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complete-learning-flow.drawio
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nMV6yXVOVyPPUzvIY3YeQYufZr6vzN5otxsE6Awmc/KmW0r73j6tIcv61YCUObPg25E/HcmD+c/mnofaWIG7jKTQflVvAGU56tZuX6sP6k89rKXj7HekGThGSrqZK2/py9tIxMo8/3ldjBe/hYRv2TwcC7Te93O3lQScPex/oQUgLLfbBfpOub/iIhfY7108VAe09/5H7NRbyjeitTZ09e1hBLKdZ1aIYeAa8ROSygzWj75DzuAAdRpMF4OY7/LK+9ifW3b1GgXf6xcR8T7PX248DcjDMX+bMhlw8VGllHuOgPXz2AgbsQbQL1mo950Nup1I+LniLhp8v0j1rsLdsVbNfa21DF9aA2U+T4yb/j946jttGvA5bB88tphCdCKN+DFbNTrR8R/xvoatdf6GBH/ORv1+pZJVmefkeU6OChbDs3QSDuVPgN3480XoHUht0rXyb005DbhNpyNeisjWaWLPX5tAQdlv3cs4vizcI2006sDbjBeduL491WwcQmAkPurDU++3phEuFUqnZfskyWUUL5jt8NZEz+rdpmB6x95AO5d+wbAbNR7SPfo6myF3CbcOrNR79o93Fph3wHXN8RQ/PvFPI6/I+XOP0t2uQ/csZcSmH0D4IuQi4jrwXg52fp32mPf5yVm4KAOk4j4d8k/q3YJuP6RB9/sGwDfCznaZ9+BdW6IoQrzIwfczg21yxLKY/4gu3MdAwDQ5EnRjwzGSxuZQOFSQ9wd8SHs3FCvCrgMfoBNHX4AwJbTSv4OoPKW2LWlXjsD1znyoFs+CQBsO8TKoL5hhiocuyV2aqnXXgN3zBm4e8snAYCv/HqAv2NhmKF8s1FvNRgv7+N4t0Tr7hKRJQacH54AwNcnZNdGAXhhU7w7YsC92muXUJ4eebABAABKbIqdWqrEa+BuHW8AAEChTbFTS7024I61XjRmo56AAwAASm2KnVrqTWFjfedwAwAAGnBf4oN+ccAd+R5wD44zAACgAatj/cW7NNVrZuBO2zjIAACAgGvIq5vqjUEGAAAEXBneeN4AAAAEHAAAAAIOAABAwAEAACDgAAAAEHAAAAACDgAAAAEHAACAgAMAABBwAAAACDgAAAAEHAAAgIADAABAwAEAACDgAAAABBwAAAACDgAAAAEHAAAg4AAAABBwAAAAAg4AAAABBwAAgIADAAAQcAAAAAg4AAAABBwAAICAAwAAQMABAAAg4AAAAAQcAAAAAg4AAAABBwAAIOAAAAAQcAAAAAg4AAAAAQcAAICAAwAAEHAAAAAIOAAAAAQcAACAgAMAAEDAAQAAIOAAAAAEHAAAAAIOAAAAAQcAACDgAAAAEHAAAAAIOAAAAAEHAACAgAMAAEDAAQAACDgAAAAEHAAAgIADAABAwAEAACDgAAAABBwAAAACDgAAAAEHAAAg4AAAABBwAAAA/NBPhgAAoE6D8fI0Irpf/c/diDj9wR9dpV9//vts1FsZURBwAAC8PtD6Kca6EdFJv04j4nwPf9fmH2/S74uIeIiI24i4nY16D54REHAAAEJtvOykSOtGRD+F2tmRHs7FV79vHuNjirlFRCxmo97CMwcCDgCgLcHW3/p1VsDDPklRdxER79OM3U0Kuvls1Lv1zIKAo+w3p2FEDNv2fc9Gvb5nP9tjshsREyMR89moN2nxcbBo8XM/nY16Uy+Box17lynWLgsJtufYDrr7rZibe8ZBwFGeTny1/AKO7NQx+adWBlyK+DYfA2ZIjhNtm18nlX+7ZxHxLiLepeWW0/ShgeMOBBwAO+j63n3/7P2DgmH6ddLSYTiJiF8i4pfBeHkXEROzvyDgAHjlidVgvOy0dMtwAcM+w20YEVexhx0iC3ceER8G4+V1rGflJna0BAEHwMtDRsDB7tF2mqJtGPVc17YvZxHxPiKuBuPlZDbqXRsSEHAAPD9k2rjJgGsgaTrcrqK9yyRf6yTWm54MI+LKhifwpTeGAIAn9Ft4wm32jaaOpatYz2C/F287OYuI/xqMl4t0WwVAwAHwHW08WRJw7Bpu/cF4uYqIfwu3Rl1ExG2akQMBZwgAeMJZWgIm4ODH4dYZjJfziPgjXOe2Lyex3uhk3sKfTSDgABA0vl8airerWN8/763ROIi3EbGw5BkBBwDf6rfs+7WBCS8Jt9M062a55OGdp4jrGwoEHAB81mnRybhP83nJ8dKP9SYlZt2O5yQi/nBdHAIOAD5rU9T0Pd08M96uY32tm1m3PHwQcbSN+8ABOIn/nnOxCn+G22lETMOsW64RF7NRb2ooaAMzcAD81UlrW6JWwPGjeFuIt+wjbmgYEHAAtF1bwubcU8134q0b610mHSNlRJwPYxBwALRapwUn6H1PM38Rb4twb7eSLAbjZccwIOAAaKuu77FV3Erh23izWUlZTiLCzb4RcAA4oRdwiDcKcR4RE8OAgAOgzSezAg7xRkne2dQEAQdAW9UeODanYBNvm1sFiLc6TGxqgoADoI06FZ+w9z29bFkI+qqcpCAHAQdAq9QcOT6dZxPzU/FWpfPBeHltGBBwALRJzZHT9/SSrpV6ZySq9d5SSgQcAG1yUvF9lZzUibdu2LGwDTzHCDgAWqW6gEsbVrhBM9OwaUkbXNiVEgEHQJv0K/yezL61XLo2ynVv7TFxg28EHABtUWPs9D2trY63bkS8NxKtchIRV4YBAQcgUoyN74nyuCaqna7MwiHgAOrhTf37zio86RFwLZWuhbowEq1kFg4BB0BrVBM8NjBpdbydhtm3tjMLh4ADQMD5Xijl5D3sOtl2ZuEQcAAIuML0PZ1Pq/mGx2nWxYk7ERFDQ4CAA0DA+V5qUPPSMrNvbJwNxstLw4CAA6BmNd0vS8C1jNk3njA0BAg4AGo/Ce5X8D10wgYmbT1ZN/vGtrfp5wEIOACqVcPJjtm3djL7xlMso0TAAVC1ru+B0qRrncy68pShIUDAASDg8tb3NDpJh+S85p1XEXAAcCFCKUnavOStkeAv9A0BAg6Amk+IO4U/dhtZtMvQEOAYoSY/GQIAXqgbEauCHztOztvuJr2Gv34d92O9UVHbrhc8H4yXndmot3JoIOAAqDXg5gKO3KUZ13MjEY/pNTudjXqLZ47bZax37mxLzPUjYupQQcABlOXUEDz7RMdjx/Ndho8RcTUb9R6e+wfSTNQkIiaD8fIqIq6j/qXHlwKOUrgGDuAzn9Q/T9djp6CT8rZ6jIifZ6Pe8CXx9kTMTVIIP4p9EHAAlOkk7exXFBuYtFJbT8ofI6L/nOWSz4y42xZE3InbCSDgAKhZ12Mm82DvtzTYN/F22+QXTV/vSvCDgAPAiY7HnJdTx2jRrpqOt62Im8Z6B0s/10DAAVAYM3CeW99Hfn5PkbVPQwEHAg4AJ8eHcOFpa5W2nYw/xgGWOKYdKj9WOoYn6VpZEHAAVKeoe0PZnKBdWrphzeSAN6K+rngc/axAwAFQ7Uly30kZnu8sPMb6vm0HUfksXN/LBwEHgJNkjxXP9z7Nd7nX22v/TscOCDgAnOh4rHi+X25y6L9wNurNo877wvlZgYADoFqdgh6rDUza5bRF3+v9vm4b8Aw1zsLZyAQBB0C1iogiG5g4Nit3zIhaVDqmAg4BB0CdCokjAUfNjhlRt5WOad9hhYADoFYCjqwUtjtq0QF3xKWb+3bqlYSAA0DAeYzQtMcj7D75tRs/10DAARxcCz+1b9OJjg1MHJO1ymEG7KHCce14GSHgAHCyLMw5jDYtf8shnmpcRnnmZYSAA6BWuW+5bSkUNcshnlaeBhBwAJSl67GRkY4hEHC7MnuPgANAwHlspSj9xFXAHdaDIQABB4AT/qace3pgfyq+lYAPAhBwAFQryxMdS6AAAYeAA4BvnQ3Gyxx3/rN8ktr1M3kcd54KEHAAlKXrMUFr1Xgd3KmnFQEHQM36Ag6oiJ8fCDgAqtbJ8DHZwITaXWTyOFaeChBwAJQlq0+rbWACAg4EHAB8X26zXZY/0Qo+rNgb18Ah4ABwInlATmppi44h2AtLsBFwAFSv67GAYx0QcABOgsrQyeFBpHvSnXk68LPrYFaeBjicnwwBQES43qGmCBbjtEkOO1HWEHB3sb6f3e3W7yDgAHAieQB9T0WrLTI6Fg9iMF5ezka9uaf+L92n0Pz61+1s1HswPAg4AFppMF52Z6PesT+5NgNH21xGRNsD7jG+nD3b/L6ajXorhwgCDgC+H08CrmwdQ1BkwLXBTfp9sf37bNRbOAQQcABQ4Mm/DUwaUfr4tfHapZNKllE+dR3aQ1jmCAIOgL3pH/nvN/tGW0/0h5H/MsrNMsfV178scwQBB0A7A6rvKRBwLf2+3w7Gy04GIXQTT8yiZXBtLAg4AHjCyZFPIs3Atdxs1LsdjJdt/favYz0Td+gxX0TE3xx9cBhu5A1ATREl4IhYL9Vro3eD8bLj6QcBBwDZR1Q6cbWBCRHtvgnzxNMPAg4Asg+4MPvGZ6sWf+9vB+PlpUMABBwACDgEXBkm6ZYagIADgB86O9LJY9/Qkyza/hoMSylBwAHAC3Rb8neSJ1vWrzc0GRoGEHAAtbLcqOCYShuYnBh2IiJmo95DRNwbiZgMxksfbICAAxAcZDeenj++ZhZu/aHG1PVwIOAAQMCRu4UhiIiI84iYGgYQcADwo5PGQ+obcgTcd70djJc2NQEBBwDfNxgvDxlVZuCafe6KX3I3G/VuI+LRs/mnX2xqAgIOgOPLeaOGzoFioxM2MBHET1t4Kr/wwaYmIOAAOK6VCMg6Nm4cokc1NwTfRq2IAwEHwBFPxgRc1te/rRyiXh+ZOYmIuZ0pQcABcHiPkfdW6ReVhaKAK8xs1FtFxJ2R+MZZrGfiRBwIOAAO6DbzgIsDLdW6yHgIFg7To5sagiedizgQcAAcWJphyFmngkB8LTM/eXAdnIgDAQdAVnLeKKNb+NffxcqheXzpQw6byYg4EHAAZCPnZZT9FgfcrUMzG1NDIOJAwAGQi1XGj63NM3ACLhOzUW8abur9nIhbucUACDgA2h0KJ3v+VP/C88IzTQzBj1+v4T5xIOAA2K/ZqLfI/CHu5WQw95PMdO3VgyM0G1NDIOJAwAHU46Lwx3+f8WPrlxSGDblJEWcWLq+g/mgkXhRxQ0MBAg6A/cg5FLqFfd0mrBySWbo2BC+KuA8iDgQcAAKuDQFn5i1DZuFe5cNgvLwyDCDgANjd9vVVi4wf59mevq4NTHiNa0PwYv8ejJdTwwACDoDmImGV8wMdjJf9nL+egPtGv9YXTZqF+9WPjxd7Nxgv5+4VBwIOgOZOSnO+z1U386/XpPvZqGf3ybxNwn3hXuNtuOE3CDgAGtOm6+BsYMKrpcAeGolXOQ+3GQABB4CAqyjgFg7FIiJuHul2D4g4EHAACLhvT/hy/npNWjkUizEMSylfy73iQMABUHM4NPVpvQ1MaEq6dvTaSOwUce4VBwIOgFeejC4yf4jdzL7Ovp6HrwPOMr28n6+J52hnH9xmAAQcAK9zJ+CMPy82DEspd/VuMF5O7VAJAg6Al2nDRiZ2oKRRaSnl0EjsHnHhNgMg4ACoJiCaCq+cNzBx/Vu5ETePiI9GopHX52IwXnYMBQg4AH5skfFjO9n1pK6ADUwWDsGiXYVlsE1F3K3bDICAA9iLgj8pfioWcp8B2vWELveAW3lFlWvrBt+uh9vd5jYDl4YCBBxA0zq1fCPpBDTnk8/ukf/8vsdfwJX/GrqN9UwczUTcf7nNAAg4AP5azrNw/YoDzlb09UTcNFwP16QPg/FyYhhAwAHwtEXGj63z2j+YdrY7E84cKOKG4Xq4Jv3iXnEg4AB42irjx3a2wxbjXeOef2hXph8R94ahMe8G46XbDICAA+ArtW5k0i903BcCrkzpmtLLsKlJky7CveJAwAHwxUln7gH32hDLfQOThaOv2tdT30g06jwiVm4zAAIOgM9y3lCje+A/dwiW2dUfcf80Eo3a3GZAHIOAAyDyvh6r89I/UMAGJiuHXPURNxVxe4m4P9xmAAQcAHlfB3f+ij+T+1KrhUNOxPFqH0QcCDgAAZexVyyb6htvRFz1ETc1DCDgAGo+kVwUHBTdPf/3h7ZyRIo4dvZOxIGAA2jrCeZD5L2xRueF/30/8/E2AyfiEHEg4ADYySrjx/bsGbXBePKHOscAAB6OSURBVNmJ9WYHubpzqIk4Go+4W/eKAwEH0DaLjB/bxT5i70jMvok4Ede883DDbxBwAN9R6wlC7huZPDfMSr/+TeCJOEQcCDiABnUr/b5q2cikn/n3sfjB///gJdaaiPt7RDwaDREHAg6A15xQrjJ/iJ1KAnvlaCO95m5j/YGDiBNxIOAAeJWbjB9b/0f/QQEbmDwWEMocJ+LujYaIAwEHwEvlvIyy29B/Y3yb5yR594jrhh1KRRwIOABeaJXxYztJM2wCLs8TZXaLuIdYz8T9bjREHAg4AGoJjB8FWl8gU3LEzUa9y4j4aDSajzjDgIADoCTPurZtNurlfpLT3fH/F8iUEHLDiPiXkWg24gbj5dQwIOAAqFHOmyl8N9AK2MCkhEAmn2NlEut7xdmhsjnvRBwCDoAalbqRSV8YU1nETcNtBvYRcRPDgIADQMAdxtlfbEZQy/LJlUOQrYjb3GbADpXN+WUwXg4NAwIOgFosMn983ZoDzn3iEHEH8WEwXl4aBgQcADXIPSC+F2oXNQQcfCfiHmajXjfsUNmk6WC87BoGBBwApZ8oriLva26+OeEq5CRs5eiigdfnMCJ+NRKNOImIuXvEIeAAqEFpG5lkH3BpGRw0cSxdx3qHSnZ3FhFzw4CAA0DA7c95gQF345Ci4YibRsTPYYfKJlzYmRIBB1C3NlwzkfVs0WC87Bf2nKy8bNhDxC1ivbmJW1Tszs6UCDiAirXheoncg6Pz1b9fGE9aGnG3sf4Aww6Vu5vY1AQBB0AuXjSjlj7Zz9mfJ1mFnHAtHILsMeIeYj0TZ4fK3ZzEemdKm5og4AA4uodX/JmcP9HvfuefqwhoeE3EpR0qRdxuziPC9XAIOACKtMr4sV0UFHCPaYbkRX+mtIPF0rNsQm4Ydqjc1Ts3+UbAAVCi3Dcy2QRDv8JxLHHGzrKzfCJuGhH/CDtU7sJSSgQcAMVZZP74Oun3cyEM30TcPNYfboi41zkJ94dDwAFQmNzDo/vE7QSMI3yOuNtYf9Bhh8rXuRiMl1eGAQEHQCknfw+R96f3/ShjA5OVo4kjv4774Wbyr3U9GC87hgEBB0Apcp496pYQcAXckoEWRNxs1OuHHSpf4yQipoYBAQdAKXKOj5MCAu7eIURGITeMiH8ZiRezlBIBB0AxVpk/PhuYwMsibhLr2wzY3ORlLKVEwAFQBAFi/Kgv4qZhh8qXOgk3+EbAAZB7SKRd7BBw1Bdxtyni7FD5fG8L2fkWBBxABR52+LNO8A4fcA+GDhGXpakhQMABlKcjQnjmCfLKmJP5Mbq5zYAdKp/nbDBeXhsGBBxAYW/gAo5ncN8tiom4tEOliHueq8F4eWoYEHAACLi6rAwBhYWciHuek4hwWwEEHAACzrhBFhH3TyPxQ2bhEHAAZHtC9xBuSC3gfqzjKa/mNT8VcT9kFg4BB0DWVoZAwAk4EccXzMIh4ADI1sIQvMhjmrkEEVcvs3AIOACy5Xou44WI41sCDgEHQJZWhuBFFoYAEdcKJ4PxcmgYEHAANG2nGaHZqGdGSfAi4kTc08zCIeAAaPzkq4nrsdyY+nABtzCEiLhinA/Gy65hQMABkBuzcM8/0RVg1BxxvxmJbwwNAQIOgNysDMGz3BkCKo+4q4j4aCQEHAIOgLyZgRO6sIm4YfiwYtvJYLy8NAwIOAByOmFbGAWhC1v6EfFoGP4k4BBwALkZjJenLR+Ce0fBDwldWiFtjiRaBBwCDiBrbd9pzOzSj60MAS2KuEVE/GokIsIySgQcAAKuyBNaAUfbjvnrcD3cRt8QIOAAEHDlcK882mpoCCLCMkoy9JMhABBwGB/ykG4g3Yn18u5ORDykbf4Pajbq3Q7Gy18j4n3Ln5KzwXjZMROPgANgF41tPDIb9VaD8fIxIk4M65OaOmkrMQT7nv69RVrnq0jb/H72xH9+zFngSaxn4s5a/pT1I2LqyEXAAXDsqNiOiwvDur/wmo16D4Px0mi2L9T6EXGaAq2b/rmY11o6bq8j4oOAE3AIOADyihQBt8eAo+pI68TzZ9OKMxv1poPx8ioizlsecCDgABApmbtP98WCzWza17HWlqi5iog/Wvz0uw4OAQdAVpyUGBfii9m0fny59LHV14jORr3FYLy8iXbP1Hf9TEDAAZDTyZmB+NbCEFQbav0oZzbtNJPHcR3tnoXrRsTcqwcBB0Au7qLd17g8ZWUIio60zaYhX8daabNpWbwu0wc999HeHSn7XlUIOAByixUB9yXXBpYZbreO5b25jvbuSNnx9JOLN4YAALHyrdmoZ0zKJN7295qYRsRjS7/9s8F4eeooQMABkIuFIfjCnSGAJ01b/L13Pf0IOAByYbbpS6s9fM17wyq+XyNtupKLSYuPrY6XFwIO4PhK/ES18bhI9zt7dDjsNWhXhvUg3Ltvj9K90No6Qy3gEHAAGSjxmoZ9hYBZuM8WhgC+ayrgQMABIFraEMnwGrmtFGjr/dAEHAIOANGSoce0TIwy1biEMquVAun10cZrOu1CiYADICuWUBqHbV3Pn3D4C4sWvibcogIBB0A+3PdMwH3lxBCIaQEHAg6AvLn/maWkIOC+w828EXAA5MbskzEQFvm5yO0Bpevg2njrETfzRsABIF4yOzFdOAzITaYzPz7sAAEHgBOyo9rnznorh9dB1Hoj7xxnfgQcCDgAnJAd1arQr01S8WY8OQbcgyMOBBwARwyB2aj3EO28v9PGwuFFpjoZPiYzcCDgADhmwB3o6+fMCWkdbir8nszAAQIOgCctxDEIOAH3pL5DEQEHQG5aOwvlZuaO4YydDMbLjtcLIOCAtusYgm+sWvp9u4l5PWqdGep7agEBBwg4vtDiT9XNJtRjIeBwbCHgAGiTmxZ+zytPezXMwAECDoBWaeNs1MLTXoeKZ5HPcrsODhBwAORh5XtuXHGzQoXHQq33M7z04wkEHAB8rW0zcI+zUW9lTL9RcsCtKj1W+348gYADgC/MRr2FYKVwtR7Dbwfj5WkOD6Slyzn9rEDAAfBih1qKd9+iMXVS5jktyTCTx9G6gJuNeg9eWgg4AF56AnGoE9M2RY2Aq89KwO3dqcMMBBwAosbJPjur/H6G54Pxsp/B4+i27LC68cpCwAEg4PI42V94up1wF+Y6g8fQd4iBgANAwB3avafaMVygiwxm4do2A7fwkkLAAZCtA2yr7yQfJ9y7uT7WXzwYL7sRcdKy48kGJgg4ALLXhms+BJzntlQXg/HyWDf2HjqeQMAB4ITF90hj0ixy7Utkp0e6L9ywhcfTwqsKAQeAuDm+lZO/qtU+7icRMT/kXzgYL4fRvuWTrpVFwAFk4sIQHD9ujqny7eZpx8YTF4PxcnqgeDuNiInjCAQcAHnGTe0nLe7r5MS7Fu8G4+X1Af6eSbRv9i3CUmsEHACv9HiEv/Ou4vFcOaTqlq6Du2vJt/t+nzNxaenkOx8EgIAD4PmO8SlwzZEj4Jx81+bdYLxcDMbLTsPxdhURH1p6/Dxaao2AA0A0OrEvQb+S72PasuftIiJum1hSORgvTwfj5Twi/t3i18HcjwIEHAAiR5xyIGn25LFl3/ZJrJdUPgzGy+uXzsgNxsvOYLycxHqW+q2fgZCPnwwBAD+wqvT7epyNeg+e3taYRzuv3zqJiPcp5u5TjKy+EyXdiOjEeub13CHzxbEDAg7aajBe9tscAmlDAQoyG/VWg/HyMerbec7sm4Brm7OtMXjvkHiW333Qg4AD/mjx9/5rRFw7BIqNndrumbfwtLbHbNSbV/pBBPsPf8iKa+AAaGvsrI7wd7rv3HFNDQECDgEHQBusfE8IOFrmo+WTCDgASlXd9WKzU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<mxCell id="asjINUInbQKGZqjc48UW-3" value="Requirements:<br><ol><li>GitHub Account</li><li>YouTube Channel</li><li>LinkedIn Account</li><li>Canva Account (Free tier)<br></li></ol><div>Readiness:</div><blockquote><div><b>Screen Record the success<br></b></div></blockquote><blockquote><div><ol><li><b>(Thirty) 30 seconds, only</b>, duration maximum.</li><li>Mobile camera recording will not be accepted. (exception for Hardware tasks)</li><li>Use Mic to speak about screen and record in video.<br></li><li>Be precise:</li><ol><li>First ten (10) seconds to show task.</li><li>Next ten (10) seconds on approach used to solve the tasks.</li><li>And last ten (10) seconds to present a solution.</li></ol></ol></div></blockquote>" style="shape=rect;fillColor=#B1DDF0;strokeColor=none;fontSize=24;html=1;whiteSpace=wrap;align=left;verticalAlign=top;spacing=5;rounded=1;arcSize=3;" parent="asjINUInbQKGZqjc48UW-16" vertex="1">
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