<snapdata remixID="9079494"><project name="U7L2-Triangle Fractal" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAOgUlEQVR4Xu2caXCTZ37Af7Jk2ZZky5Js2fJtWT7AB/jCGAghHIYmgWyS5mhn20zbmd3ubPtlv/T61nY6nX7o7razm8xsS7PdbDY0ZXM0CRgSMIkxYGwHxwZ83/iQ8SVk+bY74IQEwuFXaPPG5v/OMHzQ/3j0+//mlfTokTVLS0tLyCUEVCKgEQFVIi9tbxAQAUUEVQmIgKril+YioDigKgERUFX80lwEFAdUJSACqopfmouA4oCqBERAVfFLcxFQHFCVgAioKn5pLgKKA6oSEAFVxS/NRUBxQFUCIqCq+KW5CCgOqEpABFQVvzQXAcUBVQmIgKril+YioDigKgERUFX80lwEFAdUJSACqopfmouA4oCqBERAVfFLcxFQHFCVgAioKn5pLgKKA6oSEAFVxS/NRUBxQFUCIqCq+KW5CCgOqEpABFQVvzQXAcUBVQmIgKril+YioDigKgERUFX80lwEFAdUJSACqopfmouA4oCqBERAVfFLcxFQHFCVgAioKn5pLgKKA6oSEAHvgX+6Da4ZPUQ7IlQd0lpuLgLeY7rVoz3Yhz/jUq+VOGsaG8yhaNLMa9mHb/y5iYD3QV79xjnWPz/FyQkf7mkoe9uF5wcanN3JhCXrv/GBrbWGIuB9Jjr4ais9W1uY1jTTpSvjj1NyOPe3s/Rt76HIeoauTelsm4hDa05aa258I89HBLwP5qMVTZxN6GUz8+Balkz7ph1dxAT9WWZqRsL4fV0F8cdDiNhvYzExn6gwzTcyvLXQRAS8zxQnWir4NDGFHVXtsGsXi7Pw2ftttJrdRMd2kjWpJbb4RSqOvYt+czuGw7uYWD9DosZOSn4yQcFrQZPf3XMQAe/D9sS1EYJPVeDITkBrLyK6QcuIrZGz55JZKG7jDzPzb1ToPTqOwzXCOVcY06On0YzHEnY+HLdNy6bSfhzGvb+7Ka7iyiLgCoY38cEZ+vRNDCREkaZt55oxixjdOcLsJTez9TVeXtngYEuHi5CqSnx/YqRtOgTHTwtp/atqsj/1Em4MxRZuI8lRvIKuD0eICLiCOb9xoY4XNVp8PePU7jnPI33fA9ete4MjC2P8ZmGYFxp/RXTBP9yoWnUUPpu/StmTURyZrWN9XxgW5wA9r+wkbfcpvOYtlEQ/3K/RIuAKBKyueouovk5O73dRen4Lrm02CLr1g8Yi8F9NPv4sIxjGLoMtj0sV83QsVKDpXCKp2ELuhiKq+9xo61sJSiul1X0WZ18GjvyPWEjfQZIuZgWrWVshIuAK5lkx00nk+3WYH3uGVIsGaoahKPqWzBpg5tAxtGEx6NLKGe37HmV7I6k9+r+MpTnZnV5wM/6dU6fID9/MTEg5k54SIuJsdHk+JqhOR0ZBMtawREJdQStY2eoPEQFXMMNjVxdIurxA7LYRIjUOaJsAvRaSTDeyu4E5oKd7gKTKVoJ3pDCsO8VomwNX3DacqaG3dLn4n68S5I7AkjFFbHrujcfKvfVk5GZjXmyiM1TH4sHfw7tnihKdDkOKdQWrXJ0hIuBd5nb89QrsYXGEpkNkajr68X+lprsYw9h2MmOqMIw6MZTF3siuBLZd/3+imagjZqJTluidbMT1SComvetrHQ5Wu9ky3IMnu4hNKeBhiveqRohKrqVoaohKWzYHLFsZ/ZuD1Eevp2VfIi/1wFipHYd5bb1nFAHvIuBQv5uun3ix+GLpoRVrbgjT8Q1M500wGKdj18E8Lj1pwOHzkeQqwADUzMyQ87NKPnp8kKysZ0nj1jvfF62Ghj+k0ZvH5PwIB9LXUUEzs4PzXNKc4ak3y0j9i+UN70OvneOF8W4GHGHYNZU0mP4Ux2gzswVWopO3ERqyOu96X121CHiPGXY0djP8c4gLSb4ZNeJzM2rux5odTutCL6acDDInh2gtauVRdzoXmhMoKTWisVxX8s7X6bEm+l/TEfPIEM0J47jmItjY0syxjVm8YL5+L12+WtrbmLgwS7DdxpA+iL0l0bxbfo7ekg62VD3OUsZlFjS5FDqNt38mWjVmioD3GFXnxW7cP7tNwKlhxs2DWNcbGY+oJybjEYYXbDSaewjTzfJSXPqKhl/b8zLrYn9A9cExDCGRZD3fQYQx7Zbcho4BLFEvY6rdQ+Rjy2I2dvVjCu3B7jAz2dJCrzeUhIR92O0ravutCxIB7/YSPOCm68fLL8F9mjasmQYWU2awh7lJ2PUYvlmo7CjnTHU+O5xXKIyswpTzwxUP+HjVzxlq/XOKS39FV8Y+9vL1LZj5/ou0j02TFFRISAoEhcGrnzQRFvs20ZqdTDVm8MR3Ilfc89sYKALeZSrHXz+FPdRBaAZkZKczv9TD6TfbSYsaxTC8RFPxcxiXWjlyXkNi8SLfdWUomu9/XPwE+/AMxUX5GE02hoDb751eKjlceRWjJ5uSSQ29z2rZTAIfN/8EZ81Okv6oUFHPb2OwCKhgKjX/3ogpykP84jytvdOMb7Gxc0MEM+PpLM1B6Nc/8N61etfpRTRJvSQnLr+/rAW+qtMMbWgI5p3TF+gfzCU/Poie9hTSiqogOJtS59o4GCsCKhCwuuodLCHbGeiH2bnTuIqeJOXzY4CTNWAsWlmxOTd0Np1grKUEd14tFlc62TNRtDqC2fR5CR81GChi7MxJPrIkkhTlZLjlCPkFm4kLta2s0SqIEgEVDGmsohVf3yIf/MEQT2qScASl3MxeWoSpejAsH4655+X5EBY3LfJ2+zm+O7uejuF3IUTL4dwS/tLrxZO0gEO/EQ1BjDa38ePLdrbGfsCG/O04QuLuV35VPS4CKhjXxbYl5kYvs3HT+jtmTVaD8Ytb2F3qXv+hk866/O+tugV2DFTRMTOPWe8hbc9+/l7fyebP+sn0OHDMd9O/xUL7qWacZU/hvLHbuLYuEVDBPKf6+rlyrZ3goQKSdxjvmOmrA8OXX/t+Learj1cfOkGa9RKLtlSio7U3Yn87E49RO4kpqZauqW72HN6P/dlCMK09+a4/XxFQgYDXQ//F8ykF7V4ig7QsxQ+TG5xJqDnrZpUbdzgb6CxfL3z7HbK5eRSn0UPLQArZxde/khuj60QXfQlLJH7ixhObydYnUhWucHWFi4AK5zX5j69w5vsHCPYZON0WQv66c8wfs1Hg0jC1LRkX4Xg+gohddxCwDoxfuTv62s5wzDOHtd1BelEavaknievT0+loJ/u9BKxP7Va4utUXLgIqnFlXTRuH3DDrjmT7aB3B68vQjx8hZ2KMmiIDpqpMIgp8xMUU3rItM1kLxtu27Xp74N3ZJubbvBQODrIYHk2OcQZceVhdq3uDeaVYRcCVkvo8rqGtG99BL/p/Ciaf5c3nq4PVeK/EkjwTwuXGGfpLxik9CS+nmPhRYgud7CTerL/jPuHYW//MyNN/zYmBOvJ+4yD+R/MkkqhwVas3XARUOLvmyiW0ceUEO51E48AwB0d7L5D9iy4ufyeTqJw+CozP0DB0keFfpuB7qo/pS1dJnxrB7ErFsCEbe8iXh00//fgoZ9cn8+Rvl0g8EAqxToUrWt3hIqAf86t//yS9s3NM7tTznHcK7/Quyusr2LTtUZLty2ekPhzvJfllHbr9Ds4Pl2O2mTFkJhP7y5O0GNJJ3mUixZHJUuVFzscEs9NuA/Otp6z9WNqqSxEB/RhZ5+H/pjPFiX3OzNs5ZjaO9pIUsxFLyJdbM7rFCabf7KExZZQNtqtobM8yXj+Lr/4sEU9spaG2i8m0OF6YOYVh6z4/VrE2UkRAP+bYdnyaidTXcNi0dF4wE7+jlJTrR/Vvuz4sb2Gh2EyeNRQHZmhp4X/G3Ry4mktD7iCjl03sLYv3YwVrJ0UE9GOWDXPlnFqo4YVf7yPqmTx8lnqM3PZF8PQC5TXVxMUn0Bnl40B4JtTU0FwVjns6HONLlymIucNejR/rWc0pIqAf0/OeaaDGG8aOPcvHXyapxnjzGMHnBasGuVDYyyXPR6w7+iKDGUfI0uynyjnKFss6UrVr67cdfmC8kSIC+kNucYmK6jfIis8nWheD1mHBRy2GLw5UXf/VnC6IqaYFPsk4QUlyKUcaarFc85K1ZTvJ2rV1oMAfhF/kiIB+0nvrzFnOz1rJ1HfSFx3Dc9NtxGXswKSPgvPDUByNe2SBvu7DhAVrCKouJH6vBVPCHb6j83MNayFNBPRzitU1J7GuK2asaYryi/M49njY1tCMOf9T6kf+jp3xWoLDNTS1vcrE2KOUFK/t73T9xCgvwf6Ca5mqpfnXGWTFjhIzPogmvgSPu5G5pEa8LVFM0UpooYWO6AKeilF2XN/fNa3GPLkD+jm16o4rzNUPMfV0DLtZ3ko53zBCYnATsZ5gjnf2E5lnpXjddj87PBxpIqCfc55ijIH/q8NUmoknSo9rXE/LlWosfdOc19twblhPllXe790Prwh4P0L3eLzik58SdW2B+ow89g03Yyn9IUfea+TxLAsa18O9wbxSrCLgSkndIa7j347T9v1uHM0LHMox8PwJA6bNT+M0PRx/2eoB0N1MFQEfgGJTdzdxs80sjm+kT3ORnKwNYFq7f8nqAVDdNVUEfACqI591MBv6OmHdu4ncs/kBKj28qSLgA8x+/sowJ+qslO1f/kGRXMoJiIDKmUlGAAmIgAGEKaWUExABlTOTjAASEAEDCFNKKScgAipnJhkBJCACBhCmlFJOQARUzkwyAkhABAwgTCmlnIAIqJyZZASQgAgYQJhSSjkBEVA5M8kIIAERMIAwpZRyAiKgcmaSEUACImAAYUop5QREQOXMJCOABETAAMKUUsoJiIDKmUlGAAmIgAGEKaWUExABlTOTjAASEAEDCFNKKScgAipnJhkBJCACBhCmlFJOQARUzkwyAkhABAwgTCmlnIAIqJyZZASQgAgYQJhSSjkBEVA5M8kIIAERMIAwpZRyAiKgcmaSEUACImAAYUop5QREQOXMJCOABP4fSWv/5HrRykgAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="-5.67297320230864e-10" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="226.00000000000006,112,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19" y="21"><block s="up"></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="106" y="287"><block s="down"></block><block s="doWarp"><script><block s="setColor"><color>226,112,255,1</color></block><custom-block s="triangle fractal level: %n size: %n"><l>9</l><l>50</l></custom-block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="level"/><l>1</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>0.5</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="nested triangle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><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><variables></variables></project><media name="U7L2-Triangle Fractal" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>