<snapdata remixID="8959455"><project name="U2L4NestedTriangle" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAbI0lEQVR4Xu1dB1QUVxu9b6wx/jZsqFHUWKJGY4zd2GKP3ViCvYu9dxHFjh0VrFixK9bYomLsvccSBbFSBUXENu8/s7uzu7M7szvDLizgzDmcZfd9r913z5tXvkIopRTqoyLgIASISkAHIa9Wq0FAJaBKBIcioBLQofCrlasEVDngUARUAjoUfrVylYAqBxyKgEpAh8KvVq4SUOWAQxFQCehQ+NXKVQKqHHAoAioBHQq/WrlKQJUDDkVAJaBD4VcrVwmocsChCKgEdCj8auUqAVUOOBQBlYAOhV+tXCWgygGHIqAS0KHwq5WrBFQ54FAEVAI6FH61cpWAKgccioBKQIfCr1auElDlgEMRUAnoUPjVylUCWuDAVHoQi+hxRDJzVaYkEgIqAUWADUIkCtEcYAjRpIbiDf6lr1CbFE+kYfh6i03VBLyDlygNZ0Wj25NuxGrSSTRPXnYsXjGzFJWnCltGINUS8E+6BptJD03ve9GNWCVBKmN48rPj8JyZaRGxSPoO18hT1ENJlVt2QCBVErAYOxkPmSkCeEbSXZhLWktC5kv/QT/yq2xIndmxeKnOhrLxkhJM1gQsx07HfRKKeLJYdkfX0wvoQipLyndl12Ed01WffunCJ7Rfex6PfeSTj8ucix2NcGaO7HapguIIJFsC7qDX8Acpr2n1dfoM35B0KIE8kuN4Ag9QB/I2CePoHswkLfBH00js2O+EizQYlYgLhvaPwcJlWWVx5Qj9Fw3ID7JkVSFpBJIdAQ/Q2/idlBFtcRp2AL4wS83S6rILcZwZqmici3kcxkOPhvo8H/EZ6ZEWIwfHYO5ieSRUVKEqLIpAohFwO66iLX7WVDqR7sU00tzqEFSlXjhHRlmU43a23GO8u21NV2AX6WO1fF5g76738Gi5EFeZcfo8TnQUIomX/vugPjHwXiFOxHn0GEaQerLrUwWTeAYsy07DTWaioNaOrB82Md0lW9KAeuMIGSR7rKRmQ0sFHNz3AU2aZdCIUFAQaM/5pJ5xI95g5rwsdplxZXfsKxO0+wzYkvoigPSThHEsDcAs0lKQnq35aUTvraEI+g7samxheurz9KOb4Uv+lCyjVqVwBF7MZbGOzfQy/iS/mMn06x4NX79sitqnCstDwK4EvEyf4BdSyGrN3eh6rCVdsMEvDp27Z8Iz+hoFSHbMnPoW49z/ZzU/JzCG7sZs0kovu4leQkdSUTRvy0aRCDjkpE9rRJfgEBloJtuH+mMFcRUtY9KYN/CcbT4bymqsKiSJgF0IuBSBGIBaimAuWeQl7j023FIEIxIucELndq+xYVt2RWVZEj5/5iOqVE8vEJlFj2AsaSCrDi6EANe2IBqh+RzZ5QOiNtSRlVcVso6AXQg4kG7FEtLeem06iZ6dXiNg/QxEMoZFfxnWE7eZSfoyprm/xcSp4rPhdTzDTyhgVl8uOhrhRHs2t3bVO3Tr9a3sNikRnDLhDSZPV2dDJZhJydqFgEoa8uDeZxQvmRZ/4z5+QwmLWbu7voafv/lsKLUBiccnZEQ6lHIJxd1g8TPDk3iA2jLPC631q8NnP2xJK72xspZfTbdjmIbm1Ad7iZskpvNmvcWIsZbXd1LHGx7j38JjhiHvFYSgAgqK1jVyTQPM71YMBZFd80rX/BHuM4fguy2Dv4KeRh+i3TRNpvsxhTS1pbivOq/dZsAT9AHqSKgr5cn8EqGxhvWeFz2KUaS+GfAe9AA8yO+iA9K7y2usXG9lbfj0IRp1zo5DpV2BpUcSZWALshMQwkxH6yaR2HXQsLH5g12JHUzvRKkzNRdqNwJKgTR2eAxmzRce6NZnF+MoM1gxrsE0Eq1G38c1r2rCvH4zge6GQ2V9ov9CwFXZDYmlRnWnG+BHOmtE5kx/i9EThDO6Jz2ISaSJ4n59zRnsSsAM7GB8YLSKA9Gvuf0jRbbsjN3x7d8zGstW687lamQGTscK6ig77hRuzqyp/W1wE2DxQZvb8AjhKArL54h8JS3pcgSQvjbX+TUUYFcC8oCJzXqJAea+Ye3RbMFWQdEB9AZeLfkeLwaewFTjtdl6L6CL5Ws+sTaupefQjVQVJJ059QHVa2pvVNTHNgTsTsAs34agUmyA5syMe2XmJ9l0i3/tJqAQcqAHMXmFKuxDVHQI0qbNgCyZ86Av9cdy4gqOeC1JObOS2tFV2EZ6aX8f3gKYv0dhbebiebO8wqs3eSXLWY2z6Anb+mhzI1NIAXYnoNTRib3wCJzXFLVG7MfiebEYPCKzpthf6CxURRF4k3b6an4qEYbr93NrvnPGRe7GazOpNaNEI93oZvgYXfM9evgZRYullexSBToLV8hYe3U5VZdjdwImJlqxtb9B5pPvNVU0qRuBg8dz4ne6DAdIf81vA+gWLCUdNP+/fPEFzvnSCJrTil2O3YxubTaqDeC1U1ZzN9KL6EQqyZJVhZQhkCgELPvXJtxs3FFZS6xIn1zfB7W7rBBIncNjzcxn+vSj/vAlrgh6/AWFiwhJ+BIxcIbRrnyVJ9DLcANjrdHDB8Zg/hJVX9AaTnLT7U7ALuw6tNndHgda75K82JfbOE7uUdApFC2s29EqyQigctkwXLipfQ1bfMa1B2YKNzOm8rnZ0Qhj5mBAr2gsXWXQjMnTszJCV1/Qizek3jisQK3MWtNSe7pdCfgQYSgG4YAPptuw2GhtpgjQiR2BaZvMstSuHI6TF3IhGzsC0cw8s3RescE0oTtdDz/SRboJvu5Av6mi6e/xCd8gnVkaYfvj2csJyJ8/vyZt6NChWLhwoaJufs3CdiHgDHoI40kjAY7Gtx/96RYs063NZIPdqjiw+4FGvAX1xR4jHcNVvu/Qq9+3+AIWaWB+zpiDHYkonTeDhV6xGDpKu1kZQrdjEWkr2oQHCENx5MbZidVQbdpZUZlDz56iUYHvBGkcAbnHedI9vPQsifzuD/Bs2jHZ3fzaBW0mYCY6BHFkkSwcZRNx/3qgqWGmOo77qCuhuHAeQaiCwoL6jeVnTHmL8ZMt30F3ZtdiA9NNUEbg0raoNWC74LdcuUPQ/FWg7m7ZCZXggpJUaP5JmWWysFCFtAjYRMBRdBe8LNjanjv9EVVrCHXxNuIiOkFiR3klEKhgWa9w3+54NGuVUT9+9eliHCXWr/XuI1TUqq4wOwlBjKcoH8541ER1j1P6tGOH41GvoaFuDYC6GZD7f4N/NXTqJO5VQSWcOAI2EdAaqKaayBbl3eoBPtKvrvTsIHxkvFG6cBjuBElvLObQoxhtouhQp0o4LpydhjhGOFOvpmfRU8aheOCiVqg1ZLdo83kCZnwHvP+fdvZry67EdqY3+I2LNZy+5nSbCJiZHYpYRv6CW3L26/krsPofWePwOopF9hzCdZ/xTCxm3HT39ie8LhOC6iiqqeM0HqGG7n++0rg4ipDgL3gS/Fn3yf3/BSHBnzWfnlmHofPDzWZt5AnIv3p/YKfgX2ayXi6cvsUt8kJyCSGr06lYyCYCysFlzLAYzF6gPTcz1XrW/Hj2EFBNu4HZi5tYwP6NE8ww0aL34xaa4kezNM6txlC6Xb82E9MBzAuDBvPv7FIcYAZYbH4edgxCmdl6mbp0IY6TocC8YcCIBfrfOQJm8LyO+MlnsYleREeJA+t87Di8sOJ3Rg6eqU3GZgLupNfQRufBQAwcv5Vx6N47kybpI74gPXQHw0e3AfW1V2e76XW0Ij8Jsi+mJzCYCG0vinW4jM/+ewx3y8QJhUlO/feCyCFrfALpQ9QixSRljdvTg27AGp0Klj7DTDdgnI/mK0dAzpRAjheuaLzHBRqEhqSUrHZ+DUI2E7ArXYd1xOBrRRZoHcoBW25oRCvQmbhCRHT5AJi+ThPbMo2bgZujrFkXRtPdmGNkgacXOBmAWefvYexYZfe+1dm5OMOMlAVVaheymYByAPqhUCi+D9qFfYwbMKo14LVLk60pXYb9untcS+UkhieCTOwQwaakIjsbl5gxos2oQufgPBkN0+OatSvjcCYkAis9xc0DpPoUg/fIim/kQJfqZexCwI7UD5uItHEOt3Hwzn4I7vfyAD9U0IAqdn7H/R4fz28GhJuAA4+eIuKS+exkjxFqzC7BX4y5nTBftrHrtvF0D2aQFjhx7APqxG1C6abPcYeZhCH9YrDIV70jVjoediHgXnoT3PEHdwUWhrfCzYDOGKjIziwoVK0YnPMxKM/OwDVmvKK2JsQVh7UKOB3CXMiM6kS7O5bzbPN/j+MddsOXcQW2LgHaG4g7emgM5iy0TML2dDW2EoNHBzl1pmYZuxBQFkBdqwDrzmtE/0M4vjdRb+dc43KLf/4KzbTMKzQEFYiyV521dnWma/GWxiOAkXYlEoAbaAmtouvPP4Th6r/mZ5AL6N8YRn7TVycwGTBpBO8azlrbvpb0pCOgCaKc4+88yAIWFE8QicLIqZF4hTe4T0Mt7lLtOTicfXIxmkurwY0o3adWm5v7rSTJi4NkADq1jcLG7TnAOTAvDCfg9EGghtYAyZ3uF6r/A5gw6g2me6nG69bGym4EjMUHZIYVO4lV04BeWq9Z39PJGk+m7hC3IstDxyCUaM/h+HWXtc4kVvrtm59RpqxWAzo7OwKvOQ2cJt8BB59arbJP12isWKdV37qKp/gZQmUGqwWkcgG7ENDYUVBvugkriYQy6ro5QNfRGkjTsQPxiVliEd4IxOIGnsOXPaW52kqsR6otSxbEYuAwrSYN/+g9sUaFAjkM3hd+pfPwDxkh2sTJ495gyswsmjNDVVlBCJHNBDQ2xeSLHkF3Yh5pI8kXfh20jJ5Cf2Jd2VSO93p7k/M7p1d4GilteGRa3w08QyaaXvJVHoF3aDzRDQEzVLe+xtjZRMBp9C9MJI0lx97YkJsTCn3FIqJdSZQ+pdXzG0MDMNvEV6BpYW8QD84F72VG2WGvUkIewG38Dq1rYCm1+9n0CMZwXrU8ugEea5VWoZH3nPQGkzzVtSEPXoII+IiGoyiRZ6TNv575QX0SchGFClbCsAExWLBUeGTxDK8RTI02AojEUXoPk5jG6IXqCRpwuZk60NVYHdcDsW8p8uQVN6bXq9vPHw4Mny+3aDO5bMFT0aBQPoO5aIJLSvkZFROwO7sefowFtXYRTPI6PcerSK3KOveERT5EbqdiGDEoBvO8k8/hLTejax0Zaf8KwP5eUTkThYBcNRESkdfcXDTl80lxDxQTUG7UIb4l3EJ+8pApAl+AIa1youDuCH1jB/WJhvcK8cHegWv4A9pwDYn9uPWIhs8aK6QLugsUVq5M8Bbx4OxKcuN/2luUeoYTA6VO1hMbh6QsXzEB5TbO+OjiCaI0HhEsPcZqW8Zy3HHNf0So9i63DUrldm+PR6u2Qo1nszKqfwuceaeoaDlrXTG7GkWVpFDhBBFQ4O5CpOP8oa0lTE5tG4aa7Qx6dbys6SzEbUKywAop7AT+BnoB3GZki6WrslvngB+FvmIsVZ+RHYx4ncMmTs7YSEosnzU/i3bqarIpJkEE/At30BilRTthel3Vh92EFYz5uWCgdxvUGiTumWDi6DeYNidpd4ol6BTcJ5PhnPUl+kZflfRTqGTkSrFTcZdxF2RpWi8S+48Z/AqalieFl5J6U5Jsgggo1UHuor6dq1DNyI3dDB9GOnyCaVncjMdfg/XtHIOXG5XFcEsI+NwOmJ/1WBZgdJvgP+hK7CBGB+ArpgB9DOr21uo6hnuKo2oqxctaG5J7eoIJaKydcvzoB9StnwB3ZW6/AT5/W8TIY/wbeMxIvNnwNn2BMiSfoA0Xzn1C5apaI3TBWefIVsBcceOk5D7QybV9CSYg36GGtSJwOFCrSGD6PEYEiuiUDEQF7l4CSonH9jCVb/5oM/YWlT+TWgOcU3JtiFJm5OPyNW8Qib1HhK/JFqwv9ljQmpGqLy07EJ91V461KkUg8KI4Vlx+q3hZ61QKTLeJgNl+vYJ0gVvBeac3OAQ3cgYOJ+sqVJ8+AumEtsPGOB6md/U2FPZyCN6EXarZ2HCRlqyFd+XbEv8pFhnTCe+FlY63sX2MWF4pVyNK60lJ8jYR0LV1FPx3yTMEkgSlbk7guOFM0FiOv+Af6haDhT6GA+u2dCW2G6/NFCJenPXAA8ZDkOtnOhNXjWxTxo98gxlzDa/+Us+6424BP4U1acUP4g6aSGzajAu0ZwiJBDXUAZlsImBitldvBsm5ee4bg8XLhTcmnEPwXbiO8WiEtkQblVPOw894YpZ4/vQSXHXhvlYvf4eefQ2BbvxvLIZrOWkPDCvpafTWhW4wbQenBe26qyNatEma4yQ5OCQXGZsJ+EO/8/jXt4pt/Tm8BWiodSzJPcfpfdQlloPY8OagrehyjYb1LSKMzmnaINMyxfzB8Hl+ZKfhlkm0T0sd5KODchrWG4jQxwyfr0yRUNx+LB1wW0n4MNvATl65bSIgZ7ubx78KbrsegydplvCeTe8LTFiOfbiFZiaG55yngkIuBne4++ktNCXmxulc5VLRLo1nU7mNLE49kK5If40bkHXX56PrT8NFsxrHReYFxG4+7kdHo0Q2+98ty+1PcpVLEAGv0acoT8w1exPD4MZYL68K9cJ5k4DWpmdtpgZP9X+NRObDAeh5tCOathC+Ai3NWL74B20jqsMpJ4OyT7rhZiGh+tVBehtNJCK7c4Nt1RdhcmVEErdLMQHb0BXYaRKdvFCuV3gSrlXenEIPYLJEtCOLfRvTFpi9HaYkPvn3B9T+LQOkPI/mZEchwijoIV/HBlyA8+GfUK9hBhyid9CIlIax43JOTsqzvnE7udh2RYqxSJvGsFOvRufiLJFnWD6c7kBEh9+wfqv9IoAmMUcStTpFBCxDPXGbmPtT5mx5M2YURh9XrOFx/ghQpYHojnEVPYNeRFwfMARRMHXJsWPLe/RsNwExjLnO3pcvwP6AeIsbAmNLuJoVI3DqkuHsrk70Uix52lfjsOhJ0CeEPGEFTow+f6ZwKZwWhVzSoKCL9vNyxQvwq143UQcypRYum4BbcBkdYB5NnO/41csf8fMvwvO8CwhGZbgkGBv+4r42uwAnJRwWmRZesUw4Lt3OBdPIRqb2GL+UDsPlO7nBxa0zDmrI2Qm7sBMRzEzTFj2sGbBgn76acMRqbInVxz4IyCagteoa1Y7AoZPSp/zW8mvSK6YBLn0Bf3vQrH4k9h2VvrjvzW7CSiNFB9c2UfDfqexccufWeLRpL1wbRtJ3cCK6I5jV04GeE/TNL0Ld8ZiI+5EW6+M1PEV51RJOcvhlEzAdHYRPxFsWjzghe91a8BWKmWb2Z7dgGaM9vrlx7RPKldfe30q5Aja+VTHuSNWfwnHuujwTA9kA6ARVSzjLiMkmoBzgefNDTpY7n9stEbDvAz6DM7nkHEv6kx7ConVrwaP0X9QnBgsyb3oSg0hts2b4LH4Ht8HCyOhSpqFm2i0mpW3ZGIe9HbcY2nTtH6C8uTaOsa8Ya7ioM6AdCXiA3sbvFo4efL3fod8gIRlMq59I92IaaS74WTC76XbDRSo+xI8X/tYFnDbcL3P+ALPpPEsZ776tEYFPn0kPG7wf6DwhaNZ9OjuQmxV/w83LuiOmWlmBwBizokeyOzGXkTY7ldsWVU6hk/L27CpsZXSB/yygF4ePyARzBQOGHQCWWSqaswtdh/VGfgb9Vr5D995CMpdgPXBfd4drej/MFyq2K07IQG9cG4dOdZ8BBYsnJLsmj+oHxjp0dn0Fc9WVKx6Gj/d8BH6Sud/lrgk1ziBnHNLcjJg+L2gMcnzIgqhIFvnyC0Nw8bL6c8Gw58DLYODlE+AF9xms+9R9d8oL5HMBnAsB+QsDzi6G784ucCJjUAy5NH4BxR45QbcT42De+pCmLAnFBOzBbsAaRhs1XOzhggSedL6GP4n2yCaERsGZZEU63jWvLlN4GH9+pnUMHhxkcA5eus8wbDh0QksI/o8jiLMLzjPfoHz5n5EhveVXvS3DMJBuRYbBjfQmo2KKBufoY3BrQd6pEWfTbHyc44IcavR0GYOgmIDb6BX0ops0vp71gCMHCjO8r2YnFIrNg8yZtXrtSm4N+PYWZd3xiBE/6pAd/01G501FuKUDZxLAOTQ3dbFWg52H04y475cEVKVm0SGgmIBKkbuF5/gRBqN0Ofkd4cJW7nrNh56Cmwx/NnL6qcoo3IQkFDB7EooLheA+NwyPRjVNaHPM8pl6x3rx/IvkGpPLXIcuxAkuZIP62IxAos+AXAuVeLeyZHPMB4Hh47/JjXRkCaVqrBfOMqMEIoXzvEJQqLRnrBP0AeqQhO+ObR61VFRAkhBQCV5Sziil1PATI+TB0UPxqN9IWnv5a7TdUDKGSmSTjIBr6Fn0kBGXTazxN/EcZU3WkVz8txPnDddny+lp9JVQibcGyAS6F9NNDsct5XlMI1CE2Hjvba1RX0l6khHQUqxeHmtTF7amzr+Nx+Tu7c8oVcagKc2l1WLnI5AR11y2NJ7GUZm858di0HBV2yWp+J9kBOQ7xB118J4P9E7BdQ7B0xAG53Qaz3LuW2OiWWTNJu7LL6EANq4Tgb9OSM9ubnQzfIj97JMT2s7Uki/JCWhP4Ep8F4r7Tw2GPpyl3CQi7vTcWr0l2Sm4ZxTlUkr+a/PdYg03W9OTNQGLsJPwWCKYtFjHm1Ef7CNukpg0ZL1xmBkkmv4c0cifCA4pbR2g1J4/WRNQjvbxutVx6NpTG43T0sOHig3FW9zDK9SCebTMqq0e4txu8SiaT/Ea52mQIhtka21S05PoINoWoLmgNSWItD3tqCEx8FqUFZ/wxey+ma93C72MDrq7af4303jA3O+rfN6hl1vi3THbgkNqzZusZ0AO9ArsTFxhxMO5Gg+KmDH5YdzVOCCSeiLxDpyJaT1SMrWOb7LvV7InoBwEWzeJRKuD/6EzKuvFlSgPFKDj4bPHHc1aqq4z5OBtT5kUQUBr/pPPnPqIqjXS680jBwYdQvsndbWmk8FaNS9OTaygSxqNlwWtyST3v/Y793/V/O4IIdPtia1algwEUgQBOZ07TvVL7mPJ74tUGVGIQw5Y38zIbYMqJw+BFEFAeV0xSBkblivNq8onLQKpkoBKIXSla8yt85QWosonCIFUS8BM7BDEMYtkgcKZh3qR1rJkVSH7IpBqCWhfmNTSEguBVE3AU/gPNfG9Rexu0GcoRwokFr5quVYQSNUE5JyRH2QGWITA2Iu9ypakRyBVE5CDk1sLch7xNRZ8RpEwtd9zoCTkB6VO+uFJ/TWmegKm/iFM2T1UCZiyxy/Ft14lYIofwpTdgf8D6XsjPs1KQFAAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-1.1368683772161603e-12" y="-1.8189894035458565e-12" heading="195.60000000000468" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,253,105,255" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="307.2"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">Version you get by copy paste for triangles</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script><script x="17.799999999999983" y="679.8"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">Version you get by copy paste for squares</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block></script><script x="17.19999999999999" y="10"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>233,19,0,255</color></block><block s="down"></block><custom-block s="nested triangle, size: %s color: %s"><l>100</l><l>0</l><comment w="90" collapsed="false">Recursion with triangles.  See inside.</comment></custom-block></script><script x="14.599999999999994" y="147.2"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>233,19,0,255</color></block><block s="down"></block><custom-block s="nested square, size: %s color: %s"><l>100</l><l>0</l><comment w="90" collapsed="false">Recursion with squares.  See inside.</comment></custom-block></script><script x="613" y="273"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">circles</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>36</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>32</l></block><block s="doRepeat"><l>36</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>16</l></block><block s="doRepeat"><l>36</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>4</l></block><block s="turn"><l>10</l></block></script></block><block s="turn"><l>10</l></block></script></block><block s="turn"><l>10</l></block></script></block></script><script x="374" y="272"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">Pentagon&#xD;</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>25</l></block><block s="turn"><l>72</l></block></script></block><block s="turn"><l>72</l></block></script></block><block s="turn"><l>72</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos; color: %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>3</l><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %s color: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>10</l></block><comment w="263.5999999999999" collapsed="false">Note that the block calls on itself in its very own definition.  This is the essence of recursion.</comment></custom-block><block s="turn"><l>120</l></block></script></block></script><comment w="429.60000199999996" collapsed="false">This recursive block will terminate when the size value is less than or equal to 2.  Change this value to 40, 20, 10, 5 to see different levels of iteration.</comment></block></script></block-definition><block-definition s="nested square, size: %&apos;size&apos; color: %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>4</l><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="nested square, size: %s color: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>10</l></block><comment w="263.5999999999999" collapsed="false">Note that the block calls on itself in its very own definition.  This is the essence of recursion.</comment></custom-block><block s="turn"><l>90</l></block></script></block></script><comment w="429.60000199999996" collapsed="false">This recursive block will terminate when the size value is less than or equal to 2.  Change this value to 40, 20, 10, 5 to see different levels of iteration.</comment></block></script></block-definition></blocks><variables></variables></project><media name="U2L4NestedTriangle" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>