<snapdata remixID="9354920"><project name="U7L2-KochSnowflake" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQe0lEQVR4Xu2dZ6wVRRSAhyZFAZGgiAJCREUwKGgoBhSiJmIIAVExNkQFC9YIghBBig2RIiBdRZFmSUTAXwoYsKOxE1CkWGjS1IBSzDfxbObu2/d4d+++t3f3nkmMj/tmZ/ed+e45c8rMVjh69OhRo00lEJMEKiiAMUleb2sloAAqCLFKQAGMVfx6cwVQGYhVAgpgrOLXmyuAykCsElAAYxW/3lwBVAZilYACGKv49eYKoDIQqwQUwFjFrzdXAJWBWCWgAMYqfr25AqgMxCoBBTBW8evNFUBlIFYJKICxil9vrgAqA7FKQAGMVfx6cwUwBwY2btxoHnroIfPWW2/lMEphX6oAhpz/8ePHm1WrVnlXK4ThBKkAhpOb6dGjh6lYsaJp0aKF+frrr+0oCmH2wlQAs5RZz549DTtZge/IkSOmbt26ZteuXd4od911l7niiiuyHLVwuyuAWcy9wFehQgULIe322283s2bNyhjlrLPOMk8//XQWIxduVwUwi7nH7NLQen/99ZeZMGGCOeWUUwzOyMCBA61G5L8qVaqYxYsXZzFy4XZVAEsx9wIeazx+djWgfOYOM3/+fHP99dfbfm+++WYp7lC4XRTAY8y9wCfdAO6OO+4wO3fu9BwPt89jjz1mRo4cmTGqOifFC1kBLAHAZ555xnz44Ye2h2i9c8891/zyyy9m7969noYTAJs1a2bWr19v+1erVs0cOHDAu1Y1YbCgFcBiABSomjZtan766acMCF0gxQTXr1/f/P77795orAP//fdf1YTHsDAKYICA/Ga3JBkGrQHp37p1a7N27doi4Ko5zpSmAngMADG9J510knnuuedMrVq1svIWevXqZQ4fPqxasASpKYD/C+eVV14xN910kycqvxZ0PV/phLfLWo8QzIYNGzLELP2PO+44888//3gOS1YEF0BnBdAYc8stt5h9+/ZlQPLGG2+YV199NcOE1q5d2zof0vB2zzvvPEOAmibBaT+sp512mpk8eXIRuLkHGZVCbgUPoGQ3XAhknXb11VfbwHKNGjXM33//bbsQeN62bVsGrL179zYHDx60n11yySVm5cqVGUz16dPHdO/e3X7m16wPPvig6dSpU8EyWNAAAsOJJ55o9uzZkxFchgaBUIoO0G6EUlyApM9TTz1lPv74Y2+MKVOmmAEDBnhakX7c49Zbb83QqPyjXr16Bs06duzYgoSwYAH0ayI33CIkCGCPP/64GT58eGAWhL5oP7QgDfNLA1Y0KGaWn1ljltSqVq1qFixYUHAQFiSAQWGWa665xsvf+lNtQabT1ZIl/X716tXm2WefLRVYrAcBtpBawQEIfEGxO/9nQFizZk3roDRp0sQrNnBfKuDG9ARqgXfatGnWDFOUEAR85cqVzaFDhzJYk2copFhhQQHoFhJceeWVZvny5V5dn0x+gwYNzK+//mo92m7dupl33nnHQnLdddeZhQsX2p+PP/54Ww3jBxBg9+/fb4CL8Myff/7pOSt+CEnpfffddx6A/kKHQoEwkQAuWbLEwpFN82sorh09erQZNmxYICRu/E7u4y8+DdKAderUMbt37y7yaC+//LLVptL69etnZsyYUSygfhOfzd+apL6JBFDWXJUqVbJaBk0mi/8g4bvaR0yfP3frmuCgoLOMy/VkN9CQQQDSz+3jPo8ALHHBoBCQaFe84x07dqS+zD+xAGIaZ8+encEbUJxzzjnmySeftECKA+ACReBY9nC4FxeX0y1Om/hr/YLWecWBfMMNNxjSdEHXXHrppWbFihVF1oZJ0mrZPGtiAeSPJLhbXCaBCpYvv/zSPP/88zZ4/Pbbb1u5zJ0716bcJMdLmox122uvvWaI30n5FTATn6MfZVWYZPrxb4LTQNS1a1dP1tQIovnIlKCZuR7PmnUjWo18MmtLmoRkGIMGjDgr/C1kX2688UZ7j5NPPtmuNdlzktZyrsQCiCY788wzPQD++OMPc88995hrr73WfvbVV1/Z2F0aFvPiuWejWZLSN5EA3n///Wbz5s2G4PG4ceMCZS1ptKlTp5pTTz01KfNR5Dlnzpxpli1bZjc5sdkpbS2RAJZmEoJSZqW5Lt/6yN+BWX/99dfz7fFyfp6CAJC13EsvvZSzsMp7AP820DQsJ/wyTCWAOABSItW3b19DDC5p2oMgNfWG33//vXVIaGl0RFIJ4JAhQ8wPP/xgvVLSXeIpJynP6i4hJCiuGrC8bVDI+7ml8G4sjpAIk5nvjeekMqZ58+Zm3bp1ngbkQKQzzjgj3x8/q+dLpQb85ptv7KFBwEcNHrV40pKgRdy0Yfv27W0hBNkXlhHkpNPUUgmgWyIvZlg04QMPPGCrlvO1+cv7/c+ZhC9QNrJNHYBkP9irIdsiKacnmwCAVC4nIZbmlvjLZKZ1HZg6ANEgki4jdub3IDHJpNTy0SvG9PIlOfvss+1OOjG3d955p6G+EGeKdCGFFGlpqQOQ/GvLli1tHpgc8AknnGArkkWriCnON1P2/vvv27w1jWXDxRdfbMj4ULZFVQzPjVNCqRfZnbS01AHoLuAlbiZakfggCX52tVF4ijbJl8bOOXfLpzwXsUAKK4YOHZooR6q0ck0dgMDWqFEjs2nTJisDzBbg8R9aEM1IaINGORcFpHE3lgXAJzvvMLnbt2/3qrXRfiwnguoQ4372XO+fKgCpbv722289mVD4SQmU7Hhz93PQKV/O73O3CqChga969ermoosuMh988EHGkcA8d74tH3KBMFUAiiBuu+02Q3mWVEkLeFJ0Sn2eZEgI7D7xxBO5yDCna9HYZG4ooqXxrIMHD7bOCA3NR9jovffes6VmHHyZppZKAN0JwgGhMlo0B9rGvyMtLo1CgJxcNdDxZeHwI0yxW5193333mc6dO6eJuYy/JVUAErZAS8hpBkGz5s8yrFmzxjRs2NBMmjSp3CcZTceBlqKhXU0d9DA4T1R0f/TRR6nZP5waANnnMWLECDtvaBNel8CBQKLtyK/ye0wY1dQcJkkFtcQJy1sLzps3z4tFoqXZe4zDBJCU73NmDPFKMcv+rQdpqYxJDYBSAQ14L7zwgj1zRc5xFu+SPjKhQRqmPCF0q13cggkJnlPFLXtIeFbZxSf7mefMmZMXHnyuZiM1ALqepIQs2CEnIRf/wUKu4EjXoZHKu/HMcpY0EKLlCLXwc4cOHby1K1ocTc176eSYj7Qc45EqACXmRzYEU+tqGcqbxINkQzgZBlrcpuzzzz83Y8aMsc8iTgg/33zzzXa9J548RbV85sY1y1Njl9WXM1UAIiTWT61atTJ4jy6ABJw54w9NwuHh+fhKLZ6XkAyn83MiF3FNAY4vCsF1qnmkKYBl9bXIclyqX7744gvTsWNHG7hFa5ADRoP4K0tYD+Lxki3xN7xSTHZZTSwB5v79+1uw2rRpU+T+HGbEKyA4YZ8vEv3lBAa3TKtt27bmk08+iV17ZzlNgd1ToQFlcsTBcAsOfvvtN3P33Xd7h0cGwUX4hrWXrL/KyjSj4dxjfuWEBP/MuOtZnpdyMvriKUuKETAvu+wy68knuaUCQJkA4mOYL9fTZQIJx1DidPnll2fMFRkTqkv8ZzuTKZHzoaOaXLQbXwbJS8u43Aszi7Z2G/HMRYsW2Y/cpYT05bo0tFQA6E4Q5os0GyeOcnIp8FH54jYJ2fDZoEGDPGj958NEaYrlGcnxckoW9X000oBUugAmSwg8XT+I8qoHiVnK7/Mll53LFyHxAOJYcJYKoRfAkxOomByKEaTGztUkbtzNPVXr3nvvtf0lHBIVgBwnR9xOmoBOCIYvybGKJPz7g3lm4oRo1Li9+Fzg49rEA4g2A5ig00b5A9lX++KLL1otJyk6grrkYDkf0Arh/3In4CXdxb/RmjgEUUDIfYEbbSxOBZ9JvJJnQHNfeOGFNs1G3A/zC3gCGPuE0ZQ8G+X5gMvfjSYl6J7UlngA2evLyVJMCBNEFQnl9px2Je/sFVNFaIN6QIGOyQVCYnGilZhUSqLkvW+YTMYK2wR60XLAJbWJrDO5L/+WGkDuw2eciMXLsGlcA7xUeMt4mGMqeVgrsnMuqS3xALoe48SJE+0kyYn1wMRinUMsu3TpYs9s9nui7jrKhVYmNBcA0WaYdHnHiIzJi64bN25s/xmUkgNA9jYDmd9B4nd49Zhf16QrgDFJgAkkLsaLAQkwi/PB45DOYo+w+xYk91RSSX9xwhZAMBanUGF+iSNKeId+YU5VELgkbcaRccQg0W6ARPhHlg7iYKB9Ca+I1n300UdtH3mPiAB51VVXmaVLl1qpR7FMiGn6kr0GHDVqlDWpTB6Q4EHyUkHxhCXk4ToamF3MK5kQqZRhAskwbN261auOIWzD8R5hNzFRSODG6AB8y5YtnkaTtV3QKV6u2caR4rl4Vkr3Z82a5bFyrPKtuKDK5r6JN8FoON5SzmSgaVjYy3t6/QeDk8jHHLMWBFK2PpIRwXQLCIDC2YPu1s5ctnDKuI888oh1hMhDc5oqO9wIwcjvxSHBweAEVbSjfMYpD7LVABDRkO+++66X7XG/YNlMfj70TTyArhDljUWu1sKMkkGQl06LAyJVyK4mkuvk/5R14THTB4cBj1uO1S1p8sTMy/VoW7TuBRdcYFOGrhPkrgNZo7ovNeQLhXZ345Npe6NSqgD0Q/Hjjz+ahx9+2PMkeTcH6zC8ZSpQXAdEzB6f4TgQZ6Mo9Oeff7bXs0Ho008/PeZ6i6AxDoR7Ur7kfqnSkaCyhGNcAGX9KmGhNO6C889RqgF0/1jCHPKWS9FAhGkwc5xKjxmmsW6bPn26YZ+uu94SKACnJJMsXjkHCuE4iDZFi2KCP/vsM2+JIM4D4RZ5twgaj7UtHrSEYfLBVJbVMxQMgK4A2YFGNYkAICbTDfyylXPjxo12bcnPp59+ulm1alWJXqeb8WDNh0ctTcwp/8as82VgTcrYNO6NZg6qkimryc+HcQsSQL/gg14YQx95TzCgun2Aq127dkXmj6CwOED8UtJlog39u/FyiTHmAzxRPIMC6Ehxw4YNdk+uGwDm18QAcUDwUM8//3yrPYnnsZtOmsBHZgUNS/DZ3QYgnir/x4Qn2XONAjwZQwEsQZqEQtgUTpErDoFoN7ItFIu6hQCs/eQ1W7LG5FwXsjJx7TmJEpSyGksBLKVk8WDJSIhTgTkFRMImYp6bNWtmt1XSh20BvChHW8kSUABDEIKnTKYD0HiRDIFlnBXSY4XguYYQWbGXKIA5SpNUIOtCbeEkoACGk5teFZEEFMCIBKnDhJOAAhhObnpVRBJQACMSpA4TTgIKYDi56VURSUABjEiQOkw4CSiA4eSmV0UkAQUwIkHqMOEkoACGk5teFZEEFMCIBKnDhJOAAhhObnpVRBJQACMSpA4TTgIKYDi56VURSUABjEiQOkw4CSiA4eSmV0UkAQUwIkHqMOEkoACGk5teFZEEFMCIBKnDhJOAAhhObnpVRBJQACMSpA4TTgIKYDi56VURSUABjEiQOkw4CSiA4eSmV0UkAQUwIkHqMOEkoACGk5teFZEEFMCIBKnDhJOAAhhObnpVRBJQACMSpA4TTgIKYDi56VURSUABjEiQOkw4CSiA4eSmV0UkAQUwIkHqMOEk8B/V7UYvb6ckoQAAAABJRU5ErkJggg==</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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s="gotoXY"><l>-75</l><l>50</l></block><block s="clear"></block></script><script x="44" y="268"><block s="gotoXY"><l>-75</l><l>50</l><comment w="90" collapsed="false">If there is time  Koch Snowflake</comment></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="doWarp"><script><custom-block s="Koch curve level %n size %n angle %n"><l>9</l><l>2000</l><l>85</l></custom-block></script></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Koch curve level %&apos;level&apos; size %&apos;size&apos; angle %&apos;angle&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="forward"><block var="size"/></block></script><script><custom-block s="Koch curve level %n size %n angle %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block><block var="angle"/></custom-block><block s="turnLeft"><block var="angle"/></block><custom-block s="Koch curve level %n size %n angle %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block><block var="angle"/></custom-block><block s="turnLeft"><block s="reportProduct"><l>-2</l><block var="angle"/></block></block><custom-block s="Koch curve level %n size %n angle %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block><block var="angle"/></custom-block><block s="turnLeft"><block var="angle"/></block><custom-block s="Koch curve level %n size %n angle %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block><block var="angle"/></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="U7L2-KochSnowflake" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>