<snapdata remixID="13991992"><project name="Nested Triangles" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes>"T" for turbo mode and space for start.</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGb9JREFUeF7tXWuMJFd1/m69u6r6OY+d3ZWx8WPt2E4EfgWCRAw2IkL8AK0diOVICJGgSCgG53fgD0HI+QFKfmCMBIgEJdgoGCRQrMCChcHIMRsbVhivH2Cb3Z3ZefWruqvrGZ1b/aju6Z7pntnZma6ukkYz011dVffcr++955zvfJedPXs2ZIwhDENcyt+iKOKFx/8Vzqv/i52Oa+6+H9qN7+bP8LWvfQ2f//znd/pI+n5CLMDOnDkTfu9738O5c+fw3ve+F1dfffXQpn3pS1/Cbbfdhttvv33bpp89exbXXnstDEPHa5/+M9x+XO2eL1x1GxAECF4/3XeN8Pq78fqf/gN/zfM8nDx5Eq+88kpCTJw2YzsLsNOnT4emaeIb3/gGrrnmGvz4xz/GwsICCoUCarUarr/+erz1rW/Fpz71KXz4wx9GNpvF+vo6Tp06hU9+8pP45je/ibvuugu//vWvceLECfzwhz/E5z73OTQaFlb+6U7cclTp3l+9558BQUTr0Qf7nik4cRdeueXvu6898MAD+OlPf5r23AxYgP3iF78IqZ2PP/44B9vvf/97zM3NgUD5/e9/H/fddx+OHz8OGiU/+tGP4oMf/CA+8IEPcKC+5z3vwQ9+8APceeedkCSJ/zz33HP44he/iHq9jo2H7h4A4EMIXRvOdz/dZ1r/unfjt3/8d93XHnzwQfz85z+fAfOnTWTf/va3Q9/3MT8/D9d1+yxC0yGBqlKp8PfX1taQz+eh6zoajQY/l95vtVocsCsrKzh27BgHX7PZhP30v+GoKfauKUjR34HXPwXPXY2L87d0X3vsscf46LvX49VXX8VLL72018ukn99HC7CXX36ZOyGdo+OMHMb/FUXBU489gsBztjWJIEp4xz1/i5bj4Dvf+Q4++9nPolqt7qMZ00vv1gLsN7/5DZ+COx5w50KH8f9nn3gMf/H6l6GKvS/MqIbX7vgbVG66l7/99a9/HQ899NBubZR+bh8twJ577rnwYx/7GD7ykY+gWCzytRf9Jsfi0Ucfxcc//nE8/PDDfNpVVRXlchl33HEHnn32Wdxyyy3Y2Njg5xNgacqm18lhef/738+dlNXVVdx44414/vnnuXNDU/kzzzzDPWoalcipoemarh0EAX9NlmUYhoFHHnkEn/jEJ+A4Dj//9H//J+5Z/3d+L/6lKRyH9tdfRuu7/4jg9f/rM9Pmn9yHjZv/ir925swZ3H///ftoxvTSu7UAe+aZZ8KvfOUr+MxnPsNHiXe+850cCF/96lfx9re/Hffeey++8IUvcKBQmIbCLASkX/7yl/x9cjoIhOSIUCiHQHj33XfjW9/6FgcSTem0xqTX6TeB8YUXXuBeNt3nhhtuwFve8hb86Ec/wssvv4xbb72Vg5ziiL/61a/wtre9ja9Nb7rpJjz/P4/hQ+X/6AJQPPHnEK99B0JrA+6TD/fZYO2mD2H1j/6Sv0bXoS9Zehw+C7CnnnoqPH36NN71rnfx0Y88XgKGbdv4yU9+wkfAJ598kr+/ubmJp59+mo98P/vZzzg4/vCHP3BAdJwVGg2vu+46vPjii93W0vU6QLz55pvxxBNP4H3vex8P3dCISIDrjGoETBoRKdRDP0tLS3x0pPjkmVP/hftqj3bPpRvIdz0A99S/ACFfSXSPlRvuwfKJk/x/GpVpNE6Pw2cBdurUqf6eO3zP2H0iu1bGu+Wz5Ebv8JQCXsrfitWWyD13CuvQFyU9Dp8F2MmTJ3kgOonHG2+8waf7CxcuJLF5iWgTreanZgRMhMXTRvRZIAVgCogDtUAKwAM1f3rzFIApBg7UAikAD9T86c1TAKYYOFALpAA8UPOnN08BmGLgQC2QAvBAzZ/ePAVgioEDtUAKwAM1f3rzFIApBg7UAikAD9T86c1nD4CaBth22vOHxAIzB0BZlaBIgGX1V+Ydkv6YuceYOQAahgTPC9CSVMBqzlyHH7YGzxYAVQWlkgrDk3E+YPDLZcD3D1ufzNTzzBYA29V0GlM4C7cVtIC5IrC+OVOdfpgaO1sABCBChI9o1DNEA6FqIwgBu5mOhAcBzNkC4JuOY2HZgUMjH1XUCQqkBaBRryCcK6G22QI2ywfRDzN7z5kCoGlG2jT1etsDNkwwPYtwNVa0lNGAZhqmuVzfiNkBoCDAyFBzGaxMDljbAKO1YOhAEHQEQSS2BEmEZqqwy+3/L1dPzOh9ZgeA1MGqArQiYSNBNBD4VtTtTALCaFTUdZEXvlu+CNjRVJ0e+2eB2QJg146sPfr1AMaYhJBAKImA52NOz2Hdsfjf6bF/FpgdAOazQCXSHGRCBmHQH4Tm07DsAVkT0noVfuhDERS0NIGkwwArnZL3A4YzA0D52DyUShlNW+1NvQMW7QBTYhK80ONhGksNUCgqKJ+r7If9Z/6aMwNAUWQQRAZPMhA2Rqiv5nIwPBVWY7ULDENVYbVaEPMG/KYDOP0qsjOPoD0aYDYASKEV34foBlyIpBOIHma7Y9frOP9ibLpV5BR0ewTZdh+fDQC2LZARNJ6CswMbWFqAcHENAaVB2sfcmwzYGy0IC3nUlq3h8cBcFrImwb2Ypu8uBS5nA4CCAJ2paPiR46GLOlpoQlYE2JIG1CxIS1l4ogGcWwYTgXAb51dVBUiSAEs1gY00c7IXICYfgIxBni9A3XC5Y0EHORlSMYBdb8GVFb62E8QAQas3Gooag29vFQ5TigaEpo2sWsBqq57GCveCPp4WmAF5Nl2XeEsbFIN2PUDPAI1eGGbYiCcZDJ41RLmuHcwmUgMdfD05cL099slMfTz5ANRUPkrJsgDXD8GpLwOHoLK+0a/ztphh8Jtbz1cFlVO5VIoTBg60uSzs9b3vazJTyGs3NvkAVJQouxEb8eIdPXKka5+0BYSyBCNQYbXTeKZooIlGtJ5U9G6wexbBtJs2Jx+A21iFpl76CbbZ96YPgFkTS/NLwPl696pqqYiWeA7wXCzDBJZ7McTddMisfSb5ACzmgc3hWYxRjsYgCDprRE0TYds+jJwCCypQrUEw5xG6LYSt2BScrgnH/h4lHoBUhEQ7ODQa/VVwos7gN8aTxxZkIKAEyMIcsLreNS6juCLFFIldE6N0SRKRHRhcCnynx7YWSDQABVlEVhdoi2LUMnng4loPPD0G1lgQGVwrRuAjNk0E4i6bBkA2K0FRRKxLOWAlnZK3M3CiAYilRaDZRKbmwg29bhwwRv8bC3x0Ep+uaRQkT5qPeAaCoM0n7FyFLryQ5/9JqxXITEKTRkhDT9k0IyydbAASB1VQ4AYeNFFDw28AbzoOae08vDGn367dTAMZk6G5XAdjtAXZVlJCfBqmbIvt25AECY4hI6cB1dUBwI4N/+SemGwAaipMV0K9HTLRBA1izuMZDpvJE9d+ZHQRiimiUqPPDgcTkw2ovh/lmwGYookmLM7EcWkxmbKs+75NiQagktfhVHrMFknLAlIAr24BExYfZRZyaK5WYWSXYNWWRw5JSkaDQACM0bYy+QyalSZEhUpChZRdE7NeogFIHEBFEYh2wEc7QYnWZ4ETC8sIAriXstPRDq1kRR3NoAWP2ArElB7YJNGgyrsQsCQKSlcB04jSf61YfYkkAV6qTcOdt6Tmgs2lPDJBC4IiYcXRwFZrCMMIBIyp3b9xfAmG14S1sjPjmcBX8xswRR31ggp9zkTj7Bs96KoKFo6Z3OFYDY2+kE0fvueKyEgBmmPcc6fvxbS/n1gAIpeNKuC6Iw+RBzocq97fWkaEwBganTTawIjGO1jPIO/LqLSq3f7OSyZcxeZ8QlszgHI1qrqjz+/Amu4EtPWsggZV341IE047uMZ5/uQCML7OENR2zK73Ih8FM0IUMmm6yAgZ1PzRhIJSXsVGpTeNClmTT+vBbqbShRKwuoGClEfZ23nkHacjp/WcZAKQHAxiwbRTcMNidvG6YAqZUIhGFzNoEChpFItVwamKwEk0mXkT1ZoPkBND0h5MgBuOsX4cgg5e8ORbkVaNIgKiMLFXPq2giz93MgEIIJMR2wpYBsLY1NnXeDUH1XW6IROi7Dssom5RzrdziCeugX/2laH9LUOAu+MG2rGPZjSItguBPhe6vPTTCRwuG7ex0Rrq2CQBaKPakEgAaktFKI06dH0Oq64Urc+GHGExhwWEaJZ7U6+0qMKrlxFmTdQsH0rFgrMNP39iAxbyWJQ12Js9QuzRBRMXrFUgZ6JacYFaj22TZPBxhzCpXjA1jtZ1RMOnkQayDLj92Qvi8BFxoBnGgtKx88g4Ahj8Hfb0Fsc4pwMkGpk9L4QrdoLSAoT8AoIK5Yxj0/mMMGoSC8C+4nLfgpbPoFVrIr5kMxazsC7WAFmKlFIH2NISBHhjTK8KE7cdJftGsbb0B7F0rFAGs8FVGvrUGjQVkudwoCb9SCwAiQhABITOSMg0F0EYws5ko0o2clQoTDMiCK0wAc4EDsZYa0GqMSbnqBpNsX2qXAMEBwJoq+UnHoTJA2CpgIXiIoLXY9QrRUWQr3PAbYSZsUopaeoNdph6B705moq9ST4zQGrokBxyiyYk34Uxv4Q36i1eKprUI3kABECBXlrddkc7Wk/RSDcmEWBS8HXAseNUXCr0wD+KE0b067zJn1VzokU6p3Tlc1FqL2FH8gBYzIOVK7znwnBrrnac/htrOh1xoW0dEsZQKMgob5IoZgbBgEJXNC1Hr1NIiIBH4RqidImZACKLqbuO05ApOCd5ANyj0fcCvp3CCrSuazZ9mEtHUKXQz7AUHKX9lAXUyq93W2JKJny1Ad8PYavJqrxLHgBjKqiTYpFGL1r37dX3HOo90/Sb0SCfX4csyBE5dsRhzslwmz5aVPhEIKVaFMppt52XSdt1mM9PFgD1DHJHsqj+7uKubD6p5zvqJtul6PpScAUjCsXSkqF9mHMa5DCANGdgtSyMZtScuBo4++qu2nmYPpQsAFLthsh4cLlFokMTqJqOG/Mbt/O2TOWGDpVGtfYWEZqgwhMc6IYUZT/a3EKxlIG/EWVJRik20HskN8LDSoHY1b0e99kO03mJAqCa19GqNCCJMjwWTKTvvB+G6BsJJQkyC+G6vRyzkZ2HVVuDlJHh2R6IwxrXoxmp0iWJXJ3Ls13o2Tk0ar1S0cMErnGeZT/sPs599+ccYh9bFlSm8gwj6bbwLAcxkrc5pAnjd+M+fHxUJUk3WltyqmAn+B0Tv6SoDPfcB2qdthsF+/QOx2V2j/vwl+m8ZAGwvf0W0ZxIs6UuOpDn8ggurnMPctSxY/xuD53RMfDSVXk0y02wUh7ldXuLhswoISTJZPDqW5+d8tzNdhiHU7qOFKE6TbQ2p6vyLjkAVGSIogzR9uCEkdgLjRC+RNp/bKRw0KVe+w1ilccFTT2qDR5RpD4KfJ1rbXk/n+O1zh0AKkyBoPmQRIa6mp2qzReTA0BBwMKijs2V3jZbQnaB8ggIGhV4pOc3wF7eb/B1ALTTCLuTIitdJ65jI2oyaEcJr1MknykAGkNQXUMgiAi8YLxCqz2M7Jfqo4kBIO1w1Gj40Ao67FYANB0ul0E/3W24yGptvUD6cy+M5kk6QCoV4W+WEQ6pN+nqzuxwQUln3WJ6IszS4aoaUG9wUkMY+u1i+Tali8gW5Fkf8nqTxAAQRxcj7Rc/6oB4qiuu2yLJVKopwm4GCMYpx5wEaSPOpZCJEDDUKTXY3iqsc+pO+oTxS/L0ca4QXaMTYorllOOULsIehXiszsaMl6Ad+3GJ5AAwZp0tNSCxTrryShN+EOICK8I/d+Gy7Ji+eFURgdWEal6Bc+vLXNaNT6sjFFhHdfQw/kL8yxV98SLNmrkri2CNJlwzj0rZHilRtx+gmuSayQEgKaE6kfMxTLuFc+8ykWnyNnH9vIhlQtVt+0mBp9RgEED2GMghsclBIvWEoIXAJcngSboLEHMS/GoUVhrkE3bbznxeIqq2AshMQd0/vBT/ZADQ0GEyp70PcLz+t9e5cS0/XljOC8zNKFQDD64zIRImww1EJvL952Qmwg195K/MofLa5PSqzBEdzZUojxxvU//jRDbgoShigwsabNGHIoVwmodLkSEZAGxXwVGszwt1BO7wbzwrLMCsWVzdgA4KX4iaD8cJto0TToi1/tMVGRmPZNqi9BqpK7haC5SoaYpENrAn8lhp020qYWmERYTl4dqDgmxySn8nHEVxwowqo+G1oGdE1H3p0JSAJgKA2mIeUsOCmDuGWoOqyoYXmOffXEDRslFZ7YlCZxZFNGoNhKU8rKoLNqKCbrcgDIt5HPE1NKzel8I4YqDqr8MXJDSp/HPc/edI7SsjcJH0WrOAemUE6SJnIivp8Ddi7x8nMuwyHFGJRsH2cmW37bpUn0sEALE4D3m9iiCgKU6O6nzj7OO2tTLZaG+PptDm1NH6j8IVMeVUHqahPYJ3o3gwpFdI+oNycLYe1aKwbBGhqYEtr/U0BomxTUVRAx7ylstRqjEMOamBDk5sGCJ+SYxwj2KBkgSP1LiICb4439/OS4WgPV4nGQDkKTgdFlc30NFgDrJFFc3NRq+oRxGhZhTAduCIEsLGiN3QFQWlgoiNi/37Ce/KznoGKuV4Ww48SYbf8iAECo9L9jkQoshDJo3qzju087RbW+OG1pVqUeU7PbViazv1aAnYqMATRPiOf1k8/V3ZJxF1wZIETdZhN3sL+qxCEmpNLs3WMAvAxfU+atO2NCcCguXxMk6bpvMdiAyTGH5wo+yOE0EUMlq/qlQ6SmSEUcHjUgFqudmldNGGOUzxOAWN71u3WZ66fa8SMQLmcjKqVZfiEtGCfq4YFaG3GcTDgr1DA8DETikWeM42J+VQ9Sb3UvsAGdMPHBYyAd/uywfXsl6+2H/Pdv1w/HpE6SfJkC6xgpYLmtZHaJ3kC3EYzp16AJKmCikc+IaOtToDVnrlmDxUQQVyhMtBmpNMBeHDd8XkYYvA5l6yM5+NgL0btfurroC0vMx5e6OKkBhTEIZOVyOGFyNlFWQXTdReOt/FiJiRcWxe4ZStN3JXAGd+exjws+dnmHoAksDkdnWz22UbtryXyyJTpwB1tP7jcUK/jlJJQbnsIhCJWzj+jum0BIiYOCZQGS7DJogmAr/evRfdtyOSxNVdZT3KnFBAW0yeluD0A3Cb7+A4m9EMnpPJa2hWeoyaXK6EanUDIEpVfXQh0bDHMOZNWGt1GPo8rEb/yNwb2kSYRhH1au99Oa/D7WhbTynRdNyhcboBSGxnGhVGFJyPsx9I/ByqJVFVkWu2kCPAnQS4YJC7OyJxww5Zn20xeDs1SEVIFC7p7FU8eB6FTEiCQ81IsJkSkQxmaF+R6QagJKE0p2JjZSsLeBzwdcDQOdfIqwgcD4Iqw7JDCI7YDpnENqXJmSDlQb+6M/OYgfG1HQGQiyXldQgsRLAZl4MrQa5V4DIRHqUDL1H8cdwR6KDPm2oAcoUpy4NsanBtt68IKc6f28nI/FwlB2QN4I1o4T9IaOj8T44t0bko9MF1pUdlTvJZaDW3K35J8UmoDmfiOARhHuz2gSMLu3NwdmrUlLw/1QCUCwZktwVDLmG1We5mEsbdBTPeR1scksEhtE1blo8UIddryOtzuNCo8yKooeu/xSzESgifMhIRpCEtGXDLG3AlBS5t334JY4xTgrctjznVAKTWKEyGE0Yi4001hEBC9TW7TwdwnM5hWR0scBFYo0MmnVAKhWdoTUfbgHFK15BRjFjLXPwyV5rpEW4n2089ADupqU6VWOmoitqaC5fqJQYEJ7czBoU89JKE8ooLgWmjhYNCG6ZANKeIXECUJ1+xeXCYWDX8IAeEgtptMfOdOmGW359eAC7OY14sQljvxdfyb87BEs5DLuawQkHp5fElOo5evQivUoWrX4fV35XBakNCLlkdxbkFsNde62JGL5hoSRd4CuyCuQS89LtZxtPEbZ9eAAKYn1exthZTls8XIJDoKa0HO8c4e8JRSktRYFgB3+GSJ/sFNnQEJeeDQicWBYjJASGGCnmuY2oPTtxDCf/A1AJQ0kjOwoWUM+DVGtH2W4ENNrApjV7S0dgYL4BMyX0KmZBuC1HnpZwOr9JzMtSSidZGfea2UtjP78DUApC4bvGYWX8hUo+Wr2oiL9i20A7yDrOmwCAGQpfmRMHjUG3BIR0XUYLXqWabEeX6/QTc4LWnF4CxlmyhObU3I2SyyAWBcqqOTS+A3xwxEuZzMH0ZjhULEBdy8KwN+KRsQA5Nu9zzcnbOLNxrOgFIe3lQOoy2YB0ldUtJ/pLKqedipcEzEpxkMF8C1jb6+pZvsQrACqIUHD+GnDcLgLjcbZxOAFJthCmhvmbtQHPyoDApphWTARZUOGuVHqdOEJC/oohwswpHN2GXG6lDcRlROJUApCCv6waQNA2e64ycHtncEoxyjZcm0kEUdggBBIHBzebG2q7hMvbFTN5qKgGIuRKwvhHVf2yjtdzdC7jRroUlTh0dOxX/zCQUDqbR0wnAmA4gL0bKMIi6Cv9ib21nLGSRCR0IsoiLUqFLMjgYM6d3HWWB6QOgJIJ5Ac/D2jxm16bPKwIXg2rRNgZUC0JlmU370BRgpxAcboHpAyBR1os52DFOnVk0UC/XERJlfsb4dNMO7KkDIHm/JMxo+0JU70rxuZjm37R3yKw9/9QBkKkKBM8FExk8UpcaIvo4a504ze2dLgBS+q2Q2xJInuYOmPVnny4AznpvJbD9KQAT2KnT1KQUgNPUWwl81hSACezUaWpSCsBp6q0EPmsKwAR26jQ1KQXgNPVWAp81BWACO3WampQCcJp6K4HP+v8lI0Gmui4dlAAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="Nested Triangles"><notes>"T" for turbo mode and space for start.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Square" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>amount</l><l>4</l></block><block s="doSetVar"><l>turn degree</l><l>90</l></block><block s="doSetVar"><l>Move</l><l>90</l></block></script></block-definition><block-definition s="Triangle" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>turn degree</l><l>120</l></block><block s="doSetVar"><l>amount</l><l>3</l></block><block s="doSetVar"><l>Move</l><l>100</l></block></script></block-definition><block-definition s="Pentagon" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>turn degree</l><l>72</l></block><block s="doSetVar"><l>amount</l><l>5</l></block><block s="doSetVar"><l>Move</l><l>80</l></block></script></block-definition><block-definition s="Hexagon" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>turn degree</l><l>60</l></block><block s="doSetVar"><l>amount</l><l>6</l></block><block s="doSetVar"><l>Move</l><l>70</l></block></script></block-definition><block-definition s="Octogon" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>turn degree</l><l>45</l></block><block s="doSetVar"><l>amount</l><l>8</l></block><block s="doSetVar"><l>Move</l><l>70</l></block></script></block-definition><block-definition s="Heptagon" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>turn degree</l><l>51.4285714286</l></block><block s="doSetVar"><l>amount</l><l>7</l></block><block s="doSetVar"><l>Move</l><l>75</l></block></script></block-definition><block-definition s="Nonogon" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>turn degree</l><l>40</l></block><block s="doSetVar"><l>amount</l><l>9</l></block><block s="doSetVar"><l>Move</l><l>65</l></block></script></block-definition><block-definition s="Decagon" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>turn degree</l><l>36</l></block><block s="doSetVar"><l>amount</l><l>10</l></block><block s="doSetVar"><l>Move</l><l>60</l></block></script></block-definition><block-definition s="Triacosihexecontagon" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>turn degree</l><l>1</l></block><block s="doSetVar"><l>amount</l><l>360</l></block><block s="doSetVar"><l>Move</l><l>10</l></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list 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mode</option></l><l><bool>true</bool></l></block></script></block></script><script x="139.99999999999977" y="343.50000000000045"><custom-block s="Octogon"></custom-block></script><script x="72.99999999999977" y="344.3333333333338"><custom-block s="Heptagon"></custom-block></script><script x="81.99999999999977" y="303.4999999999998"><custom-block s="Square"></custom-block></script><script x="133.99999999999977" y="303.1666666666665"><custom-block s="Pentagon"></custom-block></script><script x="10" y="345.16666666666674"><custom-block s="Hexagon"></custom-block></script><script x="10" y="386.00000000000017"><custom-block s="Nonogon"></custom-block></script><script x="72.99999999999977" y="386.1666666666667"><custom-block s="Decagon"></custom-block></script><script x="10.000000000000114" y="427.99999999999915"><custom-block s="Triacosihexecontagon"></custom-block></script><script x="259" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="down"></block><block s="setSize"><l>0.1</l></block><block s="doRepeat"><block var="amount"/><script><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><block s="reportQuotient"><block var="Move"/><l>1</l></block></block><block s="doRepeat"><block var="amount"/><script><block s="setColor"><color>98,255,43,1</color></block><block s="forward"><block s="reportQuotient"><block var="Move"/><l>2</l></block></block><block s="doRepeat"><block var="amount"/><script><block s="setColor"><color>58,67,255,1</color></block><block s="forward"><block s="reportQuotient"><block var="Move"/><l>4</l></block></block><block s="doRepeat"><block var="amount"/><script><block s="setColor"><color>255,78,248,1</color></block><block s="forward"><block s="reportQuotient"><block var="Move"/><l>8</l></block></block><block s="doRepeat"><block var="amount"/><script><block s="setColor"><color>249,255,97,1</color></block><block s="forward"><block s="reportQuotient"><block 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