{"id":11919,"date":"2020-12-31T09:00:35","date_gmt":"2020-12-31T14:00:35","guid":{"rendered":"https:\/\/blogs.mathworks.com\/pick\/?p=11919"},"modified":"2021-05-13T15:23:06","modified_gmt":"2021-05-13T19:23:06","slug":"2020-index","status":"publish","type":"post","link":"https:\/\/blogs.mathworks.com\/pick\/2020\/12\/31\/2020-index\/","title":{"rendered":"2020 Index"},"content":{"rendered":"We hope 2021 is a better year for everyone and the world!  \r\n\r\n<br>\r\n<br>\r\n  <body bgcolor=\"white\" onload=\"outline()\" text=\"black\"><table style=\"width:800px;border-top-style:solid;border-left-style:solid;border-bottom-style:solid;border-right-style:solid;\"><thead style=\"width:800px;\"><tr><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;\"><span style=\"font-size:20pt;color:#FFFFFF;font-weight:bold;\">Pick of The Week Index<\/span><\/td><\/tr><\/thead><tbody style=\"width:800px;\"><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;width:600px\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/01\/10\/determining-next-available-file-name\/\"><span>Determining next available file name<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3102170\"><span>Stephen Cobeldick<\/span><\/a><\/p><span>Returns the next unused file or folder name. The name is created by incrementing a numbered suffix. <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/01\/17\/digcircs\/\"><span>digCircs<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/2166720\"><span>Graham W Griffiths<\/span><\/a><\/p><span>This program generates a series of parabolic lines between blocks on the periphery of a circular ring. <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a title=\"https:\/\/blogs.mathworks.com\/pick\/2020\/01\/31\/racing-bar-charts\/ (link no longer works)\"><span>Racing bar charts<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/494813\"><span>Eiji Konaka<\/span><\/a><\/p><span>Make bar chart race animation gif file from data (inData) with option (Opt). <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/02\/07\/spider-plot-ii-custom-charts-intro\/\"><span>Spider Plot II \u2013 Custom Charts (Intro)<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3279387\"><span>Moses<\/span><\/a><\/p><span>Create a spider or radar plot with customizable individual axes. <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/02\/14\/spider-plot-iii-custom-charts-authoring\/\"><span>Spider Plot III \u2013 Custom Charts (Authoring)<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3279387\"><span>Moses<\/span><\/a><\/p><span>Create a spider or radar plot with customizable individual axes. <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/02\/24\/draw-a-bubble-bath\/\"><span>Draw a bubble bath<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3753776\"><span>Adam Danz<\/span><\/a><\/p><span>Set the range of radii, density, and other parameters to create a plot that draws randomly centered polygons with or without overlap. <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/03\/06\/progressbar\/\"><span>progressbar<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/870024\"><span>Steve Hoelzer<\/span><\/a><\/p><span>Simple, efficient, and user friendly replacement for waitbar. <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/03\/13\/fit-virus\/\"><span>Fit Virus<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3576565\"><span>milan batista<\/span><\/a><\/p><span>Estimation of coronavirus COVID-19 epidemic size by the logistic model <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/03\/20\/simulations-of-brownian-particle-motion\/\"><span>Simulations of Brownian particle motion<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/8826893\"><span>Emma Gau<\/span><\/a><\/p><span>Simulate Brownian particle motion by the Euler\u2013Maruyama method  <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/04\/10\/11449\/\"><span>COVID-19 Research and Development with MATLAB and Simulink<\/span><\/a><\/p><p><span>MathWorks<\/span><\/p><span>Scientists and engineers worldwide are battling the COVID-19 pandemic. Here are some examples of their work, including epidemiological analysis, diagnostics, and ventilator models.<\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/04\/17\/a-nod-to-our-developers-and-a-game-of-minesweeper\/\"><span>A nod to our developers, and a game of Minesweeper<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3690384\"><span>Brian Moore<\/span><\/a><\/p><span>Minesweeper GUI with classical graphics, a persistent leaderboard, and an auto-solution engine <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/04\/27\/ridgeline-visualization\/\"><span>Ridgeline Visualization<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/8557334\"><span>Santiago Benito<\/span><\/a><\/p><span>Plot several datasets in a single axis using the ridgeline representation. <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/05\/04\/matlab-r2020a\/\"><span>MATLAB R2020a<\/span><\/a><\/p><p><span>MathWorks Development<\/span><\/p><span>Some favorite features of R2020a<\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/05\/17\/changing-figure-settings\/\"><span>Changing figure settings<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/5890853\"><span>Jose M. Requena Plens<\/span><\/a><\/p><span>Function to modify the style of the graphical representations of MATLAB <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/05\/22\/file-exchange-select-inpaint_nans-gridfit-and-fminsearchbnd-fminsearchcon\/\"><span>File Exchange Select \u2013 Inpaint_Nans, Gridfit, and fminsearchbnd\/fminsearchcon<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/869215\"><span>John D'Errico<\/span><\/a><\/p><span>Interpolates (&amp; extrapolates) NaN elements in a 2d array. <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/06\/09\/copying-uiaxes-graphics\/\"><span>Copying uiaxes graphics<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3753776\"><span>Adam Danz<\/span><\/a><\/p><span>Copy UIAxes (eg. AppDesigner) and most properties to a new figure and recreate the legend and colorbar if they exist. <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/06\/19\/sir-math-model-of-virus-spread-coronavirus-or-other\/\"><span>SIR Math Model of Virus Spread (Coronavirus or other)<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/12696783\"><span>Tom Beekhuysen<\/span><\/a><\/p><span>Introductory model of infectious disease spread. Social distancing and social isolation affects beta (transmission rate). <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/06\/26\/convert-tdms\/\"><span>Convert TDMS<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/18971\"><span>Brad Humphreys<\/span><\/a><\/p><span>Import or convert a LabView TDMS file into the MATLAB workspace or a mat file <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/07\/04\/face-mask-detection-using-deep-learning\/\"><span>Face Mask Detection using Deep Learning<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/6383459\"><span>Wanbin Song<\/span><\/a><\/p><span>The entire workflow of developing deep learning model for detecting face mask.  <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/07\/10\/deprecating-support-for-edfread-and-edfreaduntildone\/\"><span>Deprecating support for edfread and edfreadUntilDone<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/845693\"><span>Brett Shoelson<\/span><\/a><\/p><span>A simple file reader for European Data Formatted (EDF-) files. <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/07\/19\/prettify-matlab-html\/\"><span>Prettify MATLAB HTML<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/2638033\"><span>Harry Dymond<\/span><\/a><\/p><span>Provides additional features when exporting .m files to html using MATLAB's \"publish\" feature <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/07\/24\/zoom-plot\/\"><span>Zoom Plot<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/8689849\"><span>Kelsey Bower<\/span><\/a><\/p><span>Adds zoomed plot inset to current axes. <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/08\/07\/model-based-autonomous-traffic-simulation\/\"><span>Model-Based Autonomous Traffic Simulation<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/9124022\"><span>Mustafa Saraoglu<\/span><\/a><\/p><span>MOBATSim (Model-based Autonomous Traffic Simulation Framework) is a simulation framework based on MATLAB Simulink that allows the user to as <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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hc0XKEkCFDv9Q\/9o9\/\/7m2plrP96fnsv\/xr37pC\/GPf\/\/5xnSVLzZm4a0N3GAhsKk5AAkBgnPzhZ7Bsdn53AqjQSnLFayzlweKJcf35fL75Jw5jvv\/\/+Kt1z84OzQx47h+TSpeX5UkhIxPZz44e\/m\/\/\/C16dl5XeNBMR4ASCktz7ccN1+yx6cz3X0jL750ZHwmo3G2QutBz6yzl\/oLlnvm4gABAgQCnw+VyhVL2VxxPl8slhzHE0XLyeZL87litlCSUpq69tHZS795\/\/R8rmjovK4q4fmib2TyxV++NZfNm4ZxeWDsQu\/IpYHxCz1DGzLAbgWbPbVUmMkVZ+cLlwfH09UpIeQSgVDX2YUr4xOz8\/XplOv7OucykBQSzuhL75966\/j5kuXs3dbyyMHdjekqSsl0Jnf8XM9H566c6Or96W+P\/sFXn6JAFSqChDFKKTSmqx6\/f9\/cfP7dE11XhiaOnuz++hce9sU1poAxmisUz\/cMc4139Q5n86VIKCSkUAoNXf\/WM4\/Ytqdp7MSF3q6+ke1tjfft2SaUMnQtEQs7rnfk2Pl8ydraVPulJ+6vSSVOdfX96LWjfcMT+YJVk0rGIiFGQUhMRMMK1VoiuT3YlAIogOeLTK6gCJ652P\/wwV1LHwUFjae6e4WU+YLluJ6haWTR9A+MTr367gnLdvdvb\/0Hzz\/W0VKvaxoBIoTc2d4UNo0jH184cvzC\/p1b79vbWXJcIAQJ+ELGY+GnHz6gpGIUfvL6h6cu9j33uUMrjABjtH90amR6Ttf4xExmYGTyrp3tQhKlUNf1Jx\/Yj4SYOp\/J5D7u6m2oST33+CGpUCnFGMvki4Nj06ahP37fvifvv4sx2lRbNZfNb9vSUJmMO67X0VL\/wlMP+r7Y1dFy8\/ZnM7Ld1EEUSraTyRVNQ+vqHZ7PFTmjZIFXy+Zzxa4rwzrnhZJdspyleY9ROPLRubHpTF1V8pvPPLJvexsAWI5r2a5QqrWp9lvPHt7WUp8v2q+9f8rzRfC9xf8DQVKRiB7c0xEJGTOZfKFkr6YAnbs0aNkuALFs7\/yVIUIWFgQAhHPGOdP4QpkqpZRzrnHGOaMUHMd1PU\/nfNfWZiQkVyglYpFv\/87hpx+5OxI2hZQhU\/\/Kk\/e\/8IWHYtFw4DArFbDxFlLRaiE1veBb37TPuoECgsAvozRXsAol29T16Uz+cv+opvHgDjTG+kcmJ2bmNY1ZrpcvWcEDM8YyueKx81c4ZQ8d2Hlg19Z80Qq6bQCAUpgrWM31NU89dCASNi9cGR4an9Y1DdXV2dvzRclyQ4ah6ZqQUggZlK8u3BhAqeScvTzAKW1vTCNgV+9IseQsOVS+L3xP+L5QSgEhSinPF54vfF8qhbrGOWdSqoGxKUrBNHTH9WqrUojE830AkFJVxGOVFXElJSJSSsMhwzQ0jXPT0AyNm7pGCOGcmYauazxk6pytnKVugwIWDqIsk827nk8IUUqd6u5dnDOJQjzXM2i7PiHgeiKbLwWvg8ZZ\/+jk5Gy2IhF98MAO3xdkeb8HQhiltu3evWtrY00qX7K7+0YYo7joMVAAw9BDpp4tFG3HMwzdNPWr6iFE43xgdHJwbCaViD7\/uXuj4dDg+PTwxAxdXCoGifvgv6DZaEAupRSUUolopL6m0na814+eOXOxz\/OEaeiO54tFa6MQhydnhsZmpFKUgu\/7kzPzs\/N51\/N7BsdOX+yfyeR0jUsp+4bGT3X19g1PKoU3kcDZeA5AQiglU3NZIWWEm4bOu\/tGMrl8PBpBhfmi1XVlmFIwNF6y3flckSy4RjA8MeP5fn11qrY6JeQqrjkhCjERC29pSF8aGBsan1FKscXOAkqh53mztnvszGXLdnbevTMWDXu+WJj5ESmFE129Rds+uLv90F3bX33v1Inzved7Bnd2NPsbRSYQMWTqDx\/cdXlw\/GL\/2H988eWnHjxw\/77ttTUVwdtDAYqW872fvSGE+sOvPVmfTo1Ozn7\/5XfCIaOzpf7Vd0\/mi9b+nW3ffvbwxf7Rn7x2NFe0qpKJF55+8IH9O7y1OAa3pICAkDw1l5UK2xvTU3O5ybnslcHxQ3dtVxIHR6cHx2eqKmLN6aqj53oy+SJBAgAESSZXRCSVyWjI0HEtZxiRcEqrUwkKMJ8v+kJqGkdEzthsLv+j37w\/MZU52zMQCZmP3rubUboU82GUForWqe4+Q9P2dm6JhEL7OltPdvWeudj\/pSfu2\/D5AcD1xOcO7e3pHz16+tLkbO4vf\/bGR2cvf\/OLD+3f0SFRBiSijy9c8X3xu79zmDFWKNonz\/cgwPGzlwuWwzk7cux8sWT3jUzNzOcMQ5\/Njn3vZ2\/saGuMxyJK3oDXtMGQwcX81PRcDhH3drZu21LvON65y0NKKsbomcv92UJp99bmfTtahe9ncgWJKpij\/KC4TtfpdTMbSADCpg6Uur4vlQICQcHM7Hz+B6+8+96piwpB11jf8ITjuEGsCRENjfUMjY1MzFWnEjvbm31f7O5oTsVjvUOTw+MzgRY3eC5EXeN\/\/I0vPPPo3dXJaDhsXhoY+3d\/8YuTXT3BgoMBJGKRRCwaKJ5zlkhGdV1LxCLf\/MJDe7Y2h0PmqYsDriee\/9y9jx3cVV0Rn5nPne8Z1DWuboSttJHNQgQA1\/PncgVGobY6uX9HK1C4PDCaK1i2453u7tc0vn9ne1UyzijNZAu+v0A8DmZjqVQwX6x9fiBSquA+luYHhRgy9e3tje3NaZ0zy\/H+x09++\/ax87rGA2uOhJy40Of6\/tam2oZ0lS9EU21NS0NNzrJPX+zXGNuMADxf6Dr\/oxee\/r\/\/6IX921sjYdMR4ns\/e3Mum+ecBeVQSgXCBIKoJAohv\/zEff\/kO1\/+7pcfZww4pwd3tf3T737pT373maZ0pZBqdDpDyBotj9bBxpMGY7RkOdlCydC1SMjcvW1LMhYZnpwdn54bGp\/qH52ur67Y3toYjYQMQ8vkS67nBQGZiGkQQkq2I+R1c0OoMFe0FWLYNDhjChGAeL5orq3+N\/\/Ht\/\/tn\/6Df\/GHX+1orqOM\/fqD09lcgVPKGZvPFrt6hzhnuzuadQ6O65kG397aoHF2+mJ\/0XIX47IbCML3RaFk79za\/K\/+1xeeffhujdOpTO7EhV6N89UqDGaOnVub53L5+upUZTLuemJPZ6vjCcpoY22lQnQWiDYbCvUqNpgDgoKsbL5YLDmRkBkJm7XVFZ1b6t8\/felS\/4jj+Y7ndm7prE4lSrYTNs18oVQqOWHTIIRUVyYZo1OzuXzRrkzGVgVJCQC4rjc2PYdKVacSXGOIGKiKUhoNmxTg4J5tmsb+9X\/+wcxsdmRqbndHFAB6hscnZ+bDpvHmR+eOnr6ICoFC0XKiYWN4YnpofGp7W6PjeusoAAAMXQuc3YLlaBr7+jMPd\/UNX+gdGZqYFlKuEiIgYtgwQoahECljusYZhXg0hIgMqKFrC\/K6QWy8DmAAc7mi43mRkBELhyiwAzu3csbeO3Xx6KlLYUPf07GFMxY2jWjYLNluvlhijEqpWhrSYVOfnM30Do2zVT5yMNmOz2QGRqc4Z1tb6gjC0gMgQSGkkCpfspvqa2qrKkqOm82XACginr004PjC90XvyOS53uELfSPnrwwPTcz4UlmOf75nEBYjRes8Wv\/IZP\/IJKXAKQhfhgyjo7leSFmyXLlWJjxgKwWtMxfPDQt+5\/VN7IbY0AQBEjIzn\/OFiEdDkbDpev7ujpbKZGxkcm4mk0slYtvbm6RSIVOPR0KO68\/li4xR1xdb6mta6qotx3vt\/ZNCCMbYUjJEKYUEdZ2\/\/sHpuWyhOhnf1d58zYofCSIqRETFGA2WmVJKSiGbL3b3jRDEyopYW2O6vSHd1phua0y3NqQTkZBCvHBluOS462SHGGN\/88rb\/+Lf\/9WbH52ldIGECYsMicW+XGvlEoIOCcv\/cMtdcDaq9ASCiHPZgpAqEYuahu4LUVeTam+qPX1pgFFob65tSKc8Xxq6lohFfCFms3kAqlBFQuaj9+65NDje3T\/6t6+++w+\/8oRCLejAFzL1sGn++p0T75+4KKR88MCO6sqkZTtg6MFzBSaIMRYy9WNnLk1lciFDi0ZCGmNXhsdHp+YiIeNPf+\/ZdGWFkBIIIKJh6OcuD\/yHF18eGp8enZzd2lxP1mL1ICLXmON687ni8MQsIgYWXyk1ODbNKI1Hw3zZkvAaaXwCDIWNTBCAL8TsfAEVqUrGNMaUUoau7d22hQFIpe7a0WbqulSSM1YRjyAhM5lcsBTwffHQgZ2725uKtvva0dN\/8ZPXx6fmdI0bGs8WSj\/+zXt\/\/eo784VSU7ry6YfvllIFKYFgEvM8b2h8ZnBs6s0Pznz\/lbdd10\/Go43pSonqVFdfoWR3tNTvbG+urIinqypqqpLpqopUInpgZ3u6MjmXK1zsG2Hs+hMAkh1tTYbOh8am3zh6mlHgFF57\/1Tv6KTGeVtTLYVPr4pv4xHg+SJfLDHGqioSgYwU4q6tzZGQIRH3dm4JpixKaUU8qnGWyRWVkkCIVCoRj3zr2UemX3x5dCrz2tHTPUPjTelKoHRqNts\/OjUxm0lEwt965pH6dOXVvgNATF2fyuT+y9\/8igDJFazpTM71vIcP7EhXV2Rzxa7eYY3z\/TvaOedBJie4VSUwEYvs3to0PD7T3TfyzKP3Bn8PWsstUIpwgSC9t7O1MV05MjX3izeP9Y1MEkIuXBnJFqytjem927Z4C08ElNKFmk0gCydZHASUUcrY1V8B2E3RljZQAAXIF62h8RnHslKJaPBHKVVTXXW6MmkYen1NpSckEKAA0bDpWvbA6NQSf80XcndHy\/\/ylSf\/9tV3e4bGpzO5s4YOhDier5Rqqq366ufvv3\/\/9iDHGTjcnucXCiVPiOHx6aBVYsgwDh\/c9eSD+zXGj5\/vuXRluKqqYs+2Finl6lL6u7a3vXTk42PnevqHxttb6gkhluO5+aJlu0v2WkqZjEe+\/OT9\/\/3Hr\/WOTo1OzxFCXE9UJWMvPP1gRSImpUTEfNHyPaGUCmJz+YIlFpkESEihZBfypWC3J0KI7XhOrmg77o1qYEM3FKRSHS11tVXJhnSlVIoAKKUiYXN3R0syHtE4C+pbFGJzfc09d21PJaKeECFdV4hKKQD6wIHtkZDx7okLvUOTmXwRERvSla0N6fvv2n5o3zbG2NLrr6SqTiUO7tlqGEYgr1DIaEpXHb5nd1Uq4fl+0bL3bm\/d1tZYV50S1674KYDwRWdrw2P37s7mi7liiQIIpZrrqg7s7dzSULO8slsI+fDdu4ol571T3TNzOUJJfVXq0Xt333fX9qCpgcbZ\/u2tvpCmrkmpImHzwM42w9A4D3xlsqu9sSIaTsSCYLVqqq06sHdbc1312lyP6wOW7yOGiGZY\/+1Pz55\/d+T\/+T+\/EQmZUirPF3PzeUKwOpXUOEeCQcFi79B42NBrq1NSyiD26LjeXDZPAaork0uxWYXIGA0Z+mwmNzA2lckWETEZjzTX1dTVVHhCiiXjgwiUFi07my9SoAED2jT1ymTM0HXb9SiQ6bmc6\/mxiFkRj13vUWczOcf1YtFwRTyKhOTyxXzJjobNZDy60B92MRQhpOoZHJuYyVCAxnRlx5YGROILAZRKKWfmckiwuiKhaZrnebPzwaMlAg7LzFzWFyKVjIdMAwnm86V8yY5HQ4lYFBE5p3\/+4zeOfNwVMgzfE+mGxHf\/2eFQxMBVLJuNRgCiaehbW+oBiOV4AbkFCPF90dqYJkiCMREcGQ6ZlckYIrEcd+ltowBKqpLlpJLxdFVF4FBSSqREy3GDYrzFlwGUUolYJDhs6QY8X1i2QylFJE111RpnvhDrrLOa69OUgef6QfFTdSpZX1slfOF4\/lJIKpgJOGf7d7btx7bA3bNczxeSAhBEzlh7cx0BYtuuVMo09K1b6hHRdrzg3loa0pRRx\/GCws3qykR9bZXv+653YxSKDSdhkErlSxZZ1bgWV9XwCCFyvg8LDYOvOQkhC1oJyP6KKECgdOVeYIHv5HrX7I9HAZZOaNkuElx9ieUoWjYSXLpb2\/Us113ddRcAhJD5QtD1CRDVwiy78HRYKFlICKMUgAil8kWLLCOfFS0HCbLFMrCAX33Cyk1gAAAPiElEQVQzvX3X\/1gRQq9DeVO4sn5miWO8JuhCAw5CCGGEXjc6t\/5J6MaLzhXHrPMVWCYvgJXPuFzHq3l\/K067\/m2vg+sqIDj9Oq2v17\/aNetFxDu13cIN8VCDbO9Vi3gL1736rm2E69DTAThjjLObJq0ikCBvjaiCeMZtJ8BuBjci\/SVuOlkozriF+2WUkc2t5tYq0KDEF6J3eMLQdalujhKDnPOwqUfCoYipGxpHQnwhg1jQDQ2GIPuIeMPqw4AbQZkvVoc2rzk\/IQQo6JxRCkIo23GLtmM5nuf5N37ZBXBKC0VrM33DV5WpEoKSjE9m\/98\/+wUAaNqmkhurQSmYuhYLG9WpxJaG6u2t9VubauOxiBAy2AtjM2oIaC9SKUrZjfI+OKOMsbc+PNOQruzY0uCLNWqtlApcZM12\/N6RyUsDY30jk1MzuVzRthxP4Y369NcgiHhvGK1bqQApVSod3bG\/wQxpuYw1PZFfv6DuekBCLMctWM7IdOZE94CusYbq1D272w8f3NlYW2nZrpByQw4B57RQtP\/LX79Sk0p+96tPrOakXg8AIIX8\/ktHXnvv1L\/+379JV0XRAnMfjZiFkv3bDy6+d+pi\/9h0yfZgIeRAGQ1KzW\/i0W8M1ygAAHxP7jnYvOeeJiOkn3i77yffO87YxinW1QBCKKOMAUEW7A0wNpsZfmPunZPdT92\/76mH7gqHzMC7X+ckGudXhsY\/PN8TD4eef+JQVSrpb4JzEPBR\/vMPfvWbd09uaUzHImF57fJHIeqc6Rr\/4PSll46c6BudDpaWkZCxOG3fzmYN62OtXhGEEEVQEcSAX32T97IYNVn4F6eM65DNW3\/7mw+6+0d\/79lHtjRWF0vr7cYplaqvSTXVVKarEvFoeHnwZ4nFv\/pbCpFRePy+fecvD\/m+NHVtOSVAIYZ0zfX9F196550TF10hdY0HC+TFs31asieEEMKe+UdfX\/1XRMI4nRjKdJ8ZY\/y2lcnBIibnct39o03pysbaSte9LvMSUUXD5p5tW+7b1xmLhIK4GFlYHvsBYW2NqxCCiPXVlVu31Hm+2Lu9VdcWeDGIGDK0XMH6sx+\/8d7pHkTCGA1INJ8QAIiSGI2bdz2wRdP56gtdR7i3kGNbB8ErFljY0am5P\/\/pm5f7xyMh43oDPmjS3VJfU1OZXC59jfPKZDIaDq\/5NYUoFQqltrc2fuMLD4cMfYnHqXFWtJy\/\/PmRE119AMAWN0v5VN\/5a7Hu2w1Ag63Db\/aHXvtDlnhtABrnI5NzL7783lQmZ2j8ejJQhHi+7\/viaqEJYiIe37t925bGBlzLS46GQ8lYKKgGSyViQVuh4KIU6I9f+\/B4dx+ljDN6XfMaLAWuvflbkcP1cpxk3ZUwCF8W845uaDfdXW1pbAMA48A445wtRCQRDU3r7h996a2Pv\/ulR683EQCBSDikEJ3F7WIC4ns8FnN9f7XaGKVXBkYdz9vW2iiEUot55iCweuT4hbeOd9OFqry1ko4AAEQp9HwhxVLvoGA2uxmbQIF4rojFTYK4JkvguithKTFVEzv4cDvT2E2byKDdnmP7dskrFRyr5FklD4AYBmecIhKNs3dPXty7reXevVuXelYuB6PQNzxuGkZ1Kr60lWGwJlCrXn8KUHKcv3nl7Uyu+M\/\/4Cs1qWRQMYiIhs4nZuZ\/eeRjXwhT11Z7+EHCzHOFEJJRaoa1SJURjhqhiK5pjDJYHSzaFIBIoZKpEOXsxuqEpS8bWlPPfvvArcwGqJRS6LrCLrr5rD03VZwcy06OZLOzJc+SusF0nVu2+8o7J3dubdQ4XzL0CzfH6NRs9v\/7+ZupROwPv\/55zhaf4Trb2QYkvvNXhmfn84WiXVuVWkiXAhAgb350bnhyLhIy15A+Bd8VUqhwzKipS6UbkzX18YrKaCRhhkKca4xSeguBCaQUNO0GFYCIhsEjMeNWPISFLG\/gaCARvszP22MDmd6uyb6LUzNTBSUxZBqXBsZPXOh79J5d9rXbUjHGp+ayR09fSiWj337u0WQsItblvSrESMh87N49uWKpOpWQizs+c85GJubeP9NjaCtLpYPFnWv7Zkhr7Ex17q3f0lldXRczI0ZQDxKwE5c86puSAlEKhSvXZFpcPxwNRAjp+7dtywkghHGarIxU18Y799X3dU8ef7uvr3vK9wQwePvjrnt3t3ONL6\/MllJWpeL37OmoTMZMU19aTwFZZF5dOzoXqsOePSyVSkTDQqrAwwSAY+euzGYLIf0annZQ3yB9WVUT23t\/84EHW9MNCULAc4Vr+7cWiViJ6wUU1ssH3Hh2YQNIicLybEI0je26p7lpa9W7r3Yff7vPsf3+0enLQxN3bW913Kt7LAgp66sr\/+RbXwwZuqnrS6ljX4iiVVqjhBqIL0QsGmaULhEmKIV8wTpxoX+B0rBMqKiIlKq+ueLJr+zdcaAeEayiF9TOQ8AzuJ1PvzbWXoh9QlgoUgFAtTDqt+2tZxSGe+dKthuLmPs6W3BV2KCqIh4yDW+RaRFkzeay2Uw2u6KbTpApCwbuUq2SrvMLvcOvfXBW01a8bSCEamqt+NofHWrfVWsVPd8ViyvFT1wUS7hD3dOBUAaeI1xbHH5m52PP7QQklwcm8gVr9VAtWc5y\/g8A+MKfm88WStY1hy4ujNmyhlxICBA4fXEg2Hty+eHSlzX18a\/+waG65lRh3iaE3JH2rXeyfT1QUAqtknf4izvvOdw+OpkZn5mnq\/qB6Jq2ouYCAAxdX14\/jYiaxnsGRv\/sb1+dmMnwxY8oQMlyLg+M82sZ56jQDPHf+faBdFOyVHDpnduX+A5v4BBwT31fPvrFnVQjVwYnVrynnNHhienZTI6vqpRfHmIL3vmXjxz\/xesfvHXsXLCLbaCVienM9HxBW7byAgqeJx78fGf77lqr6N1cvP124c5vYQIASqhYRbi6Ln5laErhVQKVxvnIxOy\/\/W8\/+g8vvuS6V9u0IqIQYnm2Lsg6VyRiVNNT8eiSbjiFwfFZ17umMb7visbW1ANPbXNt\/85Kn5RJxywkRDdYXVNyvHvOcXzOF7KpjNLp+fzETMZyXMt2UmY86EXBOTd0XcqrBBYkREj11Sfu29nWsG9Hu7dYFSsVGZ6cIct8z4DX9tBT2w1Dd93b3ALwJnDnR0AAAKipT2YLVq5gUbqwaPSl6Giuffy+vU8\/vD8ZjwYNKqSUlRXJ+\/fv62xrW2qcA4RIKePx6AMHdpmGFqwYKIDv+5NzOcpoMCYAiO+JhtZUx57azWxD9imgLEYAIYQgVtVEXSnmcoV0dQUhghAQQkbDoT\/++tNLZRQBKKW6rmuLjbKC0BDnLLBRi9v7AGW0ULLn8yW62CwJFSEEdu5viERNz73ZLkC3FeWiAEQST4QphblskdGr9hoRQ6ZBCFnFz1gM4yMauhYy9JLj+r5PKY1FQgqxZDmUQtFyitYyCjtiJGa07aj9JPuf3BjKRQEKMRTVNZPN54oL8QNCSND1QcqgX8XqbyESxlm+aP3q7Y8Hx6dLlqNxVp+uPLS3s7mumhAoWo7reYuMH6Kkqm1MVNfH148pfZooFwUgom5yw9RyRZssSZ8QxljE0BWi7bjLjl5I4VIKSuG7x89f6h890d3vCp8g2d7aIHwRe+RgTWWyaDm+ULDYtlMp0tReZYZ01\/XvvPknhJTPJEyQcI0ZIa1YspfsAwXwfP\/1o6fOXx5gy8qvg3ABpZQxWrTsD89cnpzLKoIa54yxXNE60XVldGpG58xyXKWu7sjHGDS1pRYUWB4oHwUgY9QwuO14S6X+Gmf9w5N\/+dM3fvjr93whFnx5ANf3srlcvliklNq2O5XJjkzNUUo5AGc0ky8NT8xl8xZQcL3gbMHrj+GoXl0Xl2Vjf0gZmSCy0GXJ8642jQcKhZI9M5+LRkwpJacUCaGU5gvF7it9nvAppYgopEIklBC52JfUEjJokOP6kiBBIABECpWoCEeTIVVO+2qXiwICu0IZDVbCgYCEUFtb6p45fLC1MR3SdV+pILft+X7JsimFcMgkhFAKQikhBQAgIYxC0HACCAghF1obEZASk9URw+Ceux5b9FNGuSggSJtwfm3AUsrKivg\/+tYXOWO+L5d8IwpgGjriwq7yiCRk6OlUIhY2XF\/MZQvTmTyjLCj1XnYNTFVFKIMbZK1\/sigXBQAiAFmUzlX4vuCcub5YwRZf4uoGDXC\/9sR9DxzYEQ0bnq96Bsf+8mdvcAa4gvKDJJ4Kl4\/oA5SLAgIgkhUNfgPK+GpaTSDagFYVi4SeefSeaDjkeH4syj5XW\/nuiS6xRn9liMbWKJO7sygbL4gQstbLCUB1jWucE7jKBIWg9hooEkIZBaC24wUlu0op2\/XlKiljUKwZ1svG\/1xAeY2AawCASv38tx8Mjs0AkCfu33fXjjbPF1LKmqrKXds6pucyV\/r7gYBU8uLgaCwSklJRAMpovlhakVdAJJSBZt4M0\/sTRRkrANHUdcf1fvvhmUQ0\/OUn7iNkoT5A07RIyAwZBhISNNj7d3\/x82W8KRBSPv+5Q9fOJkgp1TS+UJBfNigvE7QciAQJPnBgZ2UidmB7a3tznestEiZwqdw6IB1RSoFRtvhD16zBZAw432yJx6eG8lUAABFStNRXtzWm9+9qv6ZtLiyF18jinljXVIyu\/YqXUQDiKsrYBBEiJdE19vzjh5rqqq7ZcXUxGLf42zVYyAbAyo1zbnZbwE8WZa0AAOILsbezlVJYHsBZCsYt\/WHlFwlsZq\/5ckBZK4AQgoQsEPmX+aCu52Vz+UKxSAhhABqDoL0PWU7dLZ9ow7oodwUAIfJayjQA5AqFc5d7hPAX5l9KbddjjBK1UNsDd3T7sxtCuSuArCrsDqiJjusCgKlrgaGPhkzOGVkswXE8j8LNb0T4aeIzoIDVoBQY05aSwpGQ8dxj95qmLoSiFDTOX3n7uPwsSJ98RhWwHBRA42zfjrbWhpqgsYDtuO98fOE27kz+ieIzqQBEDEgSQVV70XK+99M3dm9rCZm6EGpkfPrK0Pizj95zp29zU\/jsKQAJ4YxxTZNSSiF0nRuG8caHZz88eynoz1tyvIpYOBkLL3bzKuuh8NlwlpdDKZWMxw7u2dXe3OQrFTL0\/TtaY7GQYWgAwBiLmPrOtsbqVOJW9uL91PDZGwEEUdP1eDTquB5B4vnimcMHx6cyV4YnhJCUkqqK+De+8HDIvG79d1nhM6gAEoQiEFEBIVKqcMj8p\/\/wS3PZgu8LAiSViBq67nh+sM9OmeOzZ4IIuaZMNei9J4SKR8Oe56dTSUqZ43rlb3wC\/E\/1tf5W5aalBQAAAABJRU5ErkJggg==\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/08\/30\/interactive-apps-for-solid-mechanics\/\"><span>Interactive apps for solid mechanics<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/14049778\"><span>Ephraim Bryski<\/span><\/a><\/p><span>Interactive apps for gaining intuition on concepts in solid mechanics <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/09\/18\/r2020b\/\"><span>R2020b<\/span><\/a><\/p><p><span>MathWorks Development<\/span><\/p><span>Some favorite features of R2020b<\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/09\/27\/r2020b-swarmchart\/\"><span>R2020b: swarmchart<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/869871\"><span>jiro<\/span><\/a><\/p><span>plotSpread plots distributions of data points, adding jitter to the points to avoid overlap.  <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/10\/02\/simulink-to-stateflow\/\"><span>Simulink-to-Stateflow<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/6052287\"><span>McSCert<\/span><\/a><\/p><span>The Simulink-to-Stateflow tool translates Simulink block diagrams into Stateflow state charts. <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/10\/15\/r2020b-pattern-new-way-to-regular-express\/\"><span>R2020b: pattern (new way to regular express)<\/span><\/a><\/p><p><span>MathWorks Development<\/span><\/p><span>The new pattern class in R2020b<\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/10\/23\/avoid-overwriting-files\/\"><span>Avoid Overwriting Files!<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/2630498\"><span>Simon Musall<\/span><\/a><\/p><span>Function to check if a file name already exists and create a new unique name by enumeration. <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/11\/20\/emulating-a-physical-experiment-of-measuring-mms\/\"><span>Emulating a physical experiment of measuring M&amp;M\u2019s<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/7620540\"><span>Lisa R. Thompson<\/span><\/a><\/p><span>Experimentally realistic mass, color distribution, uncertainty and balance behavior for M&amp;M candies based on experimental data. <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#ffffff;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/12\/04\/aircraft-intuitive-design\/\"><span>Aircraft Intuitive Design<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/3682759\"><span>Zak Lietzau<\/span><\/a><\/p><span>An academic tool intended to assist in developing an intuitive understanding of aircraft design. <\/span><\/td><td style=\"text-align:right;background-color:#ffffff;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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\" style=\"width:128px;height:128px;\"><\/p><\/td><\/tr><tr style=\"background-color:#dddddd;vertical-align:middle;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\"><td style=\"background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p><a href=\"https:\/\/blogs.mathworks.com\/pick\/2020\/12\/11\/leaf-pile-3d\/\"><span>Leaf Pile 3D<\/span><\/a><\/p><p><a href=\"https:\/\/www.mathworks.com\/matlabcentral\/profile\/authors\/9069783\"><span>Nathaniel Barlow<\/span><\/a><\/p><span>Makes a falling pile of random leaves in a box. Incorporate a drag law and compare with nature! Or save a still to hang on your wall! <\/span><\/td><td style=\"text-align:right;background-color:#dddddd;padding-left:0px;padding-right:0px;padding-top:0px;padding-bottom:0px;\" valign=\"middle\"><p style=\"text-align:right;\"><img decoding=\"async\" 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onError=\"this.style.display ='none';\" \/><\/div><p>We hope 2021 is a better year for everyone and the world!  \r\n\r\n\r\n\r\n  Pick of The Week IndexDetermining next available file nameStephen CobeldickReturns the next unused file or folder name. 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