<snapdata remixID="14316939"><project name="U3L1-Fractal Art" app="Snap! 10.7.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAFodJREFUeF7tnXdwVVd+xz8SKggBAoleBYheJHoRluimF5e1146zLhvHTtbZbJLJxJP/kk2y2ZlNnKy99u567XjtODZgU0Q3TTQBEsV0gQGBECBAMkiooZb53YtA771737v36nXdM+MZM++03/d8de895/x+319EY2NjI34qWbthzhSIa6sOWFUN2w/Ckhl+mgBQwCmquM9wpjwadC+rSWcFkbTx30TskRQEIvxJQGfCORPSX2uyh1VM5ymFcFqE9Nc87HH8TEABfFcuDO6nQn/hKsyc6P9luMcdznOYiSxkDyvJ4Af+n4Q9ov+fgE2Yf71d/b+n5gRuFQ6xgVoekMJYejAgcBNp5SP75BV8nJ3UU0s0Dz/2nEA+XnCezPUx9J+YEjD462sq+PTSaVLSfmZ5DhcKG+gy90v6t+ul2Uct1bQhmjRmWR4j3Bv6hIBVlCMknMoyF/waaWAvX5GRFQ2LlkJkZGAw3rqJnA4ZJPVqz5Bk81NoaIB1uyBp9iqe4GkicLUjh3UK+eLoYH6AVtLCJwQU7I6wjWRGkYTj0yGPLQxiLJ1vR8CpkzBztv+hLr4J585C5kzW7IAVFqYgu/cxgyE6qZiLHGMC8x3sKOG6ssEZzzz/2xdCI/qMgI00spdVDh/4FdzjJNlMYakK0bbNMDUdOnT0L2Tr18CS5RARwXdXobgE0scan0JZBew7Agsz1DYHWc9oMokn4VEnsrl5gmeJIMJ4x62wps8IKFhe4IjyapIPfSn7+IopLCGKGBXqBw9g+1ZYuMR/0J86AQ2NMCb10ZjyKl34BERHGZuG1F8wHWKi1fp1POAgWUznaeXf33EM+dQYzHhjHbbiWj4loODa9CS4wUXuUMQYMh3hztkPPXrCgIG+XwY5c9+wTn36NSv37sP+YyoJPZVL1+D6LZg+zrHmCbLpQm96Msjlye+pz9b8u88JKKS7yhnuc5cMntXGOmutCyl8sih7dsPgodCzp0v33+RA2jDo2tn9yF/vgKd0vhnlgLs9nejHCIWMdvGMgM8JKFM4wBr6MIx+DNee0YV8/rfvJ8S17aI7Y3ltd6O/Z4t0atQ2VpN8Loq+w1do1mja1brbkBw8AZ07wlCdXfNVznKNc0xDewzLkw/jhn4hoBH81j/4D+ZHvUlMZJxL9YscV76zhjLJSFeadfZXfMrEtk8R0yZet4+809A2FkZpHE/W1cOGbFhuH+lZXgOthkFDwDv1heQ1bmR+1Bsu89zDajJ4xrLhxbUXuFGbT1q7xR77kFsarRuaLfth0mhI9POG3eOEQ7xC0BBQcNxS+wHjIxfQtc3jV60caPcihW48vEC2APie8g/J6PBjQy2v3oRLhTCj2R11yT3IOwVPphvqwq5kAoGgImBtQzWb6t5jWczfKibUUEkeWxVXKavlXHU2bSPbkxxj/EhE8dKZCnGx6qhrdsLSTGhje2tZXQbddkFFQJnlwbo1JEb0YkibyRxgHeOYQ1v0v9vcIdLQUMe+ys/IaP+yKeAqq2HHIViSCWcvgRw8Tx5tqgu7skEEgo6AMu9VNT9nRuzLFHJOIaDVklu5miEx6SREuR67eOpz12EY0h8OnQys146neYb670FJwIKGE/z30W0sqP07y/jWR9+jKPldUrvov3ofUE2MjseOuIl/+clg/nLOIAbYR3qW18FTw6AkoEz6dxuvsnBid+LlXMRC+Xx7ESlLdjMteoFm6/PkcYq9LOEviMZ1jFpqOFq3hzlRz1kY3W5iFIGgJWDJ/Uq25t7hhZnmd7+nC+5zteQe/cZfJoFu9GGICx5yayEeLN/quI2JK1Uqs2hnu1IZ5ZKlekFLQLFm5Z5CJg/rRP9u5vzp3t+Uz5sLhyqAaLnci0vYQNJIpIfiNjaA0STy+DuxlBtc5qTtSmWJUuYaBTUBGxvr+f3WK7w+37ijwqa8Ivp3SWBkcnsFiSIu8D3FjGK68u9KyjjJHiajHkqrDrJy0P04LkR1oHhG08nUHLx2bU8IBDUBZfJ7T5YQHRnFlJGPfe2cjdp/PJv0tEyqHjzgix23eGVBH4cq8rqdxjLFDUxcwiaxyGHzcYE8IoliEGnItV8DdQxmgifs7N+9gEDQE1Bs/O3mC7w+P4WICFfnzrt37/L28ed5f8YWPs++yty0JLomOJ4bVnCXU+xXnCFuU+jqEgZkK9FxzyJkzbSj5LxALWNd+IWAsqOU/9wV2Ylq7UalzaWb5Ry9eJdn0vu6dPHO2n9mz/Jf8U8XT3GqqIHnM7Q3Lbls5i63mMuPNKdxh2ts4Lcs5s/pguMTtKlBDVVKsJW7IkFIsbg6VBhbjtZXyy8EvMIZsvmSoWgHAeeTSybP0Z8Ruivw2fZCFk/tQqd4x8X994I3OJT8BVXvjOOFH82hMqKM9T/LZePHOxz6aqCBYi4rDqN6ReI4nGNYmte9wmnEMWKIjqfzeY4oThP9Gdn6mGTRYr8QUPmWYzXTWE4bHP3e66njAGuVj353payymnX7SnhpnuOp8OzjHUhIe3xJ22P3VH4zY7NFODw3kw1KOk9p2rGfr+0gd88QOtTwGwHLKOEcB5UNQPNymI0MYwodSfI49TU5VxnVvzODe6nHMgUFBfxNctqjdr4mnwxUTilnFTsWOtmxSdGb6UCiRzvsCo8R8BsBZUiVbFPp+HCRyijlHDkupHS3QB9szueNBeoZ38cF/0pW8i+V//cH+ZrmdRhHsumR0iaaZwT8SkDn163ea9ndtPPOlVNeU83M1K68uXs+xTMO+pV8Mjexo/nrVu+17Bl+u4ZfCShwn+GAErgjRQKVRjDN9Cp8uOUKr8ztzaLCRAYWpPv0m09vcqodagTTfb63ZIdpw8Owgd8JKBjKWZsU3Sg5D0BfKynnH//lA+KX7gwI+ZqmJ08+1Q5bXcvq30ZACHi1opiPV8cweZB+DOTpgb+iZ90wXbtSGjrQ71YR9eWlmnXEl7APQ32qTFB5+QwrOy6nZ2/r0Xqbbu9kwfICOtND1w6JpW6H9WAUOV5ayJ9Z5YhP2wWEgGKRs7qAs5XfcRQ5uxuicSV2uaqAhIZ21O9aSdfFP3EBSGTXRH5NRCh9VmpqFFWHtXFLFZWE2IdiD2bG23f2HnUR1ZQP+0pxC3Muoq51kA0ej6jcjemsTmFmfv6oGzACipv73iOw6KG+ipax8qp2fk2LuMEXt1bxw+7PcufQauK7DSZuwGOZDeknh/WkMqNFTw2P4IukyORplEd2UFQV5qu+DoaLaOf8fsc1Xp/dV1EL600KA3G0Q/6IRpNh2Q4tfR7DE/RTxYARUOwThanRg6G7zhGguEVd4lsH5amNJVtIjU+lT1vVfapw/S/ou/QfHsH1PTeVNuN50ncQ3r4FJ0/ALDVcQFQVxgzRt0NrIitzbjJpcAeSu6j31iv5JT/g7x3s+I7jTHRS3TJjlJ5CmZk+fF03oAQUjaC1O/WlLsR4Ef0ZozzNOvD9g3L2lO9mWdJjMaOqi8eoLLlM0iT1desXVyqRElm8TFHXkiLu+2tNyLyVVlaz+ehdXpz++LtPvHDkT0duWVQ75Okvt0PW1LVUjcZdTG1SIvM1kyz2H1ACypyPnlVVqeRJqFUkbkMOsEV5au33XzG3wyLioxyVV29nvUvn+a9yNfoCddRqfjdaxMe1mahr1dVBmqM60ZEzENUGUtUzcrflk523eTq9E+1jH8prPaydxXvM41UlGEvOGvXuzj31L7/vYw2TWajr4GGkD3/UCTgBxUg9NYImAER56n51HRUVUcxNclLXAqrLiijL3czZ2R1970ol6lry9NMoRsQu869Xkn+zjKXjXHe98skhf2zxdGrRxkOepMVcIZWZ/uBQi8YICgJeK4YLV2CmG+mXX1/8lLcGvaRr7I2dH1CflkqfxKktAsRt473ZMCgFemmHySl2eFD+f39HAW/O1tcE3sIfGMw4RUXWagkl5f+gIKAAnZUNsydDOw1d88MnoUM8DHfjmd/QUMvdjX8gcYmrtozVhXRoV1kJIu8239EJwblvETCSPyQnrzGl2vaTJXSJjyNtYDvdKTVQr1zzibqqlXKWHGXXHCouYUFDwCo5VstxzZpUXw/rs2GFAVWqsqNbiY1LIna4D9zpt2xUNKWJ0yePEEZRVdDI/lRbX88fd93mtTnaB87NySbeNnG0VzS2zRSVvGta9Po2M5436gYNAcWY3bkwqC/0bbZGWw/AhJGQpB8S4oBD8Yb/ovvin3oDm8d9FF2Dy5dguptDy2Yj7s6DQX0c7fi/AzfIHJlArwT3BG7qxsprVLx0hjGJjujrLHoXmJb3FlQEFHOab0i+L1OlMeabUKWqLjxHZeFJEqdZe4VpQupm46G3BHK81KQlWFxeyc4T9/hhunGJkJtcVjy4JTbZSBGXMHGQaIr2M9ImGOoEHQFPXYCaWhg/Qj0jXJypHm+YKfc2fUT8rGeIamv9/vTReMeOQnQ0jDKnTnTiPNTWqXZ8tP0WL85IItakIfItKOnE9ORDmmNixbXNDKa+qht0BBRD5Thj2AAQ8fApY8ybXltRQvn+LBLnmVPFchlJR9Tc6IxETzplUCU3yip4ckxXo80e1ZOsnsfYroQyuCsiDSxPwJGYeFWYno1vGgSEgAKWRKnpRcHdKoXz32Tw9nPdLFtduvtz2g2bTNse+kFIHjvfuV1N59BFmzziZSJnlFE4Hig39Xu7FPZuHsZ/vmhuM9F8Xkf5RgnWSnIjem7le9Gj7X6qEBACyiW5u/hbSWaTSC96o3M9YgAcGeP2hnfptvgtA7U1qpTLB2gOzHF/pyzJePSOTOQ3cQkbgIXH+MMp+QMrawB5p1VACChTF3crKSk4Xmk5J31piZlVJ/YqzePGGEgA4jyQbDzmLYAY935W4u4kxTkpTTX32c4fWazhZmXWJn9gZXZO3qofMAKKAVrprLTSXrXE2NtZv6bLkp+Yc0wtuAyST26ysVsVrafgZj5UskJ1pntLpv+orT+w8spETXYSUAKWUIQErY9jrjJtERHSSvxn0iaH6jU3L1KRf4jEzBeMd2MycY6amFDUtNTXtRyhnGA383jF+JgeavoDK69N1kRHASWgzFOC0scyRzn5l7/y6TxDpEbqUxM2uVQt3fY/tE9fQky859hjcg9B50RIMff9KW5j4gQrqVnX8A7LeItITJ4feTDSH1i1BGcrbQNOQHG3kh2xSGaIC3pLktHoAVBXXUbFztUkLHzVPUZ1tbB5o6W0YaIbk8smRWdQjk98kabVH1hZIVFL2gScgDJ5yQVSTAFPok+Q63xHJeW6tj6gym1oZOmBVbTrO4q2fXXShUnPO76BCRMhQQ0bNVu+ZTfiDPA8b5ttari+EawMdxYEFYOCgIKDxAg3xQtr4SKvZzma0ZPwkPOy5fyVW0hvbniHHov/WrtOaSkcOwKz1e9RK+UYO+hOfyWxji+LJ6x8Oba3+w4aAnoyTDw9RFxSKwZX9R6JJxn312U1Z49QU3mHjuM1zvZk4yF5iy1mo/FGUh1PGITj7yFDQAFfy03JHTG1Fqw06wM6LXyNyDbNbi/yz8L9+zBeWz7OyMJLRlDZBcdizNvFSJ+toU5IEVAWxDlUUzYwQ5hIgkEXpJrSQiqO7yJx1p8+Xl8L3i7NySGqq9fIV3bzdjGHQMgRUM7YbnFFiZSTb6Ez7DelriXwlO74hPgJ84hN6AmSsb13H+hnXd1gD1+SgZ1PxBz11NohR0CZdJPQuJy9iaeInjOAHiD1tVWUb/mMTnNfgh3bYNFSK9gpbc6Tq4ifOweVW+6wlTUMSQLKccxmfqcIW1p1Qbp7OIt2x/KJefENaK+mdDBbRDpE3Rh50fnV7CRCvH5IElAw/2LXfUqK29PDwOWG1hrdLIGSPm+QMV0/dFGu117m57pLLKlkB5GqKywU4tzwy/RDloCCjpE4XD0UpW3q7G+VRDZa+tSSR04Uq/RcwiThjRw8B7vygF9Y1IJBQpqAx86q6hhp+ipumtAcPwfi7Dx2OGTxGyV1Q/OcxKKuJQJHqjSGdtnH10r8RTQWZLFasGDh1jSkCWj1Kdj8yVnKTUXKbQE/frS28u9RPEE82qF4ci14hyLNhDfhRhBf2xPyBLx+W81qLkHtRopkQpcA917NvOy38hFpzKI7yUoyG3EynYh2mlcZI5Rd4I1g5M86IU9AAWvjHsicAO09XELcr4TsPFdNQhECWs97rOCnykH3Ezytm6iwSeO6n5ukOv5cwFAfKywIWFWtavQt9aDFs34XzJ0KcRryH7KjFY8cSVg4DO3HqdGkOqFOCn/OPywIqLwWj0ByL+inE/t99QYUXIeM8frwfsG/uXWlcs5z4s+FCtexwoaAnjYkRo5sRNJMNhhjme2y3nqZnsKVGP6yK6wIKKoKInI00SkMN/cUxMXCKANe9iLuI7K4MU4ZL0NVecBfRLI6TlgRsOkpuGwmREaqkDQ0qIr8K1wfapqYVVOBOLc2VyOQwKkK7jECY1FyVhejNbYLOwLeuQtHz8C8hwmYth2AcSOgiwkve5HD6MMwuj7MG2wfu/juTyPsCChQbd0PUx5mPDj4LTxpUjKleXoDuW7rSl96uckz7LvlCf+ew5KAD2rVs0EpkockRlu6xe3qimq9uNlL2ocm5frwp4P/LQxZAspdrexaI3TSGBw/EU+3iF5MHN1gGdUcsniNX1hOFGN54FbUMGQJeIOLnGQv89CWYGvpd5so1ou+gU8T3rQioumZGrIEFINEf0XcoTrhKON2in10phu9GWJ5if2S8Mby7MKnYUgTUDyjd/IZi3nz0YqIutYB1rXIS1m+/+TaTStRYvgsfXBYEtIEFAiz+VJJSdCkKH+IjYwiXUn2YqV40uOz0qfdRh+BkCegmNaU6O8etzlPnltXKk9kOMp2+jY7A/RU3/69ZQiEBQGFdLJpEH2YlqhrVVPJUbZ51GRuGeR26+YIhAUBxSCRRBNlrRE8vAKxsM5yDzyB+cQ63QNb6MpuYhCBsCHgPe6QzyHTQepNOEmwe5GOJ4xBLO1qFhAIGwKK7bIBGc5UOpJoGoqWnhuaHtBuoCAQVgS06rGcz2GiacvAFqjZ23yyhkBYEVAgEK2Y9nTGaMyGrW5gjTjeahV2BBRgnBW03IGVyxYlP6/zbYq3ALb7cY9AWBLQaNxuBXeV+2RJp2CXwCAQlgQUKEU0SIglylV6Ra2z1LS6VmCWKjxHDVsCinaL5OoQgmmVIs4jqgijMZYDODyXP/BWhS0BBdo8tihxviIy5FzMfCcGfpnCdwZhTcBGGpBoNmdh89PsU7KKy52vXQKLQFgTUKB1VjCVs8Ic1jGdpwOLvD26gkDYE1A9lln56CkoyleiqipnhXYJPAKtgoBNKvYDSeM8h5nIwsAjb8+g9TwBxVLJ4yE741n8ideTCNpcso5Aq3gCCjwSYllIPimMtY6W3dLrCLQaAnodObtDryBgE9ArMNqdWEXAJqBV5Ox2XkHAJqBXYLQ7sYqATUCryNntvIKATUCvwGh3YhUBm4BWkbPbeQUBm4BegdHuxCoCNgGtIme38woCNgG9AqPdiVUEbAJaRc5u5xUEbAJ6BUa7E6sI2AS0ipzdzisI2AT0Cox2J1YRsAloFTm7nVcQsAnoFRjtTqwiYBPQKnJ2O68gYBPQKzDanVhFwCagVeTsdl5BwCagV2C0O7GKgE1Aq8jZ7byCwP8DjpJXEWjCKEgAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="U3L1-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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block s="reportVariadicProduct"><list><block var="size"/><l>5</l></list></block></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><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="37"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-100" y="79.99999999999989" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="81,255,15,1" pen="tip" id="44"><costumes><list struct="atomic" id="45"></list></costumes><sounds><list struct="atomic" id="46"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,39,31,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>26,66,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>81,255,15,1</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><block s="turn"><l>120</l></block></script><script x="247" y="25.666666666666742"><block s="up"></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>90</l></block></script><script x="237" y="188.33333333333348"><block s="gotoXY"><l>-100</l><l>80</l></block><block s="down"></block><custom-block s="nested triangle size: %s"><l>30</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-Fractal Art" app="Snap! 10.7.0, https://snap.berkeley.edu" version="2"></media></snapdata>