<snapdata remixID="13269299"><project name="L09 Fractal Art" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAEkVJREFUeF7tXWlUVVeW/hiCRkVQVHBGEUUFxCGCI4JBQVARSByi6Uon0VSSGtaqqtVZq2t1dXp1r1pV3VXdlarK1NXJihVTGQABURAFVBAVRREVJc4iKgqCKDLI0LUPvMfjcd9799534THs80/eOXufu8/nGfb59j52ra2treDCFrCRBewYgDayPKsVFmAAMhBsagEGoE3Nz8oZgIwBm1qAAWhT87NyBiBjwKYWYADa1PysnAHIGLCpBRiANjU/K2cAMgZsagEGoE3Nz8oZgIwBm1qAAWhT87NyBiBjwKYWYADa1PysnAHIGLCpBRiANjU/K2cAMgZsagEGoE3Nz8oZgIwBm1qAAWhT87NyBiBjwKYWYADa1PysnAHIGLCpBRiANjU/K2cAMgZsagEGoE3Nz8oZgIwBm1qAAWhT87NyBiBjwKYWYADa1PysnAHIGLCpBRiANjU/K2cAAkjPOoSax4/1aBjuPAzhoSGMjh6wAAMQQFpmFnx9fDBx/DiUlt3B+UuXELEytAfMzyoYgAAoTfZXCbvxSlwMdsUnYkvsBtjZ2TE6esACDMB2IxecLUJufj6WLlyI+XP8e8D0rIIswAA0wMEvf/0bLJgzB/b20rPfidOFGOEyHNO9popWhReK8eM3Xoery3BGk0oLMAANDHfnXjlOF51D1KoXu5iz7O49FJ4/j+qaGrwSG4PGxkYk7k3Dpg3rVZqem/EMKIGBhNS9CAsOBp2EDcuuhN3YEhONS1eu4t79+6iqqsbK5UvhMpxnP2v+K/EMaGS9hoZG7E5Lw6bojpmN9odNzU0InDdP1KaDynBnZ6xdHWbS9scLTqOpqUn/+1h3d3h5TrZmrPplWwagxLAePJwDz0kTMW2KZxvg6IQcu0Ffs/bpUwweNAgODg4mQfHB//4f1ry4Uvx+5fp1NDc3IzKs69LeL1Gl4KMYgCaMtSshUez10rOyMXO6NyZPmKDArMDN27dxseQywleGiBmTXDxculqAAWgCFUUXinHvwQM8qqnBS+vWqsLOdyl74OI8HB7uo+E/a5YqGf29EQPQYITTM7Nhb2+v/8t/ffQxdmzbCudhnQ8kckHx+MkTfLLzS/z87bdMNikoKkKA72w42Lct56V3yvD6K1vkqujz9RiABkNYeO4CntbXYfELC3Cj9DZyjh0Xp9x14atUDXRKegaqHz1C8JJFkks4LdOH80iHM9aHr0ZdXT32ZBzAy+vVzbiqOmnjRgxAowGgK7mN0evw9e5ksW/bvS8NwYsXYaSrq6KhelhdjcN5x7BhTYTJPaBub5i0Lx3LggKRlXsUEStDMGzoUEW6+nJlBqDR6N1/UIE//uUzxK6NFEvjs6YmxKekYnNMtKJx/ltiEuLWReE5R0fh3G581oig+fP1MshN4/Tcc5jn7yfcNXRqnjVj+oBj4TAAJWB19cbNTj67w0ePYfQoNwEQOaW45Hs8qKgUS6+u0Kl684ZoscdsaWkRMyyRHnTl0uUr8PGeZlL807o6/OJf/w0L232RFy6VYHXICuEM78uFAShz9JS4UqTq3i0vR8HZtmu+1IyDmD/HD+ScVlL2HcyC/6yZmDBubL9x7TAAZSKg5MoVlN0tR+iyJWZbZOUcxfix7pgxretslpi6D/MD/FFQWISYqDUyNXdU09HGCLjjx3pgxjQvxTJ6WwMGoIIRoWWTgEN7N6kiRVBITt+P2tqnojrtA1MzMvHVx3+Ck5OTAs0dVU+eKcQnO/+K0KWml15aroc8/7y+0dChQ8QpuzcWBqCCUSEmTNaRXJOzV+LefQhdthSuBgQF+tuLy5eJu2OaRYlxE7LU/CxqqUvmSLMlV65Cd4tDMySFGhw4nINYFTOupX5o8TsDUKEVaf+2IMAfHmPGdGpJDJmTZ852ISg0NDYKVw6RG5TsI8116/aduygqLtbfNRvW1enYFZ+AV+Ji8XVSsnAFDVI54yo0j+LqDECFJpM6wZII8h8SN9DwJkUnOisnF5ev38DyoEBxr6xFid+TitUhIXAe1uEzJKf2qJEjMNtnBi5+fxlHjp+A9xRPMSv31sIAlBiZb5JSMHiQE55r3+tdv1WKd/7xB/qax04VYLDTIMz19xV/Iz8fzXSLFnT4+YzFHjh0BGErlmuGg/r6eiSnZwinORXyJX5n5K88cPgIwoJN67xVVgb61tnt7qULJd8LeZPGj9esn5YEMQAlLFRV/QjfJCSi/H45Xt20EY/r6oX7o9NSZ0DRMqZrWTK6Vr8TwKZOngQvT0/QbcryxUGKb2x0RFvdLN7TrB0GoAk0FBQWYu3mbbhb+RB2TY14Z/ubmOw+Bu/+8C0MHjxY3BWXXL6CVrTCx9sbnhOV0bW0AiHt+WhmpVlZzUlXRxuDHVTRzqz9DgagCQsSgfTznTvx5s/eAxwdO9UaM3wY3t6xHS31dYiLi4Ud7NDU1GztWKhqT4eR7KN5ePf11/SMGqWCiPNIRUkw/siRrpos1QxAM6N1MDMTYS9t6QJAD9fheOvNN4DGBkRGRooTZnNzC7JyczHXzw8jXFyUYkBR/fTsbISHtGVuIDrXobw8/HT7m+oBmJ0tYqMjQqWD8Y1BXlH1ULiTXn05TlG/pSozAE2YsKamBj6BS8QSbE9L8I7tYgn+8Ttvi8OJbgmuravDnNmzMM7DHXv29wyV6sy586irrxe0sU+++Cs2REaoXoLlbCV0y/zxUwVYF74aRLQgkq6jo+mQBLnIZACasNTHn32O8vJyvLp5E2pqnwqQSR1CaOb4dOcuuI10FUtYT1GpyO1DNxwzvLwEicGaQ4gu3kXqMGV40CF/5mg3N0GmWL4oSC7GzNZjAMowI7kq1oevEocPKsZumLz8Uyi5ehWvbd4oQ5o2Vejw8PXuJPzTj94VAqXcMJY0WXInGbt6nj17hg8/34mfbH/dkmjZvzMAZZiKqPX7sw8hbm2UJJWKRNCVW/SaCNj3UE6Z1IwD4kpv6JAh+i8wdERb+iw5DnUpZ7cluUp/ZwDKtNi+g5kisKjw/AXJq7j7FRU4e6HYrONXpiqL1e6W30dxSQlWLl/Wpa7c6z5LV4pz/XxNXvdZ7KCCCgxAmcaivR4FGI1xczNJRth74KDYG6kNYpLZFTHb0v2uVAYvIiNQGhFztDE5pIr7FZXY8erWbs8SxgA0M+p0tXWztBTjPDz0e7/fvf8vJqlUtEci0uj6iO6jPp09fwEtra2gGcpUEbSxyAiT/TSmlVVWVeH9//w9gua3ZX6gTBAUkkCn7O4uDEAzFhYE0ETKihADOTMLico9kS+Yzt2RhoP6s3tvmkUyK8UyZ5qgjZki1upy4hC5QZcrsbvBR/IZgBasTMFDFFhEMRty70kpaxbNQFqXzJxczPT2Fj5HS8UU7d/UHrGhoQFJaelwHuasp/1b0qHF7wxAGVb8/UefYlVIMHx9ZsioDTFbEqEhaEHbkqZFIZYzzWqGCZHIDdPQ+Ewv3meaFwLbl1GpU66l4KqMQ4dB4aSGiZm06Ls5GQzAbrLw7n3pWLc6zGwCIyWqKcidouAGDeqg8tNeLm5tJBwdHWF4O6KTaxj6qTa8VEkf1dRlAKqxmow2NJPkny5EeOgKGbXNVyGnM12ZBRvdPlQ+rELO8ROIXhOOL+MTsDUutosg3ZKrNsDe6s5bEMAA7EYLk/P6hYA5GDlihFVaKJrOVBSdSP/x91gVcv9IUcLa0n8cg+twF9UpRqzqPAOwO81nXjZRulL2ZwifndpysvAshgweLGj2UoV0/OxX72PNyrZchFLFOMnS91ev4d03XlPbJU3b8QyoqTm7Cjtx+oxI90unV6WFDhJEu9+wJtxsU3L9kA6pFHDGaeYqHj4UrqLoCPMylfZVbX0GoFrLKWhHNxcxkcoD0elUOs/PD6PcRlrUZsq9Ypxok4gTWlGpLHZKRgUGoAwjVVVXo7KqWl+zpbUFXpMnyz7hXrt5C2V374oMWHILOZOP5p+UDL2UknHl+g3cuFWKF4M77oeNUw3/9o8fCteQVlQqud9irh4DUIYV80+fEcvWwnlzRe3MIzl47yc/UhRrS0sppV4zlVXBuBvkFI4KC1NE+vwmKRnRERHCVSOVbL38wQO4jx4t44t7rgoDUKatjZ9pCFmyWGbLtmpPamtxKO8YomQkKr987TqIXbNk4QuKdNQ8fgIikFIWBFPPTSgS2AOVGYAyjWz8UI3MZp2q0ZLoN8vH4iykds9IyognONbdA5SNS+rBHTX97s42DEAF1v3sq69BaTECfKUTjj+tqxdXWRPGtrFnWlsBt5EjsDRwYfu/W0WaDnMHkrz8kxg9ahS8p06R3TNarnVE2JaWViTs3Ysv/vRBj5FjZXdUoiIDUIH16hsakJyWjo0Gj9gYNifqfl1dnSAtUOASkVj9Zs3ExHHj9NUoi4KjgwP8jWJMqAKFdtIMRjcbSgoFQ70wd47IV0NUKrp201GrlMixRV0GoEKrG58sdc11p1B6afPQ0TxxGtXR+I1VmFpi6d1i4uApff5LRzygNMI9SaVSaDrJ6gxAFVaU8rkZ/o1mJLoCe2PrFvGiknEhl0zJ1WsINUjTVlH5EKfPncOqFcEqegQQ8YCSY257KVY8vN1XCgNQxUgVFV9ETc1jLA1q29sRIYByAtJyS4VmpIKic+Ie2FT5748/FdR9yhtIhdw8//Pv70tm15LbRYpXocTqfakwAFWOFjGlN65vy0z1TXIKtsR0JByXI5LcMvF79uIHm15G/plC1NbWWp24Uo7e3laHAahyRCgLft7JU6I1+evkXJcZq0pK2y9So1H+wB3/sE1lT/p2MwaggvGjK7VThYX6FnRVBthhyUL1wTsffv6FSOGre4XduDsUgETFMN54QUCASMvWHwoD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