data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAd+UlEQVR4Xu2dB3RU1dbH/ymkkEky6Qkk1BBUwiMCorSnoAiCDfWJ+qGAoSlgodhQwQ5P+ETlfYo8FXzRAEYEKQYpocXQQgKEkJBCSO910ifJt/a5c29mUkjmzp3E9Th7LdYlc+8p95zf3afts49FU1NTE4yUyspKODg4GBlK2ce1Wi2L0NraWtmIOxlbTW0ttmz9AampuVi+dAE8PT07GVLZx7q7HMS3kZsPCw6gfCAIwh9DshEc3B9lZeUsImdnJ/kRthEyLu4yAgOHtBun3IpXNJMA5OaDA9jJmtBoAPrn7g4kJwO33CIE3LIlH7NneyJ02w5MfWAKnA8ECzce3ixcd84Urs/sZZcHHhD+DA0VrmFhgL8/oFZTXMJvlE6/fsCUKUBJ6WEGoI+3d5s5lVvxnXztTj8mNx8cwE4WcW4usGYNsHAhEB4OvPKKIYBr163H68uXAac2CDeCZgvXbdOF6+wI4c9twp8EF0lsrHClngSlsXWrAOCqVcLv3j5X2fWWwQE3D4Dnz5+Hra0tVCoVLC0tod9NtLCw+Ev8XVNTg4yMDNx7772dRMj0x0jzPf00EBEBqFSGAIZu2y5owKjVOgBnCdf4MHZJ6iMAWanxN8gIxUkSFCSArS8EaWraIQwNDLx5NGB5eTny8/PRo0cPqSx27NiBJ5980vQaNFMMffv2NVPMraOdMEEAUBSxCS4rK4OdnR37cNuS2tpa9nN799t7gZzcXDbAsbK0vDk0YGhoKEaPHg3SdCkpKazA9u/fD29vb0yePBmff/45qqurERQUhPj4eDYKzczMxJdffomGhgYWjjRmV11jYmIwfbqumesyDFsD2A1JsyTl9r2Uzq/cfLTqA65btw6PP/44y19BQQHmzJmDJ554AoMHD2YvGxYWBg8PD0RERGDVqlWIjo5mvzs6OmIhdZC6WI4cOYLgYF3Hv4vTpuREDdgNSf/3AvjYY4/dUIMVFRXBy8sL9fX1Xabp2tOo9CFwALtvPlT88BTTgJ9++ikIQBK1Wo19axagPi+luz7wVukO8PNG/3lfseaehACcO3dut+WPa0Ch6BUD8J///CcDkDROY30N3P49BYmOI+D06Cqo1K7s964Wgi0/Lxe997wItbYIJYsjUVdXx/qaBOC8efO6OktSehxAhQFcu3atpAEzkq8g8NjrKAveDRsbYXRnq61GxJzR6GsPFNy/GI1qH5Mrv7y0BPZRO+BbkQ61d284f3xA+qJycnIY9MXFxXBVO+PWXf+DssXHQdMwogacP3++yXmQGwEHUGEA16xZI2lAArAqehcCZ74r1U/Mzu8RcHIzIu9/Bz69ekPl6MjupaamMq1EQppJW1eHocOG3bBeMxPjoGlqXstVp0RhxNW9UH0dJ8VFo+ysrCwcOHAAjz76KFy3PYvGhXtA0xqiBlywYIFcfkwOxwFUGMBPPvlED8AEZF44gfEzXpAGGzG/fAcHqyZElVnjvvvuQ2NjI8uBna0NqqoFrURgWFlZdVi5JUWFyC8skvpzFG5UxHr4bDgOGuhQHGT0QPOS4eHheOSRR+C0IxiW838xALA7Rt/iy3EAFQbw448/lgDMTElARqwA4MaNG7FkyRLE/PItbFVqXCypx/jx4yUAO6StjQcIrNLSUkRFRcHGxgbDhg3D0MPr0W/DUZDFDWk/+pebm8s04MMPPwynn+fCcl4YA5CEpmFeeOEFOckrEoYDqDCAH330kQRgVmoirsccx/gnF+Knn37Cs88+i/Nh38LOsRlAAuWll15iA4FevXrh6NGjKCwsZJpr2rRpeP311xm8Z8+exdWrV3H69Gls2rSJrRroA0h9PJroDjy0jgFYVVXVCsCHHnoIzmHzYDH3ZwMN+OKLLyoCk5xIOIAKA/jhhx9KAGZfuyoBSOvDI0eOBDXB1j1ViC9vYhqQNBGtjAwYMICtnOzevZutTFBz6uLigpKSEvj6+rJcEpg0eCBQNRqNBCCFF5f+9AEkiGkELGrABx98EOqw+bCY97M0CCENuGjRIjnsKBKGA6gwgB988IEEYM61JKSdP4pxTy6Upl8u7toKVXUxTsMbEyZMMDBMoKwQSDRB3RnJy8sDraGKc0g0iBl79FN4bIhkgIlNMD1HfUDSqC6/zAfmCgCKg5DFixd3JjmzPMMBVBjA999/X1qKy0lLRlp0BOsDinJp9w8YGrkJpx5YjUarHnB282C33NzcDCqYluj6kVHbDYSaYH1LmwFnQtC/6Apsv4yRNFzPnj1x6tQpJCcnY9KkSXDduYABSFpT7ANS37S7hAOoMIDvvfeepAFzryfjWnQExv1D0IAES17kPvT67WOWarVzL5RVVYOmpmnEaqkb+TY2NEBLhgk0IgY6dXVqqIR9Yx0s7XrCau0JqY9HJmGHDh1i69L33HMP3Ha9gKbntxtoQOqDdpdwABUGcPXq1ZIGzEtPQeo5AnCBBCBpJLWTI+LOn4Xxu0laY2JrZwtPv/6SJqRpHepXisATgDQZTaNgGqS473oRTcHbDTTgyy+/3F38cWMEXckrthRHFi7iUlx+RipSzhxmfUBRylLiYP3VAlgE3InLgY+xZliOVJUU4q6z38KxqgADvr2Eq/mlbUZDVjY0CKE+4P333w+P3S+i8XlDAF8RzZPlZMTEMFwDKqwB33333WZzrIxrSD57iDXBolzZ9xMGph7F0cFP4I477mAW0ySVpUVISEkTmubqagy57Va4uBr2C7W1NbiSmIgm1igLE9bjD3+MWzedRkJuSZsoODk5SRqQ+oCevy1iANI0jdgHfPXVV03ESH5wDqDCAL7zzjuSBizITEPyGQKweakrYd9PsHdwRExpA+uTEQgXLlzAXXfdJa1+EFiitUrLqs3OzmaTz9TMkrFraW42VixZiPOpWWwgU1FRYbCK4uzsLAFIKy+eexajYXaoQRO8dOlS+QSZGJIDqDCAb7/9tqQBC7PSkHT6EPrc+QCziLa3t8flPSHo6ewqrYTQfN7WrVsxaNAgNqVC+zSonzhixAgWpnfv3gZVLAJI/TayvKHR7YbVbxoAKGpVCkgmYWIfkPZ/eO1dwgDU14DLli0zESP5wTmACgO4cuVKCcCi7OtIOnUQQVNnslEn7U2I3/tjKwATEhLYSJU0G4UnLRYSEoIVK1a0micUARQHFZcvX5YAJPhpJYbmEsVBiKurq9QHnDhxIrz3LoG2BYDLly+XT5CJITmAJgKo0WgMPCMQAKJJfnFOOq5G/YHhDz7HdsgRFASglY0dEmt6SGvBtI4rNrsED41kxfk9cXQk1rMIoPh3SmIC1rz9GqJTMuHu7s7g1d9TQn9TU52WlsZWUHz2vYT6WT8ZaMDuXIr79dciTJ9u2Nc1kWmjgotdnc4YfxgVsZEPy81Hqz0hb775pgRgSU4GEqIOYOwTzfZ2yQd2wDf3As70n4xhQwNhad32KFiESP89CExaDxYtaOhe4OF1GP31cZy4dJUBTi9CS3iiHD9+nK0r0+pKIG1P3P8ytLN+YsYK4iDktddeM7K45D9Ohtg5OYDKAVC78D0hYkkqNg3zxhtvNAOYm4HEqD8w5vFmi+PkP37G7VHfIH3IVKT0Gy+t4VLzTFMmJARHUlKS9LeYSQJPXKaj65BzIfArTcaA7y7hwvVc9ljLfccnTpyQtOnw4cPR6/dXUP/cjwYAksFDVwjBR9w3NtCGLcDXD9i+XfCM0F0it+KVzq/cfLTSgFSZYhNcmpeJhMhwjH58nrQWrLaoR+OHjwANgnMgU8XSzgFOn0UiPSdfikpfe4oAEpi33347ev/+CupaAEgfjbmFDLCLCoHycoBApG/NzZ1ca3AAqewVBVCciCYAr5z8HWP0mmDfXj745Y050BZmK1Lnzo4qTFwbygxT2xICUBQC0Df8VdQ+G8L6gKIxgjkBJCdcpPFq64CaaoDMEKnpJVcadna8CVa8CaaRq6gBywuyEX9yP0Y/JmhAqvCCmBMYuO9jJE1biTOZJcysiu4FBBj6LiETffoq9AcU1LcT3ZjR7+rUUxh5dS9rgmkesK0N7SdPnpQApM3wfn8sQ+3M/xg0wW+99ZYiH0NbkeRkkxkZMCQQyM0ByNDHxwfQbZHhS3G6QlNMAxKAogYkAC+fIADnSgCmHfkVveoKEWnrj3HjxkkDCkc7G/wQup1BRKPiaVOnwqINdxLp11Kh0ZnuU969onfi4TVbcPxiojR6pr6kCHxkZKQEJllM9zm4XAJQ1IDmBJDySIOOinKgT19B6+kLn4YRSkMxAGlSV9SAFYU5uHx8H+6cHsy2P9JE8PWIXXBQu+FSqdbAJJ8yQLDcfffdN9RG4jQMrZ4QUAX5+Xhr0VycS85gHhdo2kU0taKIWmrAvgeXo2bmf5jmJSGDVJo/NKdQ/8/KEuhh0zoVDqAZABQ1oAjgyIdn4+DBgwzMhP2hULm4SyshZCZF/llomYz8ypAbjw0bNoCsl8m0i37T30ssAkhzd+vXr2e76WglRB9AcZWDXo2gFoWA7XdoBar/5wfWBIsa0NwA3ghuDqDCANK6qugZobI4D5eO7UXvkfczyGbMmIGkA9uhcvEwAJDWj2lZjaxSyIfMmTNnQNs7yWtVSxe6IoC0643WfsWVkLNJ6exZWu6jJT1RWgLY//BrqHpmq6QBSTNT+t0lHECFASTLElEDEoAXj+5hfUDq19HcXfrR3bC3tkR8g5OsXXG0x1cfsNy4c3jnvfdBANIAhZpgsXmlV6Mdc+LENY2C+x5agaqntxhoQLLg6S7hACoMIGkxEcCqknxciPgNd00PlgYFWSf2IvDSL4i8ZwXcrBuQpalnTSFNEusLrQ9TU6rvVKiyogJuHh7SxDKBNi3yUwT8OwaRl5OlwQaFEcNR3/LcuXPMsIFM/L32LJY0oNgEkw1jdwkHUGEAyUqlGcACXIzYzQYhIhA5kfsx/NRm1NuqED9pOSLjU9k9mmIRR6/k5JKaWNG7aluerTxqCvFozh+wbqxn0zB/xqd0yq8gGSNUPr2FaUkRQLLi7i7hACoMIO2vEAGsLi3AhSMCgKLQxPEtTlY6k1LTq538KsQV16FKt8moIxfAZIygeep7AwBpsNNdwgFUGEDaYSYCWFNWiNgju3Dno80asJ+nC6JemMCcExVOWoRGF3nOibLIyibjOKytLBGwORqxSWltakDqL9I+Y5pzpB17ZIygmfGdAYD0e3cJB1BhAGmPrQhgbXkRYg79yjRgbGwsa2btcxMx9OwPBs6JqCm8du1aC+dEtQj82zCDPmB5bgaySwUrFpJ6TRkmn1yHgd9eYBPR7QnZGZJhKlnFkGcEAlA026JRMO1l7i7hACoMIHkZEAGsqyjG+YM7YT/wDuaXheTw5nXo4+GKqPLWzokqaYumbsmuPfu0lqNg7bVLeOG1lYi6kgoyPqWBC/UhWwqNwsnLQsDxlajQAUjP0EQ0eXPoLuEAKgwgTRA3A1iC84d+QXq9E3NUTnDaZcfD/9ahsp0TifOAX3zxBfMpk5iYiHVvr8DpxDQ20iXNRpPb+gMXMkgls/w+ffpAHTYP5U9+a6AByYi2u4QDqDCA5GlKBLBeUwLbY/+LP2zvZqsgBMjeLz6A34BBEoDkToP8wZDfGDLHJy1G2o8855NDI/3jHiirIoA0dUL/rly5wlZC9AEkjwkigOTEiOAja2gaWY+KXIGMJ0IYgKIGJI9e3SUcQIUBJCjGjh3LANBWlmJc1DJsd5uF6xVga7VuZelwcHGTnBPRJDH10WjVIz09na1kkNAeEuq36Vs/6wNIv9M0jbgSQgD6+fmxuAg4EoqLgCX46Npw/TweKd6GuOk7JA1ITpPMaY7VEdgcQIUBpL0XpJVIizVWl2Psn0vZlEtEfQCirIfBr6kC/VVW7Ton6qjCSDPq9/EaT+/BgnWbcfDsRWbSRZqNNKco9CE4Nmrwd+15DLfJYj8TgGIcBPmoUaM6StZs9zmACgNI0ZEBAe3Hpebv74PcYKnnl3zftm0IOLFZlnMimjwW93JQOrWplzA1cTsGfHcRljWFnYKkrgE4npjHpmzI7L87PWNRhjmAZgCwIxL4ecHNJcQB5AB29L2Y9T4HkANoVsA6ipwDyAHsiBGz3ucAcgDNClhHkXMAOYAdMWLW+xxABQAsKytHXFwcxg7sCah1fp3t1M0VV6w71lvlDVjboaYwDXZqb0AjeDOAqz9Kdf4l09KE079pzxAdQU+Sl/cnc6vh7OykGAxyd2EplgFdRATg9Ol2bZeffrnZqBAbC4hus9VqQDwt3dsbOBd9DGPHjGm1ctRRfs1VDrTunpefj1u8dAdwW9sBVP9U5/TP1R+wUQH0jipvNBQksquVc29W77qT1Nj7Egv0rvSepWWJ8PL0lNyvMM8IX3+zGU/PmAHnrD+AuO3AlM+AP9cLVxJKJDkc6DMOKM8E0k8CAQ8KGYndCjyzBwkJAPmJpE1xeXkAHTlMGdm6FQgJKUfo9u1YOF+5QwXNVfAdVXjL+wRgTd3utsuPyi1ollBxfcZhzRrg2DHgs8+ATZuESpk1S6gYB4dYODk7YeCAAUZlwVzlcPDQYQQGDoFPVRxwZiNwz2ogNxbwnwIceRsYtVio/zP/Yu/YcO2YAODdK1m9jx4tvCcpJn0AZ83ORVzcZUy67172ngzAz7/ciAXz58EuZU8zgFWFzRquTgNkngImfgiEvyL8Pma5BGD6+P9DHz8/iMfZ05cuakAC8OewWmz6ZjNeXqLccQrmKnijal83EV1WsaPt8jvyjgRgukXfVmVEe6lEAJ3Vl2FnZ4tB/v5GZcFc5bD/93CMHDEcnpqLAoBTNgj5KkwQFBKBSIqIABy1CA1Z0QzAkiELWUv30Uc9MHu2EIR8C5w7J3xozz+fj3PR5zH1gSnNAF6Ki0NGRiam3u7d3ASXpgHeQUIMRD41yfQl0zovNcGuvhKg3++JwpxZz7ImhppfulI5ik3w1aRw+Pn5YmhgoFGFe6OHzVXwxmaQNOCIkfltlx81USQqb3wf+murMlLpblPF7Nm7nVUKrUAZI+Yqh6SkZJSVl2HkwBau5xp1PoGIBXo/YsPVX2qCD566jHFjx6CwUMWAIwboPTMzBQAzs6Lh7OSMQYOED80iLy+vSXSX0dkX5yshQkmR1c7OnTmYN38orNrwAtHZ8jTlOXMBaGye5OSDWT29986bTS8/4A9ne8HZeGekssEaDlbKeMfqTHptPaNtEhaorS0M/GvKjc7ocGXVjfj892TkFGvw+qND0M9d11k3OibTAnR3OYi5NzYfYvlZfLXpm6bZs56DnW0HBdgkHMsKC0tmUEDm8d0iunxoG4T8tNz43lV5qqmtxZatPyA1NRfLly6QnC51VfqoLQcse0BrITgI7ZZyaKwHajWArRO0jYIi6Gw+xPKzqK6paeoQPoqZOpn00r1HoFIrnOPb5ULp58ezZLU+I416YXPklQrxx5BsBAf3N0f07cdZngVUFQOVedD2vaf7yuF6JODsx7jQut1idD6o/Fo5qGz11rovDemRgJs/UJaFSvegrgVQ/NJqK4CaElb4WtfBgMqz01+cuQjp0oloKgcCj8pBkyd8iA40cGztAsVc78viJSZqygD6EOxc2KhYO3ByxwDGbmkePdMA19W/AwD1vjR4DQVKrwMOnqi08ehaAPW+NOYtslELrVsAYG1/cwFYkibAR/VCysDWEVobZ8BSONi7S4TgyzwDeAYCBVcAj8FCV8BW8Ot9w3zQ9B1N4xF84wSvtm1rwPpqoDCRVTBoPpDEqTfgIqySdFkfkApaWyd8cTQTT/NPg6cJXz65Lu3ohbugRrpEA1JFV5cCvqOAaxGAgxfQ05XVSZeVg7YGKEgAiA2VJ1BVJPy/v+COr1P56DSApN6tbASNR51+go9e2FLo8HYpgJWFrJOLHrZC+g7C8bCdeuH/FgDpA6wsEDSf+2Cgh71QJl1ZDtTykOScF/yDew0R6oPy0tl8dKoJpn4GkU0JkqrtM1p6WbE+uwTAukqADkKkPk9RMuDzN4N83FQAUsETfGJLpPdhdXk50JIbaWIdeGJW5OajdRNM2o/IttPNyFtatdIjXQJg4VWpyac+Dk3/6IvcF1ZaKXZJE3yDTP9VykFuPjoeBbfx8l0CYAekyH1hDqDSJSDEJ7c+OIAm1gfXgBxAExEyLTgHkANoGkEmhuYAcgBNRMi04BxADqBpBJkYmgPIATQRIdOCcwA5gKYRZGJoDiAH0ESETAvOAeQAmkaQiaE5gBxAExEyLTgHkANoNEENDQ3Iy8tDbm4uCvMzUaW5joa6fPSwKEVP2ypYW5QiOTUfc5c1H5bdXiIcQA6g0QCGbF6Ckb4b2w135vocPLfwO3Y/M/pB+I7Y2+6zHEAOoNEAUoCS4iIc+M9ABAU0n8yZnOWCgL+fanX6Oz2fHfs0egWFtkqLA8gBlAVgVsw/EPZbHCaPSkBjkyVi85bjmTlr24wr51IwfIZ+i8aGauRfeRnegd9Iz3EAOYCyAKzSZCH9hC/OxHth4oxzUNteRHHqWjQ1aeE24A2oPB9i8dZVJiLtzzsQMKn58BxtbT5Krn8Bj4APuY9oXelzcywjMdz360ZoKjWYMVPYHNOWFCatRmNDOSoLDqChrgAqr+nwDtzEHs2NWwjvwK85gBxA8+0Gqyk7B03+XjTBAo6e02DnLOxF1hfeBPMm2EjdBwaVyvPBDsNlX3gGat95qCo+BvdBrc8kLs3YhF2Hp2P2bM8O4zLXA3KbPqXzIzcfN6VF9LXI4eg/9rxRdaDJ3weVp7AlVJSsmCdx8MJGDiA3yTeKJWScnQy/Ow4YFwikOVtDyJtg3gQbDVJVcQR6uk4wOhwFaAnhnm3/xkNPzZUVlxKB5DZ9SqStH4fcfNyUTbCpha8p2AeVh9Acn949Hnc+0vGSnalpthdebsUrnR+5+bgpAbx60BkBk5pXQORUhgghb4JNbILr6+uN9vBIp5r37NlTTr0pFoYMCkjaO5m9o4TKs76DU+/nO3rshvcrC/cjI3oO+twRip6uE02KS25gU8tBbrotw8nNh8XNCqCpBZ92cjCcej2H9ITdcHHMhWPvBairiIH3sDBTozYqvNyKNyqRTjwsNx83ZRMslmdB0rvwGPR+J4q3+ZG6WoDO0+7RA/B0L8XOny/i3jFn4DZguVHxKPWw3L6XUumL8cjNx00NIBXetRND0X/8pU7VBx2+Ql7haqqB6mqgJrk/qqvr4ejkjF5BP8LWUXeqQKdiU+YhuRWvTOrNscjNx00PIBVhrSYetqrbblgndNxApUYA0MoSsKcucMlSHIx+g01ENzU1wMKitSMnpSu6ZXxyK17pfMnNBwcQQENdEaxsWpyHoauhykpB41lYADTuqagAfH0BK2saAPET03kTrJBr2qRDbhh0XxHy4xfB87Z/SQoiP4/OAwH69AVKSwAnJ0DtAmYX6Hnr59waRldSXAOa0KZkX5gJe/UolKR/jV7DQmDnNJzFJh64RxCStvP2Ea4kZKpFBgp8HlAoDw6gTADrq1KYwemgewuRcjwAA+8WTgal5pZGu+7ugJ1d+5FzADmAMtEzDFaU+gnUfgvBmuJ782Fl495uvIXJ78HdfxW7zwHkACoCYFuRJB32QN+7TsLGYbDB7bz4l+B12xccQL1S4U2w2TAUIk49Phg+f9sCe/Vog5S4BuQa0Mzo3Th6DiAHkAP4FziwhzfB3YQh14BcA3YTekKyHEAOIAeQN8Fdz4DcPofSOeUakGtApZkyKj4OIAfQKGCUfpgDyAFUmimj4uMAcgCNAkbphzmAHEClmTIqPhHA+vp6Fq4HbRYxg5SVlcPZWTikWl/+KoMxufngFtEmwiICePTYMQQOCYT7uQ+FGKd8JlyPvC1cJwq/v/qq8Odnutti8mFhgL8/oFIB4eGGmZoyBbiaFI6xY8a0glBuxZv42op9CBxAE2tCBHDtuvV4ffky4NQGIcZ+9wjXcB1xsyPYn2/o3BE+9ZRwW60GvL2BU6eEv0UA09KAlBRglWD1BW+fq+x6y+AAgxxzAE2sQLnB/yoFLwL49TebMXvWc7DbPVN4pb+vFK46DZg+/iv2Z2qKnwSePoAhIcLjQUGCBiQASfr1A0gDNjSehZenJ/r168sB5CemCwzU1Nbix5BsBAf3x6W4OAaIp2fbvgLzaWMJ0O79jj7E/b+HY+LECbCzteUAcgAF+LZs/QGpqblYvnSBbLA6Aq+j+3+VlkBuPv4fS+rbe3qCLEAAAAAASUVORK5CYII=data:image/png;base64,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
Updated by Firstname Lastname on 02/21/20
Vee is an amazing idea by Paul Goldenberg
1920 U7V1p1 Recursion Vee Demo (starter file)
Week 10B: Recursion I > Video: Recursion I > Recursion: Vee Demo
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