<snapdata remixID="12074659"><project name="U3-L1 Fractal Art" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAD65JREFUeF7tnXl4k8UWxt/uW9I2aUtbaAUuIIoooKgssq+u7CKIoOJF5bJIkXrFCyqIaL2i190rrg+ygyyKK8qmbAICCsgiS1va0iVN27RNmib3OZOmtE2ATvtxQ76e8Q+1mTnz5XfeZyYzc+Z8Pna73Q4uTMBDBHxYgB4iz90KAixAFoJHCbAAPYqfO2cBsgY8SoAF6FH83DkLkDXgUQIsQI/i585ZgKwBjxJgAXoUP3fOAmQNeJQAC9Cj+LlzFiBrwKMEWIAexc+dswBZAx4lwAL0KH7u3KsEuNO0C5ll5xDupxWeO2H+C2P0oxDsG8ye9FICXiXAUlspvshfi1H6kbDYLVhpWI3R+vu8FD0/NhHwKgHSA28s3ISrAhPwR8kh9NB2h84vkj3pxQS8ToDE+r/ZH0Ljp8GdEbdfEL3VXgZ/n4DKz0N8gxHoE+jFrlLno3ulAH8rPoClhuW4Nexmt17ZadqNYlsJemm7V/xWPInmgU0xTDdEnV704m/llQIk3p/nLsFI/Qj4+/hXw2+1W7EsbwWaBTVDqG8IOoS2x+K8ZRitH+nFblLvo3utAHOtudhW9AsGRd5dzTtr89fjNk0XRPlHCeFdFZgIrZ8G7UJuUK8Xvfibea0AiblDbF0R5a8XLsi15mFb0c+VojxpPoVNhVvwUPTYC7poc+FWZJWdq/y8xF6KcVH3e7FLvevRr3gBLnhrASY+MhHBwa57fWK6NazE/RVbMZ/nLcVI3XCXafliLtlbvA+0vdNF0xnFtmKsN36FkboR3uVFL37aK16Am45sRq+cgYjbH4PHBk1A81+vwtjB50e0LYXboPfXCRfkWQ3orr1N2h0k3FH6e7HasBYDwvuJKZvL/4fAFS9AwrD8xEqMzH/gPBGTHTccug5Duw5BH2NPoL0vTlvOVI6EsuhoCqZN7eZBzXBHxEDZ5ly/HgS8QoD0/fSL42BobXT5qr7b7ZjSahLuanwHElol4nDJ4TrheC9nIe7TjUCkX4Tb9juKdwN2oFPF1s8x8wn0De8lVtlc6k7AKwTY64O+2HTjz45vmWbHSO1wRFuj8FSbJxHTOEYcz1EZEjmoTufCtG9YZi/DGUuq2+0a5xFg1T4+z1uC+/Wj6k6eWwoCV7wAJ705GdtCtmPIrYPRr7A3unTpIh78z9KjOFuWgfxyI3pre4i//Vi4GUMi75F27eK8peJM+afCzWgcEI/WwVdXs/FF/rpqfdAo6a6edMfc4MoX4MV8tCh3sTiSG1whOlrBdgy9EfEB8bV27ZfGDWIabRLQWLRZlLdERNg4S0ZZBn4t3ou7I+4Uf1qTvw5F5SaMieLRr9aQL1Lxih8BL/YlbXYbfHx8QP9QscOOJeLUo3YRMgXlBfih4CcM1Q2q7OZw6RGxL9iz4hiPRkeKvqnaB2W08/XxVYJ/g7fh1QJ0573tRTsR4BsgRsJLlaV5y8WmdYhvSLWqtC0zQjcMB0oOosxWhs6aWy9lij+vIwHVCZA4LM5dhtFRFz/7PW4+gVPm0+gb3tsFncFqwOaibWJjms+Q66isWjZTpQBpT/BQyRHcHtH/ghholHOeoFCl7wp+AE3pfj5+os0G4zeYGjsJzQKb1hIlV6sLAVUKkECsMKzG7REDoPENc+GytehnRPiF44aQ6ys/q3qOXGQz4WvjtxihG1oXptxGgoBqBWiymfCV8RvcqxtWDUe5vVzEErrbw6Pghq6aLvixcBPujBiIMDfilWDLVWtBwOsFaIOt2tf0xfnV6bcF34s9varT6Nr8L9FV0wnR/tEueCi44T/n3kbbkDbiTJjL5Sfg1QI8Zj6O17PexK1htwhSdGvuidjJaBXUspJc1WBUClbYWrTNJYawKuZjpcfRKvh8+8vvgobdg1cLkFy31LAC90TcJby4zvilOM+tWvYU74XZZkEXTSfQ8dm9uuEIqHJXpGG73/Pf3usFWFheiO8LNgqS/cL7QFtxZ7gqWlrxUkQ0RVH30HbzPHV+gkoCXi9A+iZL8paLSOiuYY5z4poly5qFDQXf4iH9+TjChMAmdYodZO0oS0AVAiQkzoACd3hoVfuraS8mxIwX4VZHSv9EZllW5XGbskjZmgwB1Qhwl2k3heu5XNU028xYlb8GwyIHi3/TyUbNgAMZYFxXWQKqEaBjFHS9fknRKz21PcTIRyPh8dITYuq9Jri1siTZWp0IqEqAaZZ07C8+gDsjHRkTMssysat4D+6pCKWiv9EtOWekS52IcSNFCahKgERmlWEN+leshmn1S1OuM5RKUXJsTBECqhMgpeSg/cCWgS1QZregs6aTIqDYyOUhoAoBUoTygdKDCKzYYKZgAzrHnRA9/vJQY6uKEVCFACl+b2HOJyL6xfE7bzMGhvdHy+AWioD6NHcRthRtQ+cwR2Aq3RFZ2PQdqdB/RR5EhUZUIUDyC8Xz0Rlwo4AYt1Ew9fXdtNRkvJaYgoMlv4sw/mmxk+trktt7w604GS/RNgyd894ePgAaP9c4QBlbNevS1c13s99HQXmhCGbQ+elwT6TjohKXuhNQzQhICHab9sBsN4vsWJejTEtLxtHSYyLI9bqQNm4TXlpsFgT6nk+EeWNoe/QP73s5HkcVNlUlwMvtkVOWU5h9di4ejHoAvbU9Xbp7JWsBMiyZWJCYIj5bmP0x2oVej5vDOl7uR/Na+yxASdfNyXgRFpsZbULagG7gnbacRjftbSJndfPAZhimG4zvCjbi4aixeCP7HcyOnynZQ8OqzgKU9DdFTSenzcTzjWfh24IfQCtwEt1zGfPw74T5YlpOyXwV6WVnMT32CZEgk8uFCbAAa6kOei0EHfXRqcpywyqRjevZ+Jmw2ssxPe0pdAy7CaN196IcNqRbzoptG7rUFOkfIRYsNcsLGS+JdHIRFfGL+0r2Y02LFbV8GvVUYwHW0pc51lxMTU0Sd0V+Lz2ELwzrkJIwT7R+Om0WhuuH4trga/BDwY+w2M2V9dqHtHN7t5gEvCxvJZLjkrCneB8omufxmAm1fBr1VGMBSvjy45xP0S+8rxgBe2q7iegaux3oE94T2007RXYu2gSnEDBnvaTYKRfsISVrAYZGDsK72R/g1YSXJJ5EPVVZgBK+pC2YR89MRruQtrgltCM+y1ssWo/VjxYJjA6W/CESG1GOmo9zP0OH0HaiXs3i5+MPP/iC8lG/lPkK+mh7o7umq9snsaJc/J1aOAtN982C1HFhngUoIcC9xb9h4pkp6BLWGR1DO+Cj3M/EK8Mei34EPxdtx5/mYxgXNUZYXJ2/Bq2DrsYNIW2x3bRLpE6io7wDJb8jLiAOCQGNayXAxYblwh79vqRCQbUz4pJA+4tqKCxASS++mJEiNrvpFGRjwU+gEaqftjfWGzdgcszj+MW0U+TqIrF9V7hRbIofLjkC+Pjg2uDW4tUSzpQgl5qCfys5gC2FW8UTdtd2Q7x/HD7M+QQz45Mln/rKrc4CrKVvaMX6pfErkRRzad4K8SamlxNeAGVaeCJ1Bkbqh+PG0A74pWi7+BtdAz1u/kvkEnw10fH7bvbZOWKEbBnUQqyiL7UIoe2elIQXRVv6b0rGPjZqjEiOqZbCAqylJ0tsjt9rdAry1rn3UGQrxJzGsyuENRdXB7fCKN0ILMpbCkoLQvW+L9woVsbdKn7f0R6i881OczLm4YlGUypfPTsv82VMiH4YMf4xwuZKwxfQ+Ueij7aX+H+6ekr5a+7Tq+sVEizAWgqQqq3P/wqN/BthZ/EuPBQ1VmxEUxkQ3hf/Sn9eZE3NseaAhOasN6XRP1x62FG0C4dKD+Ph6HGVn6Vb0kER3Mlx08UI+q+zz2F+k7kST+edVVmAkn4be3K8uNBEq1CabnOsebgprAMOlRwWI9S6liuFxYlnpiI5NsntanVa6gy8lviKS88Lst4Q1wm+KfhevAmUfjOqvbAAJT1MydHpmI2CEWjEOld2DtNip2B1/lqsNqwRo1ZiYMIFrX6Q/RHah7bDzWE3ua2TlJqM+MA4zIhNknwy76zOAqyD3yi1b2Jgoog9pN97JbYSnDSfxij9CLyd/T5mxT/t1qrBmo83awQovJz5qrgo78zMTxm9lv/tc8S4yd5Vh0e94puwAGvpIgo6WGNcD72fHvnl+SL6xblCnZsxH4/F/F2I5v3shWJK7hjqOsKlZC4Qi4iqAQqU8Hxm+mzMT5iLX4v3YI9pHx6NeaSWT+X91ViAEj5clLtELDQofe/1IW0vONXSNOqMCXSaP1J6VCxiZsRNc+mRpm8Kcv3a+J0I+29IhQUo4W0a9Wj/jrLn10xwSZfdaX+Pyi9FO3DUfExsxTgLjXK0bVPzBdvOz0edHCc2smn/sCEVFqCktynHIL2jmJIhPR3nOJGYn5mC8dEPiq0XZ6F9vqTYqdD4asQbmLKtOS7pgiW7VmV1FmAd3fpO9vvoVJGZdYdpFybGPFrN0inLaSzPWyXCrZLTZyKlieNEg0t1AizAeijiyTTHapciod0VWnRkWDMwTj9GbL1wcSXAAqyHKigekER2R7jjQnzNklqWJjJ2PRU7vfIjo82IWXxPpJIHC7AeAqSmdGQ2K+5pBPkGuVian/GKeKdcV01nERXjnLYpaIGLgwALsJ5KOFp6HGvz14kYvaplf/FBbCrajKmNJiEp9Sn8M246FuZ+gpkVC5d6dqua5ixABVxJ0zCFYzUNvKrSWnL6M0hp4rgzQpn6J6VOw8rmS9Ak0PFaWC48AiqmAWO5Ea9nvYVnGz8jbK42rEWYX2i1l93QixHVEkavGDiegpVD+WHuJ7g++DqRBUEcrTWAUCol6PEUrATFChsUZkWvf6A0cW2Cr1XQsnpNsQDr4VvKR/1RzqcI8nGsgA+VHsEtmo6cjkOCKQtQApa7qtPSZuC1BEdwKUXF0OXyaP+oelptOM1ZgPX09Q7TThwu/VNEx+wx7W1QoVT1RCeaswAVoDjn7DwYyvPdhtkrYF7VJliACrj3L/NJcUGdX34jD5MFKM+MWyhIgAWoIEw2JU+ABSjPjFsoSIAFqCBMNiVPgAUoz4xbKEiABaggTDYlT4AFKM+MWyhIgAWoIEw2JU+ABSjPjFsoSIAFqCBMNiVPgAUoz4xbKEiABaggTDYlT4AFKM+MWyhIgAWoIEw2JU+ABSjPjFsoSIAFqCBMNiVPgAUoz4xbKEiABaggTDYlT4AFKM+MWyhIgAWoIEw2JU+ABSjPjFsoSIAFqCBMNiVPgAUoz4xbKEiABaggTDYlT4AFKM+MWyhIgAWoIEw2JU+ABSjPjFsoSIAFqCBMNiVPgAUoz4xbKEiABaggTDYlT4AFKM+MWyhIgAWoIEw2JU+ABSjPjFsoSIAFqCBMNiVP4H9PkPXz0xV0MgAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="U3-L1 Fractal Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested Triangle, size: %&apos;size #&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportLessThan"><l>9</l><block var="size #"/></block><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size #"/></block><custom-block s="Nested Triangle, size: %s"><block s="reportQuotient"><block var="size #"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition></blocks><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="28"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-90" y="98.00000000000003" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,204,8,1" pen="tip" id="35"><costumes><list struct="atomic" id="36"></list></costumes><sounds><list struct="atomic" id="37"></list></sounds><blocks></blocks><variables></variables><scripts><script x="51" y="59.99999999999977"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,41,20,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,56,235,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,204,8,1</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="279" y="65.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="213" y="38.166666666666686"><block s="down"></block></script><script x="228" y="88.33333333333337"><block s="clear"></block></script><script x="385" y="150"><custom-block s="Nested Triangle, size: %s"><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3-L1 Fractal Art" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>