<snapdata remixID="14853266"><project name="U2L1-FractualArt" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AeydD4wc1X3Hv0FKcKXYJj3LF+44ek5xzkE+t+BzcDk3re0mOhtqh1NtTADJ/EmLQ0qookJLQpAIIoJWSdOCSAgEUENMQbWxJeBayQ5tfSblbCC2VXCs1MgBB1t3aWKgxTToMp+5e+u372ZmZ2Znd2f2duG38/783u/f+83v/ebNu/Vp43X+PD++a/xH4yM+UE7DfvP4d/xhj48/NN7MH+xTyVY7xp/yTfDk+Pf9ayO+nhn/Z5+tufqVmF+nqc6fJerXPu3RQR0Q5TTsN+ha3aYb1K35auYP9qlkq9N1uu7TXVqryxpmigEN6kF9U21qTyxDXRxwj3Zrk9YLQwE79bSe0RZRTgsvacRz412hNK7WGgGG/o26MhTX4OTx+qZ+qShb4aCP6n7Zstt62+1Zll0eT+mJyPkI410XB+zTherXCs8Jb/ZhlQYFbNJEPem1T8t0t+7Xh7x7Lmws9AHT3+dJYMpFu9p6uLJ3aZ7+QY8Km9A3R+36rraLci0BHvCCB7xv1d96ksxPzLcuDkhcZokY1g49oYe1Tht9eEZblOZDVOhRr35bH9OL+uEUEi6PEQ0L/lMQC9KAvYJshe7t6tR5Wqqf6OW6a/NBzfJ5HtPrvgxtatdB7ffb4n7VzQFnarYO65A61FWSbZZmC2cqNcQobNNmrdBqH5McCefyK5Nf0HN5HNURwX8SpZCXIFuhOzZAoYu1XtdordZpo+r1WaVBbfI4XuzxhieyIBPluFA3B0SgK3Sd+rWSog+UcSi/kvLrU57RbaWhB11DjnJg9DMIBbmiB7oZcdHZ1ototEYbTHfdrgOeE9rMqCOb3RZVrqsDBgnCXUMiHdTntjEBttHp79Y5OqC9FIXii9Tnl5vxy7bVqzqkdnWUqYlthpQurSkjFLMSNB9zNFesODFJqOEOSC4XR+DDnsE7dHagXlfpBn1HX9eYjmlREzugsRW6rtNGBX3Iw7BVUF+WbfAImw9uBPLwSvzAabgDIuRyrValO5d+IgD4wLB2iHzPwNt6S9Chr9nA1vVj3i12ps4KVREbgR+KkFGHOx8u2TbN1Um94zaX6vSBkwsHPF0zPGc6URLOLbC0rlH5Rmu/VmpIW8XDBTBP87Vdj7lDm6LOTYaOwA49LZP0hymXNA8LoxPWPqJhufPh4q7wgsr2iPmgD5xcOCDCs6QMKTh/YWnt1NTllzuIO2mnNymE/W7NV9x8Ep5FASI7OjLxvVpcUew5mitsVhExJQK0g+bDJRc2H+hBH/i5cUCE4Q5/XUcolmCbNos7utRgFbiDvqdvi3E0s/zwio9yM8HECvFL7ddeoWMc3bAZtgvAraoJmtCOQwRZg+aDByj6oFFXB3xLJ/R3ul0j2uUDZSKYJj9mWZ2s+hfedfqFkK+VuqhsUtZog4gWIeiFbeYmu1x/mkj+SrZLRGwS2aXJqmXmk+tX9cVJzImLOx/MDW0TvVJdHZC9KkL3Ei3znGaZKHN3G2G4EtVGNExRKFfpbuvWOT6u+YLemI6batNc0QndkiiE7YhYScZE4QbNBzyO6qdiTqX36QpdJ/uDzMhu2ijTZup1dUCYkutxF6AMZdpsmKf5Iscgl2tTu90VuwxdeMQekHPEMFvFEZutEmwZBzcKBxph82F4MG/Mn0vHzEeQHnV3QIQjjD+uh3Wf7goE9phu1ee1R7tK/SYqKuYHHqNNEAnRIWzi45iCXAvniYMbhQMNaAXh0E6kZd7C5vR7+pbcOd+r3fVdgo3w5HoAJymCYJH6dLn+TKaPZdmMjXuFPkaJi59XPKIGE1yNfOwQVLM3yFhoRMlwo74i5s3MmXtlDpkT007UXKwLG+OAKLJMKxQW1bjr1+sqYXxwwUszCVE8oJt3SKu3q9dMzRZ5mtset858QCMKn/4wHkYPMx/sa7JVBL26LsEwNNCjXiGIqZsrr2fM3cbSQ+g2dYMT9xrGI+74RuNhH3TIQg7ysDQrgj0fleQI42H0QBfKyEE0hF7DHBDm/V4URBjKAMJ1qIuiD0S939XHxd3lN6T4cnmkINGQIdiFZctmbp9Cvlu3aLd22t0Vy0QdbFwRcRIBXHs+JpsjLy4PVw/mY6HOL9FoqAPaj+NIhLD9OnVcizZbWOpJweWRdHye8FkJ7BzqQq1IJB62HdLW2GOC5qPS4Eo8mA+CiqHTUAdECIw6pC1+PkgSS1vWYHhkTbdW9LAHMrv0aaOPnCqtrXq0UDzRurTdehY8kBWZXdp2vWEOOKKJtyFc/1uHdFRHlNaotkJhZfJJtgnC+vPSjozIGiYPfdiMN0hc48ALOvVnC9gYW4fRN+3ggGvqla7IbWSZkG1YyFppXMMckB3xJZp4I7JAvap0p1RSpFI/+WQRNqeJGsgapg99LGPGdkFXlk6cx/T9Qj8vI2cON5Q1WhXslHQ+RnVctlzv6h0hq0U2sNgwB+Tu4K5BKpJdrrWGAV2iEU285qs1r3L68WrItkblx86CRkbpsU2bdYfuFcedGEvdfZjBUQgA9AdBmvnA2cx8xtUD3g1zQATeqacFJL3bEDwNdOpsjelYmqF1GYNsyFiJGTjgunhMPBu8tHdr4mjaTM2mOgXYMiHauh3VzAc3BuORDRld2kH1hjkgwnBnhhmI/loAL8+JCrWgXQ1N9tuQLS4NcF09XtUhcWNDg+tBHRA2ph4Ep+s39JKeFxEPeFk/UjXzcbpm6EP6TQ1oUHE/DXVAXlxjqLjCZoVXjZGzksGlM1MTf2PrtkfVZ1rRjchDBLLxiXJ23S0v1yr9UM/6Tgetf9O/lBxYKT/naWmikQ11wESSZohMVHCjR4bkE5NiKUwSNQwDWw+eWnEi0xf3eoE+IZZugD28uOOywpuWDojxyJXi7IeBW0vglwTalO7YGXKhB4dAr9B1VBMDEesNvSZ+WaFXixOPr3bAtHXAJepXHhyQyIMsSSaSk+REcAAH5omWclr4d2/p5WhU2Hjex/PjTnb/A/pGLJErIU1bB8QwPH1z1IhyIwDnQ4akvFkqF2ihzNiv6h7xDpZ6Gvi4twyv0MU+vaDxyGfzeFcnda3+guaqYVo7IDmT+0dQVVs0AYG0eRsRE+cFKFejB/nnOm3UKg2KspyPy4On5Q6dOjDioCeuNtwB3RO0KJxYiyoGcO6QpaUKEqmGwpNok2qwN4iHFpyhR71eTUqjB8u3nX9Sps0nOPnl8rhdX/SSl/IDI5OoqS4Nd8A5XgK+STcLmKf54o5OpUkVg+ZorjB0FSQSDeVdKVEr0SAHGZl5CrabaUuixy7tLLM3tt+nvSWSRESXx9/ogVJ/FoWGO+ByrZaJem8q/NcRslA2jAY51ZDiH1MKoxO3nddk7sTGHRuFl0QPbB4Uges9Hw13QO5acqEhbRG5SJSBa9nXo3jHlKqVgYnnNVm1dMLGx9WD12XY3qVDWz3no+EOiAG4E9nJ53E/DPr1Edl9bEUwNhQSdixSnzB8wmGJ0eHBUpd4YMwBcfQg/ySHtEl+QVfK2PcVHRD5oN1fq3IuHBDlMMgVuk5BwGbrkF4UV/p71CuWG8ZlCSw/3AhZ0rRpQXtAl9hNNSlX0iMo/1zlyYVtgVmapVreJLbSuXFAcqLH9ZAtW6lMYo3RuNJov3SnnhXwMt3wyIqmTQfa8LDbalGGB7yCaBP9sLXbN6BB0UeKQNntr1U9Nw6IgvP0Ue3THoolIDdkiaaB6026VmsU/VO07O3ZwNi4AA94xsWPiwdNaMfFj4N3VD+VraftdPCCp00H27KK2G12mT/mJzdkN8Jur2U5Vw5I2D+oAyV9R3Vcbi5ytx4Qd3gJKaCwR8Pq1Nk+7FayvxyD3EzN1qjHm3IWAC1XjyzoDmuHryO6YhNyN5uuqwe2xcY2jl0m8gF2W63LuXJAlCW67dTTFMUdHGUwHyngC8Ob5pmaZYqxr+SXLEexB1RATKtHBbKqZCtbD5y1HvlnJZnd/tw5IHcySwm5SBrnQ0FyHCYdSHtHL1P4LzfAIy5Uo0clHiG2Khtm9GC5nulF9rLOHFRy44A4yyvaL6BHC/2EeNwzEPU0sF8v6EU979MLG2/zBOeAN8Zj6f/fo16Nqfrj+9CAlk+0Bl/kev+hf1WYrWh/Qg+pV4tLtkDvGoiSimRuHJC3IAs8MwEHvTxwlS7x8xvqaeBMnaUudStsLDyICORP4MD//Xq/7M+ABsVRebstSZllHBpJxqTBvUCfkNEDXWygHSfdr70lW5zUyTRsajImNw7IWxAmDC057mPnL7QlgRENC6MDlIPGujxY9oMi1Qe8R56g8XHa4BEHr1qcKFtt02bRb/TghsIu1fLManxuHBCFeA20Rf8onJH6Es90+1S+LUN7JWDZI7oBh/XjKegsQTaPu/UlkTdOQfQamCzwvWKi/xljeCQamBI5yFbcfIvU51NED2zboS6/npevXDkgd2qXPlKyDRHpqI6U6nEK27w73l723GNKB7Vf9pYIPD6jz0aSBv9zWi9zdIy9yKgBLo8o3Kz60MO1FTfiokkHhA+2xcaU8wK5ckCMwp3M1QCvlYgmph51Pal3RNRzcYisLLG071L5ESTazlK3oj7ItEhLxJGxq/UF2Q4eNC6IRxBe1m22rbCZKyd6ZM2zWnqZOmC1wgSNn9hqiHdMK+yYE3f9kLaKJSntXhjjGB/Gw8gODrimXs+rbauTys+DRpQNcu+ACL9OGzWkLYr6MPHdml+GYpZMrs9444mCnZr6D96UDQqpdOsc/UQvCzrQC4Mf6Clt12aZfuQKIZlZ87d0d4nfqI5pnf5A5HyZMaghoUI4IPq3qV2HdYhiIJD/uEvMHG8MyybAhIQ9aAQSDGjcoGtFNIVeEHxAM0QuZvr6tEwd6gqglG3TmR4Pw3ONLtNNujNbBjWkdloNaWdKGufaqacDadIetOx1a+L3URgUlBvSnhRmaXbokHadKeRAHpB4COhMGXEZHxe4ucwKMaStwlZxxzYarzAOiKGIYEFL2piOi/wHHBuYCDach7RFjLX70pZJBx7S308Zzv7axVrvy8FST919CJgyKMMGbrAs9cxQtEhSuXNATuUSQQw8pgdLCszTfBFVSg1eAaPjFF4x8P812lC27RKIlLBxoRZrj3aXRlEm2poGIpJdN+32Fb2Mjlwf0T12d+IyqcEHNEPYKPHgBg44rYG8A1ljwEXq0wqt9pztuDbomjI8ogp7fTSOaupxLdptIDISCe22asvQe0HPlcjs0x7RVmrwCm7dayr7H72IlOiJvufqvLL+NBVopRnXyDG5c0DuZONg5vWRayCWG9qIfpUmGrxaAJvXb+mEfqBndJH+JBWLPOiRSvAMB+XOAdFtmVaIbYy1Cv61UO50/iipUc6HjB/ULI2++nPN0Vy1q4OmxJAHPRILnfGAXDpgj3rFUhylK8fH/1dvl1DIHUuVGhVYMoe1o0S9o/tM3f7kl0r1NAX0iBrHwwx7jwaHhzDkMPWiA00HDwAACOZJREFUX3PpgBiV10pmKaZuA+3sezEZtHOtRzRkyXxdR2CpYzqqYe3UWzNO6NJnV/ttSb+2abNsPdzxOFqHujRLs0WZfvY7kYNyM0BuHZCHh0oG/pTWCudjcoialfCz6DeHG3Ce5VqlgQV/rJf/8D9TOyEyDWjQ14OyDds8B+3XSgGUgbC0xB5XpHJuHRAjYmweNCgboE479W6d422HDItcinq9gCh0vn7PZ3fBG8v9a1IntPUgj4SmT2jyixuLp+PJqojwHUr3GtHQqMW1Wpq5dkCUa1O7zCs4rtRpN7BJN4k8ydTrcSU/7dOFPqulS5fq/156zy/HdcIgPbipbD3GdEy2AxLhcUKfURN95d4BMbpJ/Ika1F37t2muTuodt7kmdWRgybSJD57xmVI1jhNCI0oP+l0eJQZNVsi9A2JvJoNtmTUK35bZrsdArTmc1NRjTnPf6PT5vv3s/6vtyd/S/gXPheaELK2V9Aji4TNowq/cOuDndKlwOuAJPeRN+0l1KjwH6tapgwe1midembFUuvSvWXC933Tjglt066fv0H99+H/0yNIteuWVV/x2+4ul1dYDmuho4LB+rCAeNo1mKufWAf9Sd6hPy7RJN4vk+0Z9JdLuLGkHdepXFSKRU3Sy/RK2/XHGGWfoxJPv6pO/+LTY1wN3xowZWrBgQRknnmKJ5nYjD1BtXgqBnkTG5brI7m76cm4dkESfaMEMMKlcK8EabRARpRJemv4hRR9zumPGvb7DsWUCbhCPMD3m6aPij68Yt0T9QUObti23DojFiRa3eDGQK/UyCKiwd8ieYEBXVU3kbUQqQ+SYjsosmeb6yYE/Mt0ClzGlBq8wpC0K0wOnI3ozzkOdVv/n2gGZiTu9qeYaF8ifso6CRGIispGh3UsK2BZh2QToo830U2eMqcf5K7l12ljx9aOa8JN7B0xjc5a6rCIhe3NBkcvwGNVxtal9ipiMIeejg2hIlKPcgnILNKUD9mulHtfDyuITdiTM8GBpDXMuxuJ8ROUsZGlGGk3pgEzUMi8TY/IppwWcK8p54PEzvSZ+2CgIWIrZQuKp2PRDM608zTiuaR2QHK2aZThO3gaPxbpQ9o8B2eX92qt1ukrv8zyH9jd1wnvGXenVWv8bCzStA6Jgv1bI5GHUk8AuTf0FhaDx/SE8cP4OdYnleZ/2+kPHdExhe4k+QryvpsJqagdkWybNbLF0Ry29Ns0wHjh+v5eLgrtcq3WrPq8BDVJtgWWB3DvgP+m7IocysFWPWuJXLuJIQ4r+VQWXCpGKI1Jue1jd5YED2ydZoMW/Nhk2fjq3594BL9XV2q2d6tTZ2qNhXaLLE88X2ySHFf6rCjZBIleaSGXz4Gyf7YA2/Va53AK5d0DEbdPEcau0+RN5WNzN6Wp5wIeIiNwtqGyBQjggr6g+68U+Igt/fBQED+qbstsf0b1l2vOTGSyNZY1OhegHL6c5svqw7pHhO6rj3n8/i8RvdZZboBAOiMh/ri+LZe0KBf9zXp3qErmW6f+VfsWwErCEj3lPoaUGp7BPe9Sh8ONeDnqp+p7ek+FJpN2ga0p9rUJlCyRywMrkaofB5B5U8HEr87qM5XNUx0WkC4pk5HZEuSApoQ2PoL6oNvjAD77wj8Jt9U21QGEcENHDjlvN1MQ/RsO2Bw7GUs1bCMa4MFNTf92KvI0l2sWNU4fPmBdZ4ZvGgePwaGacQjkge25s8NoTwhYLkc20XaDf11oFH90Hh4hln7a+T3eJtx5Bjgl+HIA/fOPgtnDKLVAoB0R0nGunJn4nEMdpc06iLNT5oEXCVbpBSzxH3aSbheNxjRwQozMO3xhkph1K4RyQGTJHoci90ix7jHlBz4mDpbzPhWYLGmOBwjgg0Y48Cxj1HjR4tYXJqKcBxnLamnwxbPz3db/sPk62MK4F2VmgMA6I05G/sQQDHeoS0YtyGjhPSzVf5/r5Ytj41/Sq2JpZq8t8vOn055Kq06cwDtivlX40wi5EpZt0p8a8RZR6GuBh5q/0tRJNl4bLg+UeR3XxWvXqLFAYB0RNNqJxBB4cqHPKhKdgykmAMURTxrB5jTNSNnBS78jlgbObNoPXulZvgcI5II5gnGdiW+ZEYitwMNQMIrIOaaup+tftekw2jzn6sNhq8TtbX5laoFAOiOauI6zTRg1pi+J+wGWMjd+jheJVHG1E2G4vO6RsoE8TP0Rk6q1rdhYonAMGqd6mdsU5bvW6jghclwZLuxnPUzHbNC5Oq14bCzSFA+IwZnM6ykz8E1rgBuHwKu7Lul5cg/qna1ut9W4KB8RI5Gwsn5SDgD53+f66btOIdvnAEswfDpFXBo1vtdXGAk3jgOZQQJiZeHgBx+6/Xn8tHkiWaJn415Y4VqXWp64WaBoHxGpEOPbvKNtgjmvZbZSJdmzBjCr41w3AaUFtLVA4BxzRsDjBYoNtoqC9On6hwMaxy2wu36uvKSw3tHFb5ewtUDgHnKVZ6vOWTE6wAHPUXmYVckG2WkwjZZzM1IOut+kbQc2ttjpYoHAO2KNejemYbxqWW3dPjw62Wnio4AADZdpakE8L5NcBI+xFrscfIc3R3EAsllMckOWaciBSqzEXFiikA2K5WZotnMzOBe0y+4KAabtRV2qPdjO0BTmyQGEdkKWXbRXywCBYr43+prLp6/Uyx9YrNeXuU1gHxJLkd+YVGnUD5IYs0+t1ldiCYSmu9CBixrau9bVAoR2Q/G5Yp/71SkxnH6Wi3qEu8dASli+C04LGWaDQDojZiHREOMqAfZSKer9WekvxIMUW5NAChXdAIhsRDtviiO5RKtoLBtNK3MI7ILNFFCTve1WHWm80MEiBoLAOSLTjPa4BHkb45YQC2b4lqmeBwjogDyDs8/HuF+jU2eJwgadT6/8CWaCwDoiNcTyuvO9lX5ByC4plgUI74Aqt1qP6ttpUfiChWFMwvaUttAMydefqd8RyTLkFxbNAmQMWT3yJXzgootwtmScsUHgHnFCj9V1UC7QcsKgz1yRytxywSSayqGq0HLCoM9ckcv8aAAD//5jpaFUAAAAGSURBVAMAH15WFsAPYJ4AAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="U2L1-FractualArt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="32"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="5.684341886080802e-14" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="45,255,18,1" pen="tip" id="39"><costumes><list struct="atomic" id="40"></list></costumes><sounds><list struct="atomic" id="41"></list></sounds><blocks></blocks><variables></variables><scripts><script x="54" y="32.66666666666663"><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>18,74,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>45,255,18,1</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="296" y="200.83333333333331"><custom-block s="nested triangle, size: %n"><l>200</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U2L1-FractualArt" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>