+UYTKR1CY9PG9sW1qKVruta0zMS52\/9kedlaoK8f3uGHAgLQZzbWJnvve3VeXIJyUX8WM3+MPb\/NVjcCQbBC5haGt6OVw4IGLwfDlIUvjL8QP2b53rfWyyxVPGhovmSlpDC6vfyvjNxMBGXYRNpTc8LQW75i6yUU9ICxt7hwvLk7agnPU21UHO0UQLPZmJub06MdTd\/er2ABULhsJ24N9Ia2gHwMneRK7qEfnDyUL5RGSLOYz2Fvw+nWnHCr\/oQBjXe7zfErc\/PD97sbpY+8eaVDSBdYjkdArLmysWcwObX0hTdmIgqbV1ApYW0m0LykP\/x0ZW0DiznwOnoncBe76TSg34d6Z7dp2jp0NxYgsCZbqoYkI8rlLlsSqOGLJaNP6BqUDxCYicCA8uXD+ubazQuX9x6J6827Vt7PTu3cA0Kh0OjY2EBPl09bkw8CI83yxPUZr1VlSESe1Lf1nP3lJy7etzNcQDYnuhzq0iAEUiaVW0VzDMvgz715tXpx6cPfPnl0PcMGdA27r82j1FS6xr7\/9MtXun0nqKMzT\/Qqph8f\/f7qZKWC5b+DcRYbRFcuA+ZWnV60G50PWxkvaSgplNKUIsWMVpU7KyZbuRoBYN+HV6kJ3yNmTQCWxUJTjM5Kvtdq\/lr98rYbF4psoE2YFLRXALqudyQS8ZC9TTnBOz5Oh\/QMXbCgu0qJAmZpLL0UtL0SN5ZUh88tyJCtMWmoK4DAhLFm5elvvfHYrbmgUAQID\/V4CAGTwOzL+XjI1wgaBcDnLkWdXnOett\/OxTp9DLxAk2EOB++kaxhGACWKljkG4laEagu6pAmyTB1ySGySDjDCmhp21xVpnhUsuFZjLQ8OHKeWAAAgAElEQVTXYcaO0qotuNdq\/krh\/Pb5Gz6oXTtBu7GhzB5oWre3qgh9TIVjC9tGjLtYYgJLGWq6m8M9f\/X4weOhvquBELutK7A0uK2WAQxdxyfzmV7lQgMkFoKBs0d26ZYgTyIZWdrWQzVGhWcjweNjRzdLnUY0fHx2u2diYI5x0uzpfTuq4Pm4lO1zzbB2N41JIEFOoVbeqFRy9VFjvaWMPcWZKlVydbmePVI4+UT5jULeU9nSTm+NNCjCNqv22OpFqlTfM5b3D6R2Z8QITOLU0LB7OfqEV25IcXx8Vz3VEfS9e0wjIsXVHX2b2\/poLV\/KFs5PL\/7q3G0dDEJRobOFTwY67a07fA8ndg9vTPSGPQkiaWi7FzYvd8YWYqHVnkRh55hVawRteS07uvOli726u3K1c3458KnR2y0uuT6Vi9IM19kw7jwCHA+h+en7OnIrFatzqOl5MAgSNGQXd6o34qIxGVs3wj6qAVpujFANAqTAwBoHPMMS+KB6whorJ514ftfuw+fP3ghHr+\/aHmCFe603BghCEyFL83YNzK+E9am1tQaEhqb\/Q4iPu9XRFV27Mjlimho1pG\/qkblMbGnzmx8\/vBQKmEEjKBhBi1hCD5+RE6UjbnCz+Z3ZyQl9dfdIgyUMgYPpxeX8eMPuEa3yGpB0vN1q7lOdmXyMgjbyRaQ6EDTx0dFsKpiFAHRA4fP21ImF8JIfnOA6ERQQ0RU1HK9NyqPtKghQHJTy9s7xy8GO0+l+mYxovv8uC9ZXyvHQaEbX8p+6fpskSw9RRvqeKbEVm5Q4k05tbO8zpWKAicyN0vn7xuaObNd29sqBTvIkpFQMyxJzHz\/w0tOHMrYwa44nRWsI0+TBHl8K\/e5DSogulYtFZMa3x4fYNlGpw5EwDU51ItukmkvKJwhkpf29zqOXRQoKYAgdH9bXPrR0lrwPXpXkFhHBl0bYPtnZs5HqsvAepSS6xku57tn1ofX8Np3D4p7YLv\/waIyMbeuFGkdtmIbm+eV0R2HPYMR1W553q4FV6z6rJwpfXpoci3CtJ+63riiFy6s9Fb0jSIoZGrGjxHb\/Fpm4nTcjjWZXGpoFKcEaqkXMF9jwsX8QULiwGpq3+j4TuAkFCLCCYeDx6q1Qswz0fbCK9FpERAwYxEuxjppliXftmsXMgrjmjL95\/VNvXLOxtUOoO5bL26MphobPT88\/\/WcvessF1gkMYyBhm5qSrH40atBwyefGkdGN3p1\/NT2ZLxnQUW2Ky6UBzdjq\/eELnev17sLCQ0OFiUTl1hkUamBCrYFqEysu+nehylgu2Wc3kvOid6C6OuZktlAwBFa43gzKNrGu\/bAUp+kwQ4Bdy5bvZTATkSvl3qH1pfXci7mSjxETGmOrv9Odvmw5CZ8MC5CG1l\/1mXmrA5zjvVccnonAytSFaYqTpfutK80vHb6xUQgtqX5TU2AGs6o2o9kVa74W2c\/uIqIK1+cRcrGkMLAb6d0gSUoFvpzff8MelYNdu+cvm42mb5LeanMnYFhaTpmxD1qdMADHdRbnF\/2Gz5rvdcekEIZ890oGEiRzle7bq+MRulhBxmFXN3VBMV9apExil\/FqCZf3DoT74vlIKJuKi86wkPc0tnovImKpIFVHTH85\/\/DIVF7X2DHDFikJzaiXjlVe9fKNAQuvnwUcpA+g2IBaw6LErqcRi+LmlPjaymh+z55Yh62U27m5+not+mC40Wt4rb5BD0drSq\/hgwZLAaBpWkdHh7A0cpQYSJFS7Mt35ReDjbB99omDT\/51Zq\/trrj0fx7ZVxjpTs9vfOjqrUeqhU1F6QBe7O+6\/vkHbV9axIbjsveT4sCELdAiETw3ErdfyB3YIaZ0WwO7ko1ef+MzO1ayVZQdrGVx+EHsO4pDTawvojOHziRQx1if+u+evXlyPvfW4o6MSHrFxlqyNyRu38GHgkFC+0D6AYZuJLuSmqGRL+D5bxuSP0qKla2PZHOhujcXsUuJ4OaH9opkaGr\/8NG5ZS7C99gZ6FgaTQ8Uq8zMYKaf1KiNwL5qkmGawlCeR5YFv2p13VpdNYd9ZjBzYGOt2gGUSLf5IYL3OtaiSPehJ42eQXAdAHSde1PeZ5JrHyuvrefxldxExA9FPG8LGkNwfQj5gUTGbRFzq2Hnj4ESkyBqOJMnb3zlkftO96WTDUeEbb3mxG5vDC1nz3hGLmH3CWFaetP1Tdv4yQ1mGaQJP1\/YvnhxZWB3JtwdX5quDw1Z4WClpqHZkNGoU3bsW+uZMPqZ9TpsCw0PxTWkh6HqgINWGyxmsAsQmREa7FShrGFeaIhI6wpI4GZFCzj2NuBnD06\/PwL4icSsTMO+Mne5NzX99P1hpRyG7risa34k+KeT21UsWNs39Jm\/fTlpiWrdM+2fYrYRWCpOJcPV0O9VvnOx1L3P3HxlaeCFwQ8H+sd13+dr0\/bK6r5w0SvAUEiH0WhiYwQjhwAHQrt3JLS6SklJaNCv755aKeOlqchYyBsKNpkxGpCsO\/gA7gE\/NZGQ0kknZka6za2GecQg9qWdjhU++YBuaipgnupP11YKzW29UVZ819THj3tvQ\/CZvsPbNjafia8YAr\/kzGPp+IvJI8I0nmle7ujZtDIscwiEQRJZidge2Bqg3jmXlSChQ4OCBreiqbh\/IaqFqt5QCJAIGiD9A1um+tMQgX3WO8NMgNxqIQyGEKJRqJmRAIEF8+IDOyb\/+M31R5qND+8UnhSCSBcS4PdGJCgII7OacgqWwcqloCk\/m7y9rVL5ynQvU75UVv0+dQaZCIUm5H3oGwB8MEAm4AEMGFhfR+E2+5Zxzk0fG1w9OxN3r4i5oZ2P+Oegmq16jXYVif382te3oAyS345SUEuNcCNXEyBPo+7l0hevbSQZjVS4mQwVO4IbhialMhQLX70rMISYtVDgspuqlyF0ZoWIIQ9G1z9rXT044I2EuTvAHQE4DWwMom8\/dAVmgg6ncmc8hmXglfU+J4dCJfGH68+e2+xbFvFa14AuCAJCoFZXyv9Je9JPR+8PLOWnnR\/vtJGY2YrYlY2K70ol1bG\/uzroSb\/mmmcWAlWnazE\/fG39zSe3rz+90\/ZVsOFRzX3HCMSK4tG3zGPeZvjXjaumCZawDX54yCnUoLmIGFt3uAq6BvggkzMb+neud3\/qcCZpeGCYBqaTkxs6h1dn8+GwPTRZS1bZNEyojbomGK+L3geMaN8H0BFr9YwjIuDHmUDvRczQNBEMGo1iPax473QGGp5+eVp\/fdb0ZLRY7yw0QlXnRq6mJK+MJnl7l\/DVOyJ9JEhGY2\/K+3Zml491Fbd60BBKSwh6EBGAYRAMCWEAGm4XI9+am5x24x+qvpxMegAMApn6fHw04lsBixGO+JEQqq4m\/efM0SG\/6phWzQq0hWNtLdSuVjOZjGXavuMrqcj4Bx5OwKwRKVPz+uOZbC34+u1OT0LHkbn824pSw5NXVrfN5U6Odi53h9\/dxVMcUM1mR\/Sv8oe7S69PdNRAqNUR8NB9J8FQZTJH4DRYNPHyS7EL6V1GSr+w1j3UuQBJhs1dKlPEWLN7gKQvpC90ITQx3QieHp70cnP9tYL4ACZkfN+vVCsiKAj0jzgYggQ1A6bM13qnM52F+s7jNy0CA0IHBCkCACE56qq1oeTU5\/ZjtJN89aOeniD2dMtpyl7U6E5\/BOUjbCJgbiUjCzZTCQt\/j1XdXLgdtsMVNdR3ITP8rLtABGFjd2LtesMNBJUUBGblK90Qb\/Tvdbq7ZskrI7ALH7z6gEg4Mjw8bJChZg0JUzDLrTKUn4IIviOj1xb3nJzbd3I+3PS7Sw2ILUVGioUCFEqCNkPGm5PplWPj8aqDpn+nw96dYQQ5MGTVGdic+03x1nBsC6WkFLRWKljAaeKsiKjZ6GbFvNWTdg\/1ypsbeiJa1hKOg2CUpQ9bVjWvLhG8W4ghBDLbdliCs53pXKzH5PbAs9opAE3XYtGY8t1UOaO5VS\/RpcH3SOitTi9vZ8T4bY\/zDpGgesO9\/89O\/9b19TvD3bnU6gRnaGvRwOn9vRu9MacrElsrwdDvtP5o5QpbvT44VM1uy916EteGu+TdomrpwxJbw3nAK4Weyu79clfUk7BigcHjNyuN64WHJy7lo9tDDa7w66sjeod8x+oKCKUk67rQAuY74+D\/WGp3OFopMB\/YmKmvnLt036O+ppn1mheP6uLtvAAJwcw\/6sRrtl7rj1+uOiOblaAnW5UELfKYXt7e9fqTOxae3KHF7IDr2xWndVlpAsytgxpA5DTcvfNn\/lnXnIhBeUQAETNBegChqVCSWrnB2\/LV5Y1ytivS89aFoaKfnF2rzqyc2tn7jWs9Tw1l+4eaN8MH4yEN8of0jGopPFbk+e1yBNpvBTVZ5GXwi+XZ5DU6FRx8fOPqqzseLKR7TVJgZobSyF3eNAyDumO4gz9jhQCJC7955PRK8V\/8jy\/cl6vfXQEgwOe58dTSJ\/b0NF2Zrymi1hkxrNivNryKE0xHARDD1wwrYIgQlE\/ijoNddlEtsu8hF6QT64HqDe8zmbXcVOlb6zs\/fWEqvd740x39TzZL3V9\/5UZG1Dqc9d+hRNhVehDeuwYTW7is9qyAdjtiBFPwzrATiuOX1e1fX33j2UD2izdf0lc3fE0DARq5Kznt4pRRLN5RRAAAZjL1YDrarWn95SYEeAtjATAsgU8fn0ldW63ahpzaUBsV3xTQSWqi+ztXt\/\/5aV8xgSVR0KtPBoutTUES1Xxxuxx6Yzp09QZu5eE10DuvvlhUgzFMaI3fP3Fuv9dwU\/ToZiZdrj6b2fznfiaQV3NTmiLfJ+3usVrvH7U\/KU\/gsAkDYEPs63SVJe6LVP6j6Re02SXHZ0eYu1ZufEFes3S1dWiRoK0OE0p5nkzczna5Clprrd9x1Qid1ebI965Zr936zB+99lv\/zbdjL96s1f2KpR9YKX3p1LysNNnQRan8ueXnR7z8atVU4Nv5wJ9mdvyb+sNXNyMH9iPiwvgOf3St3mV7SiHEbERIaTRAvEe6GjOCQo\/RR8zm0EuVrucvDx2\/TDUHbTqo4b2o7Z4wo3UaEQPMUpEGpUCHYtWu29\/\/\/tXkKb8zGc7s7cZJp1RmGIL8hq+kMsMmFPug7oUc7vTEmI4FUg0\/6XkghMGff+6G99yNUQ1Q2PbvXr7Se\/aVh8ZSa6VeTw2eW5r7yO7e2zdOVgJ\/OvL4zsLth\/K3\/jL+hLtjkKXqkVMTo5g4gLlR5L6L5N1z31TrHAF4gCCAFSsoDfYq\/vni1amO4J8MJv142H6PnFJbqO3iJdyzPVHL5CGuu1RV6nOJzGeDizuDNUU41Fj0PaU8v7ReJp1YMRmCC\/X7Ty+CwEQK4i8+tufFQ4O4s+ENmOSboqIRG+jQ8Mhy+b\/+m4tH5rMAehfymkFzifGLu59MjHUvJ0e+0v8pfag3KqsBXc1Hh2URqFFyl3h5KNpwiQTuTVczYGhbD6wBh+KYjlB2t3ts\/vX0X\/3Aq7sk2gXEeie1UwBSKcdxZEtxE5QgQUwGOUyzFR7o5USanp6o9lkNT8cTgfX+W9c21puxVMgImKTYNfWua6sT+Tp0Ei6fSwZXHx97\/j88+vyObnhQgnzmkqsaLhMTMyuDLA0WA0DAk+WVkhm00j0mO47e0xmKBYTrSggGfBaSAIImtbNHd19MdKMOp8lE1KrVlgxHvV16bQvcZ\/PojKauuL0mcTKmKR\/tqYx\/J7VTALnN3MVLF69PzSvJDkP46qVsaCOHfI5HeilkEfmsHKo20BOBYfEvlc9FVFOLBdmXTESsHFdubh2\/hlc+OsmDSb039v1feyCvk3BZeDhxbOzqWCc8FgyNmZhb7+Av5LO+VH69UXEgGczMqgWhkExxrpkGQMhueNVk4geP7\/l2PP5nE2NoMBQgOaDTXB25u7Ylw2esFNxtC5XKhl\/NlvNGmI33p7VPG8tUdV0PBALxZOKlU6+kVs+\/Hhj8i4GjazVxKdyzn7JBiyGwWkIsgIgFVpS0PM+VM\/FhQzCDdI9Lg8nQ7ezkfDFrat\/71fs5GdSafrk\/rhbyRceXmqj2xb\/2ex+Knl8azTfozvlqIHSVncRSITZ9ayNmiOG0cP27ylAJ3V6Yj8mKRf7\/4j1a6+yr9iZmx\/rm94z0TK9mG3LeDow3XLagE0J3JmRLP63HKGVWHyvfNKrFjN1BAau1dwgSjww9ErHaUKbafgHYuvDPfvVsZfO5+z9sn1nfnNy2Pja+mldxt5IU3lIBA3G08hmC4G3WXxcDqjtl+C4pdkLmnuPTXHPfGOyYe2oH2QYr6LpY6w5fnui6dmx8z\/NTCw+OnHt8m1zM71yrQKMWm6O+Gl2v7l6urZvW6v4h2xQgakHENKicES\/BDlSKb\/Q+qActCKh4CBF7IRaZuDr\/3MFdtusO5utkIXCP+x3REWLcMq1b4wPJWmFNBf2uJLEC6AMqALRgcb58\/fbpV3ujHoUf+Nszq0\/tNKP2HHXEM+uTgXKxgZqLjhCY4UoUSnJcKy02DScY0QRJpXb93dVXPr338rEx6olCF0IjIZWfCLrpWHWks+bLet1B0Hzmu1d7Gh7ds91bzCEPA2v1a9Xm3ESfx8JjsqCI2Q9H9EbdLzfWeicEmADB0JQqd8UdyR1LmVceP+CtFFK1Ogj2HRlohKiCXhfP7ds\/c\/A+LRYBiZY51EYBtDsUASiixWTfQsR76G+vDhXqLwb1oBT9lfX7AwUyITQY+paq1TSEAjyYW44XY8VE2ggIveJc74kuPLZN2YYpJRgekwbWQJqhsecvPLunvFH+zF+cnczU3vHsSmAliBo1JmenRq+6YeYsWRd3H7RjdkD6NTZu6r1CALJVesRgtgTfPLa7V3G2N3llpDP95mZYYX\/kDpiGsSgQgvuR569+w9NyB8eiQmme167KgBa9Dwc6axopHv27C088P9NVanR\/b6q0p+dDhYtjkepmCdkcDu3YakKoC6TidOIWF5OWbmislEY0+9FdesAQihUISonldUqnlKFDKmForqUdPrXwxOlF8Y7jEwjKR34U4V04qjc7S9cNiSXfuB3tKpijgYDuRzrqZli\/i1MiAES+RMhcPrY7aGh+MtKwYFlbx0+2oniOgDuBA+ur9GphiVYubd\/HweB7oY3\/cdRuATCUID1XfeYr5w7mXIAfe+5SrXshPZMp7MbcBYS6oImtoDwzWCEchJuIGAEDTQcBg\/f0kicVM3SdpOxbnc0kop5pCI08x9\/1jYu\/\/LXzXTWXDRDAEhJ3fFWGFcDILqAGwQDRsJJfWDp\/NbdyI9FbGR3WQwHIH4ohM5Hm+CJksaUXQ1ER0eK25AqoJV1Cn8KqC\/WAllrXw9m5m4m+2siw+EALAJBAKFvbu+EYJnkuRrqqiXJx4zo2bdACeAiNOsL2Vmg+v4lYHl3x4kydQ4o1Q2i+UgwQ+Q0PTWe3ypaU6wkikFdzht+a66u50iSNGR42g2iG0ZuHBmiA3oBqQN9CWrMNnkBls6zPSasy0C8s8S6cE4JcSRqVE9FAQg+6sqzgEFICRAgyUrewEcELE2PNQNIPhqh9NfJb39\/e4QCQ4kimHgIgUNXEYr9VPCuEDpxFIIDZ21DYinARgRirBfRnF8KL03qlyLRVvqh0zVpd2754fbdWFPWGZBJSyURwY1sXWvrDx9VEcOmAtrljq6wMdws6fHg+Nj2t2KQX9J6\/Pfzh\/P37ddtQ74aiYGYWIF+Z\/R1yqEMnbAosGvBbiQSBGGBckGKmufL\/tndlPXId1\/k7ddfu29t0z\/RMzz5DDpfhToqyZJEiJVuyrThOrChyEjsOHAd58lvykB8Q5ClAAgQwgsBIYjiIYSiO7ESwZVuUJVELKdEyKVJcZjgczt6z9d59+y5VJw89w0W2aFtuhXrg91hdqL6oc6tu1Tnf+Y5KNrqz+kbtm7ahnQZg5jAMlZS59YbTajHF7JwZnqdgHbFJVAsYXkbM2UxSDJHOovtB2jtQelq+lJVrAXTacGRqWa\/y5+W3tzreSP4aFcvS0C0v3H19vWjpocL1lPPs4wOph7V0L2rGBnNfrMH16aJMnKSe78Z3\/G9s65SVFimHnMhtSkC3wHd9r+p5lWZgGC92j7iMwICZgM8bkaA1gZTC02cuHz39mtcMQt1gQW28FLdzC3Jdd21lBfH47oZnAh4hUPLg+eKQD6MAYSDzLuwvbu6wAICEwd0CHeNwTP\/cXCNkmJsxlKZlZRIEE18qv7uw0rnQu2\/vt8\/0LFWfOb5l\/\/n8c0\/sHRxeHa34hUGsZ9C5BAJEBZW69s2eXdNbtlNHnBmOW48EPuN9Kh4RpC+9mseSJbkX\/EhJI01wLIrqGkwgkJixYXeS3uBxK7h6dbqYy6p4hNtUvwRtFu1z3cWlJb1aS2ukgBmFguQtATKtyjgBog5oCGEAnUAAEyoNmpjlgSSGtyC1Mk88xt1xKRUK6+bSgoqxUJSMQXMsbbZoX8p\/\/a8fXR7veevVaXd3z9NvnYWJuIH1NLBISueGhl4V3odCPuMklacAGTM5VEGpbiSiv8SjyYimnVjGAXOdtQenLw5F+Uod\/VGUdKwwKjq6QurIIqoDbnHg5IsvWomTB+5TB3e0aw200wCdmUz6\/vuhVJ15HdAVRhiJzaALKYT9MC2cew2HHgQzAqLnJkwRBunL6lodwwsLqaUf\/fDQ491nru9yLiXDKusAc1PCYwO2eeqvPmFn4z0Vt\/TJ8cOvvbKTqmgFhA0EAmWd+DFOJpCo16ne9G0dzAgkC2FNT6rtO+D8khOkkkoprjeCzkLhc0sTThw5QlTHmgmDYXchvIpSkWMZvBDvfnHvuGdZSKYEq3Z9B9pdxkoIJUMCakAaSG1SIgjwgHAY5Z9Bvw51DKIJYsT7TNvieNnvXsPSFB7eu5p49X8yr\/jxv\/CkT6EPzYKr0NBMM23bQciVpm8Y8dmlTxcmNRPM0BRPZpznxxOfv76UywI6RpvFWKXsR7uElAQooZlRM3BrYSxG\/F7PPgFCF3VXPjBxNUueZgA6zhUQt3Glqo9G8KNcos+UYbX6Un\/v7OH9URVoQUjy\/fMefkO0\/xhKgAtIILrJF1GAYIQm6ga630T9ADQCM3Tm3ZGquRXX3sXMNHpLgE1j16oRnU5NU+oiBw52H0dSQ6dXWeQcKQYRE4lKTQt9mCCBqYr5\/GeP1H1j1z\/+4ONKAdiK+s75qTM93RYkCAxKxcBufh59JgW\/uHUwUdSg4eKqBqzURMBKEmDhaq73Xw\/fb\/QkpcL3qjVDyUS1CoA1Ad1oV3ig\/cdQBgqMODbEShgQRNBEWac3L9DJgtHoESBAgDTEBCwLnMHSZXREsLrGiUUydGw5zdtnkOoHGJKxEloz12p+zYNGhgzLAwPnYj0QcD08kztY27FNbO2b3DtICoqJTNy\/NKGtlyBIgiSTY\/Gj5qRXbkDXb6OTMJNSBNjrRXO19H2t5weUHk2gM4qxNB7WSumEHnXMeFSYvWnq72RBMLSw2mzky2hTKcP2G0ACitHiABIggWLArq86G7xtnvOHQ3sYfhW+xHoFlsCVN5GN45BCSSC4jAQ4KXm4itV9SG8HCGzQocV3nnj3J87cbKighBChPxA0\/AomVHJ6cNRSgbDFpSNbS6YhiOtKvBrpCxW43qQL06FERhUf7F9\/vPpysayEcYsNLNOPOVXLrg30fmv3A\/+9Ze9DTk0YqDaxVAU3ZCWkdTsqDQNhiFCBWQoRLVUH354IjI9kmioAAeiERWCBEGNEJL43mr6+v7\/DMXuvFyKVdVuW321SD\/GqjmgdYgoqjiEfa+voCjdeLM2AVsDCD4A+jGznpzNLTUt+vdBxPdwKw+yqlZrN4G9zD9rVKidjQrIuuLJz+OzaBb+4nNHV6o5hrbsDayWz4bn1+m5r3jTVk\/3T4dxPT+iPJCIaS8WaCOfWrHJ5sFbRdbzuxO+fuTZCHisaTrAbIPCaR86cWpvOzA4NUy7TihopS6eoOb4wF1Q8ZNowXR+CfD2QJtiAEqgAtRCUiMw9tT8fi1yWIn7xyqPyxc4xuBPkZJg0SBd8HlGF3gAab2jV2AKjC7imIzIM3UTcl6+bfctjuy0NIbO2uPJSdsfsnj16pWoIYmZINqPmC907f6ztemrhbK5WXtKEwWHED\/Xq0o7eBiRitnxyYMpbir6pfSxiUEDCWVj+ypWf5ZyQgM+ylQoaus0AOmzEbXQ4ctCfda8v\/r1wZkZHMqGr+YGcL\/Dc2qFGM12uIIOPVkVtACQECWEArZuwRQhNPHFt\/cJitbZVKk\/mh4dmVyPHUu6kQswhLqC5xvE1iFbV5hYHJUTZw0oGif3oHkapQt8vd5\/Y8kCQG0iwrwd+KdtdjDu2JVQ62RIwZCJNytLWEc+yfqrL7uszYndgynAovxjdkk\/EJfuABkOpcpM0AQZDqUDAp0YPSwh0s4vN2xURDIahIcqyw5R\/lH\/npVPh9YHBoLMjO7v8e6fODOqhEB89Ypbn++urq8uVimBeA3xFJiGqobfSPPzchTqrI+ZbKVX9tv34v8zsuWCkUnEOFnmsgGzj5oMwI28jfwCJT6FnHKsN\/GRa2FE+6l4ZvvoOL+Q5lMhlRDxKodRuOYswsxE1Ygbmh0amnIwMZWZ5\/fHiYu96vuKLlt+JAKkZHgwiCKEH20bOHs0uRgAi1m+ZjNZCFAQBWDgQFB+6+Hbf6297pTocc0ujbJAUbRLNaqcB6vX63NxcfmW1SvztR4bP9SXRhAJg4hNnZra+sKRH6fe3vhmP1y7r6Z\/kjv9XfWxtyhgCbqQ6MBAC+QjYgTeL2ato+LAsddAo\/Il24SuVN3qvXfGU0DUSrBjv5cCTVAglW9b6np2y6d8\/eXks4uuX5Oy6Bh2sELH505lrmcpCEyY1qmUttoqsITd5SLcO5oNq3HSBOq5aiVd2HaqM9Gu6Vk\/Fy9EINvkAvz3auQVZlnHNBFsAAAiISURBVJXOZDSIiynrtY\/vXV1wk994Y1uxxib1NPxPfufsOyMdn\/\/q7HB6eb7Z+Z3THz91umvb2hIZAdMG54MAXSFbQvM8CibscXSkcXiQOQgqLoilIBCB30f+oBWr0pTys+nR02c\/Vlpih0bLqjCtwj5oIYhwKLlWcd\/4ZulTW6JXdjuB82o57aNFxNsAIQzxstPn+qj5oZ2MXiuHr+45mItrdtNDucq\/fV7SLWhrJb1o1Bkaghd8d7zX6qNr48PPFOpf+7fTSU8CEGazL7liOrR9zOv182vPvtzxMg9S2Cph24JkVHVEbIQdSAxieBjLDUTjMBy8OWd8L7q7MTpiil+RdKB0YeQLT1y+kLDAEiNOYE6gNIbODKBQkyLpFfd7b4uk+aA4n3Kl9st2gROcWYvFmoJKA7ljPz65e2JydWywalvZhhcLfZhtqaYNfBinoECDO5al+mLSDy9\/dvdPzy\/uu7gsCMUOx98RE8GsaiISkwflytg6WnUGWswGj7FoodwJaxSJHjRDKAGpoCSiDnJpbdXqtvpylufeYfUTc6BpnQtLI24ZERAzBKiCygI6swDDU3Sqkus0Sy9d3zWwlD6k8i2OhhcCApYAM+k67y5MX9Vy3bZW1eSTfnHl5TdOlGrL2YxdqJhQH9EV0AIxLIAEcSBt2zjxx\/e9dW7eNrXjz02++p\/Znb3lff1Ftwm9SGEUGnFr82GJQojJKGIOFMP2UWlgoXV0MYEQ22PNR2jxdbf\/V0h2EmlS1WLOOSv2mCyxABRWHHR1AgqskHHkvt7mv6\/vS83Obltsto5rMsB8DKbCgAcQQ2K8uzGjeQ+dLe26fIkSGKn720+enDWsy13d\/J7r9G+HD6eO2KYHTncDdyxb2tkjLb3cFeXzlVcv5vYNFYM6aH2DGMuEJqNpwI8g6aJcQiOLpAkQpvLIZdCnb4zW3VhXoYR5p\/2HAY1Vobc7tGw00WJAZHToMQAgBiQe6sy\/Vs1ypDRgl1qBmhKjcQzuPHrehm4DwDBLcSz+rUTub06f6mAom1KKU8rbm5+FCehOu+bqQ+Feb0afiAmGHyQbfrpQLx3bvvzFfXPVnFvXghIZaxs7OQe4lEb+KdS+APcP8MDX8PBjKGsYGEbNoYm67SmdAWi4D\/OptbwS2h1eQGL2dH3Lpcnj1RVoIDAJdFVR+dlGkIsVfJN+N3F5Lpm7pEXBqHpi5kF92+cQO4K8CVKABqeMowtTxz83kd9LymvpZJEUxBF6v+DaB8OHninPIEmsdGE2wrhjXGv0v34lzRNszqAeoBRgXUFZGDmAXeM4fhgJhsk4uAvdnXjsCF2NZy8VohBQhJwj7yte8eUdM0Q1Iev+Q9MTlq5uTJOlw5pCeQ3QwYTXJ5MRSz8UrDku+SGdCDIvOAOWi8F9qG2H8gGCAjLz7iPbCvQYzzU1pYgJGphUeyQibuBDqh\/QUvYhApGAlKJeCUXoZdX8H24\/tzXbmPlnMj8tzOMw4lhZwmgAs4aSC9dHVxK6BkgwI6Lzl3ctvfVzXi6SpouUrfoay1xzRcJS8rYvIRG1vCCBZvQvzkTWK9OmtUULoAiEFclXy2Lkikr3kCblImefXRn8y+KJi0i+hOT4x2pfeNhlAyDYe6hyVqQYdRP5HmQrlNvPf\/font+5sHi0tgxLAzbVND+CFbVvwFd+kz2CBlJBKJyFd746\/nZ\/J3enOdaFV\/4B8aPY82VJhEBi6RnMXkd+DaYBx4KIbYTsCeAQXZYa3S5+eF7vaAQ7U3g+s0PFqKncG5\/iViKNkkozNAaHvt9z6fLJePpPa3lI1brTakp73e6ony337PQjHTiSmHq+uv0\/5nOlXs0ZEj3Dq+mCu76CZBx+jC+ZctRDqGPHU+hIghn9j3j\/1PFA6ZUXP1OstnygSlfsB23xR7fZAM1ms1QodeqdXcWsbdhgFbIeT+w8cKCajGskhVvl7AFsP8rkAYp0waluZHV0pgANRBAbuqrEzKTx5Xn9G\/WD2aHGlzLvaIK6l\/v8ZpepwlsjUqyUdKUeMwCIpl9ztsZ67Ez1CjSCAoMTEscikSDlV3UZiYsB2z86gZ8\/8GQ0aSrdeGUleGVJUrMp\/frB7PR9f1aoB6SfgOkCGSLmzwzYM6ujL36i+8g7r6U1BpFUFJJoi1bBB8hovxNc1200Go7jeIG3WfEXRCrubGSlMEsZsH5Tf0mEgdCZQRv5khuMjw0arHI9NNjUSSW1AIRGoAcw3nsMumELBoOVCnUgRgpCAExKMRAQsWBDA2mCBNym8Fhvuf5aLD0CsVKmHpiGAgAXWhRCI5CmJNcaulScZL+18TAI8TS9lx\/5QdBmA7SoQcvLy9nOrGnfvC76vrx08ZIf+Dt3jsdi9o32\/PLa3OxsIpnctm3LzazgkKempoLA7+\/v60glb3ReL5Tn52fjjjMyPEK3aOZVSuXl1ZWxsbFbn6Rab0xOTnak0wMDA\/qNFHFgdma+WCoODQ11pG4WYmu6zampq6EM9+7df+sXfnFpeXFhMZlMjI1tuXXwuutWy+Wenp4POk838SGopQjhxBy6XVRQCBVPRMLQ1G\/+IQNkW1o8HnWidouwTBvkb+VErTAQ5u1JKZYhohHbtM33nN00Q49Gb6s9BcDQRCxi24a+6THdyMuLRMwwjBi35z4KTUQdJ5QhsyK6+ZNtGfF4xHHeu9kYmuY47bkKtHkFoEX2YybaTD7dbAyCgJlN07y1XUoZhqEQmnH7XLc667ouxM3pUEoFQSCEMIzbJOSUUkopXb9tBGb2ff8XO4dh2Op868g3Hs+ybmNctR5P07RfGBwAUzt46u03wD38Rvj\/kyxrrYxfs\/0Oje83yK\/ZeIfOv9E\/tgv3VsBdxt0T7bsHAPcMcNdxzwB3GfcMcJdxzwB3GfcMcJdxzwB3Gf8H0W76isAWBaIAAAAASUVORK5CYII=\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/10\/11\/programmatically-adding-data-tips\/\"><span>Programmatically adding data tips<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3161211\"><span>Massimo Ciacci<\/span><\/a><\/p>\n<p><span>A simple tool to create multiple data tips on multiple line handles, with color matched to that of each curve. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/10\/18\/spider-plots-and-more-argument-validation\/\"><span>Spider plots and more argument validation<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3279387\"><span>Moses<\/span><\/a><\/p>\n<p><span>Create a spider or radar plot with individual axes. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/10\/25\/minimal-bounding-box\/\"><span>Minimal Bounding Box<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/232523\"><span>Johannes Korsawe<\/span><\/a><\/p>\n<p><span>Minimal bounding box around points in the (x,y,z) space <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/11\/01\/execute-my-matlab-algorithm-in-a-web-application\/\"><span>Execute My MATLAB Algorithm in a Web Application<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/5297866\"><span>Geoff McVittie<\/span><\/a><\/p>\n<p><span>Create JavaScript\/WebAssembly apps and libraries from MATLAB projects using MATLAB Coder. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/11\/10\/animating-mathematical-functions\/\"><span>Animating mathematical functions<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/11611379\"><span>Silas Henderson<\/span><\/a><\/p>\n<p><span>y = f(x, t) <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/11\/22\/interpolation-utilities\/\"><span>Interpolation Utilities<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/2154253\"><span>Joe Henning<\/span><\/a><\/p>\n<p><span>A variety of interpolation utilities <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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s3OWlOf0jPinpWI\/IaeiXXp1h5rxRaoETRg1EENUMntHamSwi1s2\/+OuthNFKeI3eY6PSf\/rdbkxNeG+1\/3Kgy96LU6WvS+rbgqbXwmxd9pj84qIvCxtv1H792Ssuu7myqqEpVcSUwmeQ2ntg1MHjd0eTtrfEGGc+EZPnmTPMcb4dM+kXFqnAZvnRr3RDKDZd3yPtoLgrqKfbqA0dd30\/\/pJ6upQ4VUDW2AkaTCvjxplPdUpXRJbJRE+N68UO\/vSLPUpxbzJcShnXdMcl50F736fBmPdEpNEik6xtU\/N9OmkQs5Ewa1InqZtNlPUsaBNRLz+slwGTjZl+YJTrKGmKWbQAaWMz1giYYQw35rWuLWuKms6oV9yGbC4vFNKvE3P0JWhBCBqCt+I\/5z\/tiQzd+jEKtriqJwGBCNOfaLQkotKI7SqCRC4R2dQoYpsOgPYQ2ngcmkm+oEGzgmsylsyALM2GGUm+pdGkGrd9Nk1iB3ri5GC3wVJEXPfk5ZOmGKkKRvJyAHsnUbC1qLNbbTaZWUKXzSlvaRUk1kLtCBqj5bevfMvLmix3eIBLRjkISdXRYqKB+DYEkAoJ6NwVUx2MkObQErO4vEMcUgCasYU3qyg9qgyYjM8m\/vBm82TPasreW\/3s11fqKMwrL+QyemaQNcdJ\/ZiMR74ZxnQEi9g6GmSp+QOtpmFtfdj9zeH1IMNGGF5CtI6qMwYC0+VPxfd7O8tkIsNJRHT5NLgck+SG7ujXozP1TleIyJZn00hjXOgYGW9IGmc7\/DtFGEZbxSbSTlf4LYSNBFjTNd2IGIPCUXXHeRKNC8smtLexVpsBa9ZTMkjtmjAqgkC7xYPdEJpu1IZpepnhSDJgXJV1D\/SWBZcsfFJsNeDnErjzaOGSQqI9gIIA477MuLJvEVki2\/p64i3RoCAyt2yKZM7xbBS3KTQa9rHxMuc1mZ4uKt7iLgElhfBA8pWL292j13hXGJPWEoCpJcRI6dThCQtNnNs71tNBJEHS9EssOz1LyMDg1RfhBOxiCBYQoAFmygLBh9lO4Vd+VoE75KrJV6R\/kptZSEpfkSY1FTfN6frhMt1SpkidS6g2Jo9oJUM3rifmyaQybihLLktPB1LWD0yxMDc3k0KqVSi9K2QGB0sjrpg5qZdqlYjX1UEG7tbLXpK5u9\/RJsSb9AsaKqrWPrcurmXWMt2kLGpwQ45c0hu+P+bRLQGRi+vmoVDMWOwuygIzpyKld+pFTIJYZRDSVFHJXHueQhOKmTZk68KjDH+sdUvZEDhlvEwMomdQExEIJw7lYb5s4MD9hoMT0qaKpjHZLTg0j3BUk149kc3KQp858J\/61uu7B9We7J2\/uPLYFgMURGBQrUPY3jZuLWlAPZnhZHG8HMPZ5RCAfVtV1te9B5o6NfUYdFC3FG3+t5mMrK9dhtKN+nXGyxEx0syYPDVRQPL\/Pv2XT+69svPGXu10CRd2T1g085s9eMuuvH7+6eUFbJ81rAZNbrIf1ZOXbbx8MzKgu7kUC4oK0XFFekueIcefLHHzpsn1SZ0WaMTfxF2sjv3V7MwLu7d8a\/eevd2bsCgZlVohfOB49bEP3nlyUaO6IHLYy3lDqzOrzhFB0WAGMGcZwp6PH\/XNGC+jAjp9C4DiBKpkUvoxqebaB6MVHRBoi486UJQmiLYquPgxgw3Gy7wPpHXUaIZncGK6syq2TIpDLKhOWEEA1SD1Y7cvXjw48x++8MpecXJGL96t5iJQGDMfigaWdU3oeMDAnWvSeDmeAcyujWENhfuIKOr\/e6596eQ5svkkQD5Y8q8UrKuAYf3HDC4xAM2Y9swazEw8SBMHsSCFUQCPNGkXp2r7yB1nfvLBe2arVW1FEBN6IG5QiP1jGJw2QbTfOQCt3cqwYTa8Ne\/oPvboLY+zkLMgploOgOsEmuR6oyCnShknDVbCI\/TcvMHu0AgmAUXny9LzrIS\/\/cDZH73rOMS8o9TCysNpXkQLijaridbR4C27p092ehs5DUOZ8\/SJ\/h014LJ1QeO+mOiUXKXRp66ghngH2P6dxd7PPXT6sdsAXxl2Fa45bnaDxJqmwWS4XucqHxWlvcVwZPVA9pgBRHBYzlxVINQH9++EX7x\/56ETC1QVnINdyS3dV44AzXjsM6KxLGH3lxzKgBFrmi6I2X1+00EUSXvQMhQEoN2YNl69d00AQTgEEDVmgoUt8f7dnV9+9y3v3N0zvxSZNc9b9urknLs0+TevAwaMJRu2EW8N3EMGSJyN83Oe1eA\/O4jfvhX9pvKP9aTSW+Po0Hkh\/6kgwRXgEAAtAWlOeSXQrCqAzGvPGhVOfFJhNqurECgEqLUVsyr88G16Dqd+7UvnvlPN4pf8TIqECLp6tkqwdnFj0TIr6CGRtsabCMDe+JWR9TjTnK\/R0zU9TEFzkByTzjf+jgu1jEwdsGM6Sg7N3y4p0VyaxvRx56nF7PRWCDJX+qCLZkta0+no3lTtaR6b8zHFgtw8k\/2iKP2qhg+yCMAy7H3k9psODtxvfe31N7xzUtSuBJZEPpo0K6BrVdOBHXBvyHMZK+FLzSZObDJogvSqNBDOnFAntL7\/XQ\/LZFI2z+KOKO8fPXv6bz10f2WAVEHhuOpq0VsVM+fAauK6CtjO9q6jd1QvTouC8MHcsRofvfuO8yv83tfP77Ms9TDQqEULvpq9B1k90wIlqbgHzv14M7qgDaGhQVYDAgN6SJ839u7G9GNW6WHtmxa3Cx9QwOr0CXz3LdtkZYX5oEXexuHg6H466xgbIftwdnjotAycBaqJKctVVZ1y9rH7b7q4wieeO29QkRkstAwgzfL1OpKhSuoKE6AN3WwYpQwUlElMNj3YVDGPyXLdeGZsLE9kr3D7\/tB4aAwM284cjhAoGpqcBHDhUOkNpQhoRiFceViGqrp4Wsp\/8PDu68uLf\/JqKZpcKcb1ZH+krwtXCAVN4d\/RL2R6N3SMc8M6oEP6WPdwzs3iWaeFL7c4Eyu0XsxtJmLtpYMLvr2gXl2Il7ighUg5rwwqLCWUdC6YV6zm5aHxDC\/8ww\/c9v7TBQ\/2ZGolNDYV9JqThSsMQ4dFNtqR9qHs\/yh2Usp00HCcPFxPJbHma7AKMxRuESi1WtvNQcVUgkpQMSdWdJeChbciWBGs8FYTSxE6FQmwqjA9trLZMmzVC6\/HLurOA7P6nz5y8q6bdunzleD61dkaGlwGAYjQXaRYd8UPM\/d0SBko0sC0ozI5x6H51lGQeEhaPH8s4iVBOg+E6J8Hkk5IA03MhAoWIgIJUAeIIqgSMIGvylDWZSWVaeWo2maSOa7TQNPuoppoOnRNVCGF0QGBoKh3YTmXQpzCYBWc7lv5zm386sPlO7b2YCKy5USEBgYwgAYGieeokUoqCQugNX8ttuhNz4BLLzEAsCFMxl0bzMnIJNcyoo25ihjVhxmKMhTirXufFh1LhEqaxG+ydhfXXYMyWtBOpH01XkBBAFWlMBMSng\/edvrRd96py0MwwEJmUV9jNevmQToF76qpIqZZUMNNEqbvy9h+L4yVXFmTlGYzJ\/XhoXEmCI5GKkNzpnLM74oqPFqATxOp63lYlUX5l68tv\/m5z2O1j8KCGfvfZ57Q03VJTUuuYBWHYRNPbNlBPvYxru5AGddpfZ2r4W1Lw7wuuGKoARWncHK1j0V3qk6dlvNXl+H3\/8+Tr7z06gxkdaiFa0bdhECeVBryap3Q2PXpoC+YBiazrlzX42vzJhkABghQbevF208dUxooDEQI0zrYKxbEgq\/FnZfFf\/+zp5949sX9rRPYOiYEWv8UrGekI4F89bWhvZo0WoZOJTdmLwOTzmRWAQKEcvvA\/\/QD9953xy1mJtDGHoKGvw3Y3xUIJEVpZfn4V575319+5mC2tX\/TrdVsR6Awg+R2pI3Gy+axNy+ECWuv9oCvdBpEh4gsjlikCUhp9kHH88+GbWPjpJ+BotYuKkqBKZNx0QX\/o\/ff\/Svvv\/t27mN5mPzdtYinohFiUkYE0F3Su0I8blaav80VRDR+siOtFqkSDV0qoFtsPfWt7\/yP\/\/fUX9ULO33bcrFjYNwNKiF0hVk63jbtCWz7B2jOzIC8tZVwTl4b6kr7IeltO7+l2L0Ty0ig2WPaE92m6sBAUVAghVQHj9579me+\/\/6zx2yx95qrlx4BCIATmFiAp7hSrQaa78bIcEQK0Rxl0NvoIcmtDXEVABUxK6QwoCjnz33n4if+5EvPnatx6x3LrRNGgJURIgomt5a0Tm\/xn8UoBzSbDJh0r1dHFTEVMolsffSzcb2eUsWZeChnM9Kkqh++deeXHrvn3uP26kpMnLZ2BaOKzLZ3Sg3zUp0VzAnQz1tMW8+ZvnFZlgCrSiDiHBmMKFjrfHFuaX\/4xJc\/\/\/wr9anbws5ugEuYQgZqvgHA6+lHc8XkNSJAvupdB46AKY1bel3MC8oZAuBX954of\/H7H3zfme3qwhu6uDnp5BLz15cv+CdfuOBWK6FX1Jaz2T6lnWm+uaUhEwK4fXznzmMOBkjJ4AkF6lXg41\/8+qeefv5g9+b61Bk\/m9NbM0RilcfKr9x7imicM1ovo2s3A9og8dMJzVos9+XCgAZtdQktnABcXrxlCx979KFH7zy5v1y6YntLVmqeaYcp4conn3\/j6aefcct9Z16VhkwZpzlRodSWB7XAQFRqX\/\/E9zzwyz\/0sF\/62nOuzhOc7zz51HOfeOJL54pdOX1rPdtiGOoEW21o8gdY5zGWRV5rArQLxN5mplEzhp6KAlNatTzp6r\/76Pt+7P7b5fDA4NSphUo6TQhMcLGqLgbn9JjQkERzW1SfM2jSlwiiuE+dZqjPo3ROahqk1LAq51vPvHT+dz\/5uVd8iTNnq2IhwUFICZlZol\/n0TzOU9ufV5sAk8x9PTjr1bhjDAIxq+cFP\/LB93\/0u96hB\/srlluyDAGr+SKoi+KOJrAgjtw9YRSHkuI0O82B2quPqYvlMLp4JasZUIfZ7ukoJ0VcWbhXzl\/8vf\/5yb94faU337Wcb5k4DaBjQAWUw0\/5jluU\/+2nXhkCsLe7USRTMSVtpkBSUIkIlhQEIuOb+dZXUjiHrOiWaqXThYULf\/Ohu\/\/eB+4J1aF3ohY8RFTUuHROuHRWaengl+AcPjK4WsXn9ZS+DbIIBgaIws1ZhVAahWoK0yqoVKIMigt7nP\/uZz\/\/2efP+ZvuXp04bW7GENLH6lk09tI4XECEdtgJtPviotDUMjWwwN4qDB1RYXiDXOaPUOr6tWISjHsqhYZjXqU+3Pvwg7d97Ac+eDNWF+uAsoAEQo1wZh+648zie8vq2GmWImGZxjVAUJodpikmd62FQKRAgEiN4rN\/cf7Z\/QpFUs0pebBlzqhu9p8++9XHP\/vVsHOW2yeIghY9SDOwzGa6dkwoG1hp+LdNS6lyjYVwpyJrJXBinkMrXQqupi8NO7Z87f333fTPfuR77ihWYbXnyqK20KrGjHzsvju\/993vWmrp4AtW2hYk6L5yNlEfimgBg0gd+K++88az55ZwC0LA4KzyUi\/mW08+89LvffpLtn3aTt68WixEZwgVdJK1Nk3oJNnUAxnMu7Iz4BJhwPwQ6cDmK7YDP28B6pnNtugPH7yl\/Oc\/\/L5bt+rlct\/N3VKM1Lm134\/jhVBJCHQSwspAYpaRcuBj2unFSVBU6UUkmPr9PdRLbG2JCJxQ5GYe+\/K3XvydP\/pMXe\/YTTcdFlsmhYbQjuGcs\/dEaw8UNU7Ba9Y613oGsMFBRHSX4To3glmxvdx\/\/baz83\/0kQ+955jsVQeYz\/Zqz0JnornGzc\/nPlihzjjz4pyVmV6pR4BM3gAQE6XVImJaajCpVsmAgRDm5Wv7+lt\/9GdPnVvOjt1xWG5bsQWjWA2nyQX6CDRom5YMq7ko5rVYiEn\/rnHhSTqWXl1zfZyILOu9m7f5Tz78vu+6\/cTBas9h5q1wcHMvgOWL6aL2M5r4YDILoqartkTrb5TT3mRQEhAP0UCvXDrWPupGaIeh\/vXPfeaJVy5g96blye3azdTEMYjWRLHhQ9iXsMLnZBPgKs2A3HewlVSRO6oLcDV0R4JCarRufnFZFAJLGI3iTuvy73\/44cfuublmptOkAAAJBElEQVTw3gJNRI0zdWJhqFFg0r9JRIbZIRBuIAKyXyJmhNJUxBBUCBSgCGvR8jPPn6\/OX6y2b9XtrWVZkkIGwEhtDoxITNwGO3CYaZf6Yk3yr5Nq+pTlVZoBbRdwoHAtgjojGXF0DWQwkQp1NC+qJH\/80e\/+yPvvWtQHB6GYuy3SAyY0G6l0KBogaNQRPYPMYOWVqWGIuDvEUZQmdApxABSemL28Xxdha7bQ2ikJGC3u5+2+SLxuiZsD8lzBAeRrcgOVevVRUKfVjHcVZgFGaHDauGM2NXciqvQKKEJdsyrKQg+rQstDdaV5QQv+hqUw6\/cNNoB+UtqLE1XTLaCMvBoCFKURVqAbypLRr9GKT5SSr4SBdQ6DUZhfa1XEoQULS\/j9dCiDtRUQaGCp4uYIBpVPfeHP79spfurddyxY1x0nme7cjXw3f6xn9mmxrIAwNltfUnTQaFRAosloyDPfIZoK6Ane9rlmjdmHA9dkHdAr1Yj33nULju\/qYluC804cWjiJiuEbL3\/ngoe4mZPilYur3\/n0N+46dfMjt5czvyQWV6eGqbtHckUZP6xE2aRpeAvBAL1GMDRRn2bhb3zooceEDjqrC186YtmOqED3iT975j9\/9XmWC6mtWOw++0b4zU8\/ffIj777jeFnV+UnJA1vjJF86auX6kwGxpmpKgUnyXe9Y35AXDVvapm5GRG3qtZABFCcU0nnR227ZOTtDETivXXClcdGsD7DQcuvRR546f\/GZlw5NjjlfybHjTzz74l0n8PG\/9sFdXVYmTgwQEyfZ5oj2eIbmLNDQr8CaH+mnxE3fjIbQ+D+usBWi0aRJal+VlkPnhgVJq+oY6XdTah89CIW46t+tJOBNC2cg1Wu5qqp6r1oe1hfq5f7y4v7y8GB5kK7DC+84XX78ex88U9YBMJSKJbdmf\/CV5\/\/wq9+mENEqCQl9zkk4gQpoZBD2PfisNUgPLhiVINWoaqDVBg8EAmpiGk8aZ6NOZGvUTT3Oxr8pM4YPUqPGpTGYt5GW1eMazIBQFawKCXNZQSqokGULWJIVBQCwFKBa\/ti77vn2d+\/95pNfW3IBD5HigLPffvzJu47\/wIfvna1WCsGMy9zOFVAVRQH6kkYRsVkneGQwA3qMSylUoYiBBaBJS8vAQO1USujG\/dRB+mSri5vy2c71dMwS05NXXQaoc0voBZmJknXwmFGLBldk62Syco51vXuw\/+MfePdTr77+6WdewmyHKIr5zmur6jc++ee37rzn3puPW1U5oGoEo0Ao7sKqVlcUUjtDsLLLVnrquIGe1kGTD6oUTmeFpw8KgcUjI7pHpzh7i21yGq+3wHSAtUGl8dmrTgAT98mnXnz1xZe53HNhpbr+03RUZ8G5KhRb9XmbOV2SEOcrL8Xsay9f+DePP\/OrP\/XIacVKF+2nH1Xl81987jNf\/Ybb2ja\/dPQ5g+oTYOgzpyJGxPXX0y+9Ie6UGsRJdqTpBN+fZPET+sSmBtNtZTSiXgN1tJbf\/M7Bc986L6uDAizVr\/N6K03E7KAgRLdlHo7tymIbFugEqHQx\/9MXDn77ib\/4+IcfdkJH3whR+dqLr\/6vLzwrJ876EAqpzE1p3wCgZxGTRACaqIhD4Wy7DJQyLt7bUb+ZBtn9Oga1QU+HawFD6UWA7d3y2HEJWknofUIyq4qXQBOrjhWL8iIOgngJplY5YZCKOoNs\/8fPvXbL1td\/7kP37DetEJGwJeH0MX\/yTEBRa93XPrjehCu0hZoANHm\/g5BCD7wUoEvLMc3UBpPQc8rWOA09u4XYMJNrsxJODgIVQYmWy7ZtA+e4Ak51ISt6qIM6Gq2IBoOZBRGpg9Pf+MJLZ285+yP33nRuVYszh+XMr4LMvSrpjUWuAGJ75ioAabBrc6pIt7kLUmOLAGTpASQXq5ZnSX5ub1vdjpQNDYSkJZVbRKXJ1s9WI9ScwgbQgujVWeP1g3QIoNMMpdZIEyextYShhtSIYFKEQKBQSpVCBM751\/dXv\/74l77yVwc7M8zqPbiFUBlbzeQBiEavLzShSdorkXZPxBuxuD0kCOO+j1hF3+mFWmXOmrBhH1JPE5pnwu5vdFG+XkcVbAhN+6VtBkkzmoVAiqh840L9b\/\/4ixeq1ULJCiLarHLG0z82vxXEbedKg\/AzrRlS1zTOrDGGbWzzzFqv29y1u6eEmXoypt6ABJgO0aXCjFoUJvK5F179tU89\/UZxeiEmVmdd3+2JYFJYZLsksg7KH8Z4OAMJtk8nAf08ByRhGzmaHIMSb2AC9EccvY8uBWam8F7cHz517g++8rJsbenIRJ41chgzosGa\/u3FCNbToLuZpMEgNSs9iozr4Jp4GaFdNUaMEQI0fu7IRIu9Wj7xxJfuPSlFWQKNDr5Zkw5ymMo7ceJBdNfdMpGyOc9pvLSmdLkuronDevQ6S3r6esn0VwJJXQ8RMToYpcDzr+\/\/+09\/\/SauCnEMtQna02+BRBFBu\/ZnwkcNjSgWDz1r7Yid0lPaY2NbFBO1\/7GanT6hrVX7UE6GyAJjFoP5RUCui3NuP+Ru4X1U2ipMABqp3WkjjO51MC52vvjSwSlbSVEWoa6KGczSp80JEKo9k2DKuD19LknKeCUv9uZjBmyoEf8q0Lr5Tw3w0ZcM8kgxA3puYW24gWXAIGSySxr5KOpEi4twVTH34mgCunZW9fx\/85yGOqHezdQWM\/YfnUA3uUjJb3JcNBnePgRAjwbpL03EQln6cu6lJGXQokHDx0BoAgVNFsv8R3eT2wOmBfVGGvCGXAdsDH28EaEmIdDmQy7o92+OQdvk5t0xMQaANV\/BokH363p8LWDNK99ezTNvHwLkbZMeLkzHJcSzz+MZw1NAc8Ng34RK8\/F\/acDav9kwvZqYtw8B8pBjakApagQD1KC+Y9mD\/Rg4WsdNFrdOLnBqVTy1VphmcTfYOoC9o74H7LGHUXtIxJK\/j8IE5vK07jx5aTNJviRp2TAoP\/5Hu+OseUuGBykgqeok2s76R7Qh5p\/nASAdM9t8diHmd6PNAPavo70jjXbLhkJ4HCRb2V1GpXo\/c+ExGuD5kB8wQ7aqrW5O\/X+UkoxOujbGRwAAAABJRU5ErkJggg==\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/12\/06\/py_addpath\/\"><span>Py_Addpath<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/7926115\"><span>Eric Fields<\/span><\/a><\/p>\n<p><span>Modify Python search path from MATLAB <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/12\/13\/minimally-bounded-rectangles-and-more\/\"><span>Minimally Bounded Rectangles, and more!<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/869215\"><span>John D&#8217;Errico<\/span><\/a><\/p>\n<p><span>Suite of tools to compute minimal bounding circles, rectangles, triangles, spheres, incircles, etc. <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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\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\" style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\">\n<td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/12\/20\/app-for-calculus-students-one-variable-plotting\/\"><span>App for calculus students (one-variable plotting)<\/span><\/a><\/p>\n<p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/5720219\"><span>Martin C.<\/span><\/a><\/p>\n<p><span>MATLAB app that makes plotting functions easy and fun <\/span><\/p>\n<\/td>\n<td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\">\n<p style=\"text-align:right;\"><img decoding=\"async\" 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style=\"width:128px;height:128px;\"\/><\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>  <\/body><\/p>\n","protected":false},"excerpt":{"rendered":"<div class=\"overview-image\"><img src=\"https:\/\/blogs.mathworks.com\/pick\/files\/potwposts.png\" class=\"img-responsive attachment-post-thumbnail size-post-thumbnail wp-post-image\" alt=\"\" decoding=\"async\" loading=\"lazy\" \/><\/div>\n<p>It&#8217;s that time of year again; 2019 is coming to a close as are the two thousand teens.\u00a0 During the past decade, I started at MathWorks, Brett stepped down from full time posting to quarterly&#8230; <a class=\"read-more\" href=\"https:\/\/blogs.mathworks.com\/pick\/2019\/12\/30\/2019-in-review\/\">read more >><\/a><\/p>\n","protected":false},"author":87,"featured_media":11247,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":[],"categories":[27,16],"tags":[],"_links":{"self":[{"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/posts\/11237"}],"collection":[{"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/users\/87"}],"replies":[{"embeddable":true,"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/comments?post=11237"}],"version-history":[{"count":14,"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/posts\/11237\/revisions"}],"predecessor-version":[{"id":12298,"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/posts\/11237\/revisions\/12298"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/media\/11247"}],"wp:attachment":[{"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/media?parent=11237"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/categories?post=11237"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/blogs.mathworks.com\/pick\/wp-json\/wp\/v2\/tags?post=11237"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}