<snapdata remixID="13980045"><project name="U3L1-FractalArt" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-FractalArt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="6"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3Xt8XHWZP/DPc2ZOWkqbaTsTCu1MSptpSyvlVjKBgoAIqyCyCOLirSooCyzrD/HCzZVVQajCwq4IuiLLgopyk0UFBUG5CCRpy730MqE0My3SnGmbtJQmZ2aeH0kBW0jTuZyZc87MJ//tq9/vc3l/v+tD05lzBPyhAAUoQAEKUKDqAlL1jExIAQpQgAIUoAA4gHkJKEABClCAAi4IcAC7gM6UFKAABShAAQ5g3gEKUIACFKCACwIcwC6gMyUFKEABClCAA5h3gAIUoAAFKOCCAAewC+hMSQEKUIACFOAA5h2gAAUoQAEKuCDAAewCOlNSgAIUoAAFOIB5ByhAAQpQgAIuCHAAu4DOlBSgAAUoQAEOYN4BClCAAhSggAsCHMAuoDMlBShAAQpQgAOYd4ACFKAABSjgggAHsAvoTEkBClCAAhTgAOYdoAAFKEABCrggwAHsAjpTUoACFKAABTiAeQcoQAEKUIACLghwALuAzpQUoAAFKEABDmDeAQpQgAIUoIALAhzALqAzJQUoQAEKUIADmHeAAhSgAAUo4IIAB7AL6ExJAQpQgAIU4ADmHaAABShAAQq4IMAB7AI6U1KAAhSgAAU4gHkHKEABClCAAi4IcAC7gM6UFKAABShAAQ5g3gEKUIACFKCACwIcwC6gMyUFKEABClCAA5h3gAIUoAAFKOCCAAewC+hMSQEKUIACFOAA5h2gAAUoQAEKuCDAAewCOlNSgAIUoAAFOIB5ByhAAQpQgAIuCHAAu4DOlBSgAAUoQAEOYN4BClCAAhSggAsCHMAuoDMlBShAAQpQgAOYd4ACFKAABSjgggAHsAvoTEkBClCAAhTgAOYdoAAFKEABCrggwAHsAjpTUoACFKAABTiAeQcoQAEKUIACLghwALuAzpQUoAAFKEABDmDeAQpQgAIUoIALAhzALqAzJQUoQAEKUIADmHeAAhSgAAUo4IIAB7AL6ExJAQpQgAIU4ADmHaAABShAAQq4IMAB7AI6U1KAAhSgAAU4gHkHKEABClCAAi4IcAC7gM6UFKAABShAAQ5g3gEKUIACFKCACwIcwC6gMyUFKEABClCAA5h3gAIUoAAFKOCCAAewC+hMSQEKUIACFOAA5h2gAAUoQAEKuCDAAewCOlNSgAIUoAAFOIB5ByhAAQpQgAIuCHAAu4DOlBSgAAUoQAEOYN4BClCAAhSggAsCHMAuoDMlBShAAQpQgAOYd4ACFKAABSjgggAHsAvoTEkBClCAAhTgAOYdoAAFKEABCrggwAHsAjpTUoACFKAABTiAeQcoQAEKUIACLghwALuAzpQUoAAFKEABDmDeAQpQgAIUoIALAhzALqAzJQUoQAEKUIADmHeAAhSgAAUo4IIAB7AL6ExJAQpQgAIU4ADmHaAABShAAQq4IMAB7AI6U1KAAhSgAAU4gHkHKEABClCAAi4IcAC7gM6UFKAABShAAQ5g3gEKUIACFKCACwIcwC6gMyUFKEABClCAA5h3gAIUoAAFKOCCAAewC+hMSQEKUIACFOAA5h2gAAUoQAEKuCDAAewCOlNSgAIUoAAFOIB5ByhAAQpQgAIuCHAAu4DOlBSgAAUoQAEOYN4BClCAAhSggAsCHMAuoDMlBShAAQpQgAOYd4ACFKAABSjgggAHsAvoTEkBClCAAhTgAOYdoAAFKEABCrggwAHsAjpTUoACFKAABTiAeQcoQAEKUIACLghwALuAzpQUoAAFKEABDmDeAQpQgAIUoIALAhzALqAzJQUoQAEKUIADmHeAAhSgAAUo4IIAB7AL6ExJAQpQgAIU4ADmHaAABShAAQq4IMAB7AI6U1KAAhSgAAU4gHkHKEABClCAAi4IcAC7gM6UFKAABShAAQ5g3gEKUIACFKCACwIcwC6gMyUFKEABClCAA5h3gAIUoAAFKOCCAAewC+hMSQEKUIACFOAA5h2gAAUoQAEKuCDAAewCOlNSgAIUoAAFOIB5ByhAAQpQgAIuCHAAu4DOlBSgAAUoQAEOYN4BClCAAhSggAsCHMAuoDMlBShAAQpQgAOYd4ACFKAABSjgggAHsAvoTEkBClCAAhTgAOYdoAAFKEABCrggwAHsAjpTUoACFKAABTiAeQcoUIBAs4YvVIhdwNKSlwjU7JbMlSUH4EYKUMBXAhzAvjouFuuWQFQjzxrQ1xXyRCVqEOh8hYxJiXVAJeIzJgUo4D0BDmDvnQkr8qBAVMNtArkzh4ZZa2XtFidLnKyTxwQwsEKhp6Ql0+5kbMaiAAW8K8AB7N2zYWUeE4hq5FaBrk5J5ptOlhbT8GUKaU6LtcDJuIxFAQp4W4AD2Nvnw+o8JBDV8BSBPJdF9qBXZeNqJ0qbpuOnZhFcotD90pJZ40RMxqAABfwhwAHsj3NilR4RiGnTJYDOTYl1mhMlxTTya0CeS0nP5U7EYwwKUMA/AhzA/jkrVuoBgahGdwO2viSQBSnpebSckmLadIRCbxkNa1ZS0F9OLO6lAAX8J8AB7L8zY8UuC8S06Z8A/UYKVisE+ZLKURhRRBYJZGFKen5dUgxuogAFfC3AAezr42PxbgnENPI4IDelpOemUmqIadPpgH4uJdaRpeznHgpQwP8CHMD+P0N24ILAVI0clAd+txUys0d6NhdTQpM2jR0NXZEFTnhVrCXF7OVaClCgdgQ4gGvnLNlJlQViGr5JYaxLS8+FxaSOamShQJtSkjm9mH1cSwEK1JYAB3BtnSe7qaLA3tq0Zw75F4FAIiXrugpJHdM9WoBcRxCBOatk3WuF7OEaClCgNgU4gGvzXNlVlQSiGr5AgLaUZE4uJGVMw3cr0J6WzMJC1nMNBShQuwIcwLV7tuysCgJzFA2bEHkpD3xxjVh/HinlFA0fbUB+Og7W7KWCgSqUxxQUoICHBTiAPXw4LM0fAlENf0yAb6eQOWCnX0tSGDGEn1Hg0rRkfuOPzlglBShQSQEO4ErqMnbdCEQ18pACd6wR68fDNT1FI2cJcGparA/WDQobpQAFRhTgAOYFoYADAlGdNFeQe9BEbtbLsqF3+5DTdULIRmC5IndsWjY870A6hqAABWpAgAO4Bg6RLXhDIKaRwb/9vpES6yvbVxTTyDUARqfEOtsblbIKClDACwIcwF44BdZQEwJ76p5NJrJL88Bha8RaMdjUZI3MCgCP59A/e61ssmqiUTZBAQo4IsAB7Agjg1Bgm0CzRs7LA8ekxTph8P+OauT3BvBgt1jX0ogCFKDA9gIcwLwPFHBSQGHGEHlBkTtvMKwgcG0K1vsgyDqZhrEoQAH/C3AA+/8M2YHHBKZq5CN54AcKSAD42mqxfu+xElkOBSjgAQEOYA8cAkuoPYHx/7nwgf4HP3Jkdtn7fP2p58Bea5p2P+tajPnUzT2VOiUFdgf0R2nJXFepHIxLAS8KcAB78VRYk+8Fxl1y6/z+B46/P79h4qmiyPixIRVEBHpH+PdHwJy59OMCw/E+FPkIYNyegxy1Vnqe9qMTa6ZAqQIcwKXKcR8FdiFgtuh/Amiwu8SXXz8yW/QGAP2TkhERSEMlvkYV08gNCu1PS2bo38z5Q4F6EuAArqfTZq/VFZiuoaCBFUYexwy8LL76VXTDdJ2bN/BgNo9Z07smYgCBFUDuGCcfJBLVCXMFgWEfXlLdg2I2CrgjwAHsjjuz1omAOV3PgoFT7aT46hGUZlwfQh532C/L0KM1K/EozV09vrNOrgjbrGMBDuA6Pny2Xg0BNcw4npE8/n3gZbm7GhnLzdEwXU9RwaV2Fw4A3qx88OfvL5P497Rkyu4jqhNPEcilI77AotxGuJ8CHhfgAPb4AbE8/wsEW/QDIviZDcxGUvo93VFcR5nAS6o4I9slO7xecYpGPmAAPxsFa3ZSUHIfccWo/m2vcDxjV69w9LQVi6NAmQIcwGUCcjsFChEIxvVOAEuySfleIevdWhOM68UADsom5ePD1dCs4TsVWJKSTMl9xDR8sQAHdUtm2Bxu9c68FKi2AAdwtcWZrz4FZum0YA6Lsv2Yi5Ss9STCLJ0czOH5bBbz8Iq8MlyNU3XStDxyiwDMTYlVdB8xjUwG8HwAwXmvyN+GzeFJGxZFgQoIcABXAJUhKTCcQENcL1cgZidlgReFzLjeIkBqICmXjFRfTMOXKySWFqvoPqIauUWgqZRkRszhRR/WRAGnBTiAnRZlPArsTGCyjgmOwQoRnGKvlHYvQZkztE0Vd2W3YCbWypaRapusk8cEMLBCoaekJVNwH1ENtwnkrhwaZq6VtSPm8JINa6FApQQ4gCsly7gUGEbAjOtnAZxrJ3EIIOoNJBUzjqcE+OFAUn5eSE3NGv6sQs5NwToEgl33MfhXZkSeEugPuyVTUI5C6uAaCvhZgAPYz6fH2n0oMDTsnoDiBrtLbvFCA2aLLoDgbDuJ+QX/R8HQQA0/IcAN3ZLZZR/NGl6gwNkpZOYXNLC9AMMaKFBhAQ7gCgMzPAXeLWBO04QGcHe2AftgqWx2VWiOjg0OYJnkcLK9SjqKqSWq4YRA7t4K2adHenbaR5M2jR0NXabQk9OSKSpHMfVwLQX8JsAB7LcTY701IWDO0JtF8epAUi5ys6GGuF6hgr3slfL5UuqIafhmhfFqWnp22kdUm64Q5PdKSaakHKXUxT0U8IMAB7AfTok11p7AVN3LNPGCHcDBWC6rXGlwlk4zc1hk29gXq+XVUmqYqpG98tAXDAQPXi2vvaePbV9byi4yIPuuFqukHKXUxT0U8IMAB7AfTok11qRAMK4XQJHIdskpbjQYnKF3Q9GeTcrCcvJHNXyBAImUZN7TR0zDdyvQnpZMWTnKqY97KeBVAQ5gr54M66p9gTnaYA4MPfbxS9kuebiaDQdb9GgR/NRuwGwslYFycs9RNGwaerSkfmmNZN7pY4qGjzYgPx0Ha/ZSQVk5yqmPeyngVQEOYK+eDOuqC4GGFv2YCr5tJ3EgILnqNK2BoRdEKL410CW/cSJnVMMfE+DbKWQOhCAHRSCG8DMKfCstGUdyOFEnY1DASwIcwF46DdZSlwJDr/4D7rKTcn01AMy4nvPm4yBPcfoViYOvFxToXSnJXB/T8DkKOSUtlq9ew1gNf+agwNsCHMC8CxRwWaChRffNC/6UHcBsdMuGipbTrBPMBiwTxQcHuuQFJ3PFdMK+QOBPAnt+HuaTgtwHU7LB0RxO1stYFHBbgAPY7RNgfgoAMOP6IwB5Oyn/WkkQM64/BCB2Us6tRJ6Yhgf7OA3AbSnJVCRHJeoeLmazTnxfDoZdyXwB5M1uWf9iJXMwtncFOIC9ezasrJ4E9tGwmcVSERw1sFJeqkTrDXGdo8Bf7CBmY5lkKpFjio4LGxj1jGJg/7T0ra9EjmrFjGnkDQAZBSrysBQBxgKYmBJrTLV6Yh5vCXAAe+s8WE0dC5gteq4IPjqQlA9VgsGM6wNQ3Gt3yXWViF9rMaMaPleAj6YkU5HziGn4AQXuTUuG51Frl6fAfjiAC4TiMgpUXmDo08nP5YGLckm518l8gbieaABX2EnsV71PWzvZgQuxhj7JHXkOwEUpsRw9j5hGTgRwRQrWfkOfGudPXQpwANflsbNprwoEZ+ixorjeDmEOFosz//647fvGL6rgnOxKedCrvXuxrmadeKzCuD4Faw4EjpzHW9+bflGQP6db1vM8vHjwVaqJA7hK0ExDgUIFgnG9B4rHs11yVaF7RloXnKHfgGJ+NiknORGv3mLENHIPgMdTYjlyHlENf0OA+SnJ8Dzq7TK9q18O4Dq/AGzfewKjWjSeFzxp57AvVslrZVU4TSeZASw1gER/UrrKilWnm6PaFBfok0EY+66SdWWdxzTdY1IWuaVAIJGSdTyPOr1Tb7fNAVznF4Dte1OgoUUXqiBiJ+WMcio043qTKHoGuuSCcuLU+95mjSxUaCQlmbLOI6bhmxTSkxaL51Hvl2rw+4A0oAAFPCgw+J7efqwY/BSu3SWLS6nQbNF5Cvw2OwozXX/vcCkNeGjPW+80HjqPbrFKOo9mjQydx1bIzJHen+yhtllKhQU4gCsMzPAUKFXAnKFfgOIMOymHFx9DxYzjMQhutFfKzcXv5453C8R04hcA44yUWMWfh0JiiDwG6I0pyfA8eL2GBDiAeREo4FmBoSHaKYKrB1bKbcWU2TBDP6WK8+0kWgHRYvZy7U4Etg3RTgBXp8Qq6jyiGvmUAOenYLVCwPPgJeMA5h2ggNcFgi16mAhus7diFtIy+GSmXf9M1jHmGCxTxSezXfLXXW/gikIFmnXCYYrAbYrRs9KSLug8JuvkMQEMLBPkPtktG3gehWLXwTr+DbgODpkt+lvAjOsvBEgOJOXSQjppaNHvqmCanZTPFLKea4oTiGlk6Dy6xSroPGIa/q5ApnWLxfMojrrmV3MA1/wRs0HfC8Q1GgSezuYxDy9L94j9TNOpwQCWZIH9kZS073v3YANTdGLUgPF0Drl5a2XDiOexl46fGkRwSR75/dfIep6HB8/TzZI4gN3UZ24KFCgQbNFLRLCfnZR/GmmLGdfbVfFstksuLzA0l5UgENOmSwDdLyXWiOcR1cjtAnk2JT08jxKca30LB3CtnzD7qw2BuI4yFcvVwILsSnl0uKaCM/QIyeMWWzALSemvjca92UVcMWorIssFsiAlPcOeR0ybjlDoLaNhzUoKeB7ePEpXq+IAdpWfySlQuEBDXE9V4GI7iXmA5HfcqYYZx2IBvjeQlDsKj8qVpQo0a9OpeejFaVjzINjxPBRGFJHFBuR73dLD8ygVucb3cQDX+AGzvdoSMOP6CIBb7aTcuH1nZoueCcGn7aQcWVsde7ubmEYeUeDWtFg7nMcUjZxpAJ9OicXz8PYRulodB7Cr/ExOgeIEzJm6v+bxhyyGfs3cN7R7uoaCBpaJgQ/bK+TZ4iJydTkCU3SP/Q3k//A68rPWy/qh85iuE0I2AsvyMD68RtbxPMoBrvG9HMA1fsBsr/YEzBn6Eyg220n56mB3ZlyvgWCMvVL+ufa69X5HUY38RIDNKbGGziOmkWsUGJMWi+fh/eNztUIOYFf5mZwCJQjEtckEXjTyOBwKyQfwuA3MQVJ6SojGLWUK7Kl7NpnIvpgHDldAAhg8j+Ccv8nfeB5l2tb6dg7gWj9h9leTAmZczxPFMRAYCjxgJ+XammzUJ001a+S8PHCMAMab7/p9oFssnodPzs7NMjmA3dRn7poVaNamw/PQYyrVoG4dFdxy479e2PxkDE+tOP/K0cYb2UrlYtxdC2xtkOC5lwUu7Mq14IkvP3plvn+0b88jOLkbY7/+XYw+4Z5dN17GCgPGg92yrq4fzckBXMYF4lYK7EwgpuGTALkT0CsV4vj/GAs0CMiF11+ob5zwcO4aSP5dX0vi2VRVQA0Dol85xvjFbo/0fORKCBw/86r0owgKcOGE//kERr3/4YreXQAnp8S6typ9eTQJB7BHD4Zl+V8gppH7KvXryLd/5Zlqswc/efuwdPTu8DUY/+v5qwNNhL4I4OhR6zeO9/M/Cbz9TxuTkk0V+1X623c3LdYJ/jpl56vlAHbelBEpMCQwWSOzKvGBnO0/9JNO5N+A5B5EQOfLk33rSV99AT20cSJy8gQ0cOxoKzPGtx+K2+7DfeGupop8mGz7u7tGrBXVPy1vZeQA9tZ5sJoaE6jEV1Le/bUXTTReCpXR0tl7UY3x+aIdbQ1dAdGt0tH37cGC/fq1sHd/va0ad9cXB1zBIjmAK4jL0BRw+qEMwz34QdsmNiKfa4ehJ0p730qqV09A2xpnIC/3wgi0Sfu2B3H48cEowz3gpRp3t3on5c1MHMDePBdWVUMCTj6WcGePPtS2xtOQx6eks+/EGqLzfCva2ngvDPxS2vt+tX2xfns06M4ecVqNu+v5Q65ggRzAFcRlaAoMCTj0YP4RH/4/mCbR+BhUvi2dvX+ifOUFtDV0DEQvlY6+9783m39ejjHiSz6qdHcrf1rezMAB7M1zYVU1JlDuq+kKef2dJkIHA7gRm3sTshQDNUboqXZ0DhowNtQB4IvS0btouOJ88XrIAl5zWY2766nDrWIxHMBVxGaq+hYo5+Xshb4AXltD/w1Dl0p7H5/EVMHrpm2N5yEvc6Sz98yR0phxvV0Vz2a75PIKllNy6GCLXiKC/eyk/NNIQapxd0tuwscbOYB9fHgs3V8Ce+n4qUEEl+SR33+NrE8XWv0UnRg1YDydQ27eWtnQPdI+nTdmLwTMP2Nr7gh5bvO6QnNwXeECut/YPTA68Chy9gdk8ZZXR9w5TacGA1iSBfZHUgo+88KrKWNlXKNB4OlsHvPwsox4r6pxd8voxLdbOYB9e3Qs3I8CMQ1/VyDTusX6TKH1xzTyCwGS3WJdWsgeTYQugOhe0t53XiHruaY4AW1rvBYqr0pH78JCdja06HdVMM1OSsFnXkjccteYcR26VwNJKeheVePultuT3/ZzAPvtxFivrwUm6+QxAQwsE+Q+2S0bdvkc3GadcJgicJti9Ky0pN8opHmdhzEIhNqRMz4lizc8X8gerilMQOdNmItA/pfI9bbJYmwpaNdkHWOOwTJVfDLbJbs884Jilrko2KKHieA2eytmIS0F3atq3N0y2/Lddg5g3x0ZC/a7QFQjnxLg/BSsVgh0p/0oJIZIJ4CrU2LdVkzfmhh3AmCcJx29FXshRDH11MpaTYT+BOSvlY5Nvyump4YZ+ilVnG8n0QrIzs+8mKAlr1Ux4+gUwdUDK6Woe1WNu1tyWz7cyAHsw0NjyT4X2DZYHwP0xpRkbt5ZNzGd+AXAOCMl1uGldKytoQehcp0s2vh/peznnh0F9ODx/wjRc6Wz99jibYaG3mMQ3GivlJ2eefFxi99hztAvQHGGnZTi71WV7m7xXflzBwewP8+NVftcoFkj8xT47VbIzB7p2fzudpq0aexo6AoBPtot1uJS2tWDJ+wLI/cr5PoSBf+6tJREdbBn26/1GzuQD5wmiza8UErLZosOnXl2FGZiqbznzEuJWfSeOTo22I+he2V3SUn3qhp3t+i+fLqBA9inB8ey/S8Q0/BNCulJi3XBu7tp1shChUZSkjmjnE410fgfUOmRzt4ryolT73u1NXQRRJuko+/8cizMuN4kip6BLnnPmZcTt9C9DS26UAUROyll3atq3N1Ce/LzOg5gP58ea/e1wDTdY1IWuaVAIJGSdV1vNxPVprhAnwzC2HeVrHutnCb1wLFNCAYeQ9Y+Wp7esracWPW6Vw8cMxlB82Fkc++Xpzf3lOUwTSeZASw1gER/Ut4587JiFrh5VIvG84In7Rz2xSop615V4+4W2Javl3EA+/r4WLzfBaIa/sab7wyen5LMSW/3EtPIPQAeT4l1lRP9aWvjlyGyn3T0Dr6zlj9FCmgidCNUn5POvv8qcuuwy4Mz9BtQzM8m5Z0zdyLurmIE43oPFI9nu8SRe1WNu7urnvz+5xzAfj9B1u9rgTmKhk2IvCjIn9Mt6x9s1onHKozrU7DmQGA70dxbj01sh+qZ0tk3+Klq/hQooK2NrRD5b2zubXPs8Z5ztMEcwIsqOCe7Uh4ssJSylgVn6LGiuN4OYQ4WiyP3qhp3t6ymfbCZA9gHh8QSa1sgppHBNxhdkYJ1YAyRpwFclBLrXie71kToaKh+Rzr7iv/kq5OF+CyWtjY+DpFvSUfvw06WHojriQZwhZ3EfoDknIz93lgaMON4Lg9clEuKo/eqGne3sjbuRucAdtef2SkwJBDT8AMKjBVgU0oyH6oEiyYaB38FeYd09v2iEvFrLaa2Nn4aglOlo68ivyo24/oAFPfaXXJdJe3MFj1XBB8dSEpF7lU17m4lfdyMzQHspj5zU+AtgWadOEdhvCDI79st65dWAkYPaowjKL+DBBLvvDy+EolqIKa2TWyE5jqQ1RNkSV+yEi01xHWOAn+xg5iNZZKpRA7so2Ezi5dEcOTASnmpEjmqcXcrUbcXYnIAe+EUWAMFAOyhe7Ss2+7T0JVA0dbQ9wC1pbOvoOf/VqIGP8TU1sZvA2JKZ+/FlazXjOsPAYidlHMrkceM648A5O2k/Gsl4r8dsxp3t5L1uxWbA9gteealgAsCOjc0AbvhSdjyIXl642oXSvB8Sj1w/FSY+ke8gUPl+d4NFS24WSeYDVgmig8OdElJD/jYWX0NLbpvXvCn7ABmo1sq20dFkWo3OAdw7Z4tO6PAsALaNv505PUfpLP3NBK9V0BbQ7+CIQ9I+8abquFjxvUcAKfYSfmgk/nMuD4E4C47Kdc7GZexnBPgAHbOkpEo4AsBBQy0hp6EGF+Tjg2P+aLoKhWpiQnvh+avQmfvoQLkq5N26FPKz4jiWwNd8hsncja06MdU8G07iQMr/ylrJyquzxgcwPV57uy6zgW0ddx8iPFfmNrbJnegwl+D8Qe2nooAVofaofkvS+emJ6pZdbBFjxbBT+0GzMZSGSgr97bvGb+kii9lu8TRr0+VVRc3v0eAA5iXggJ1KqCtjT+HyGPS0fuTOiXYoW1NhP4Zqu+Xzr7PuOERnKF3Q9GeTcrCcvIH43oBFIlsl5xSThzurbwAB3DljZmBAp4U0LaJUWjuTwjofHmyb70ni6xSUXpo40Tk5AlI4BhpX5+uUtod08zSaWYOi2wb+2K1vFpSDVN1L9PEC3YAB2O5rCopBjdVTYADuGrUTEQB7wloa+O3ILK7dPS68nYer4hoIrQQqq9LZ9933KypIa5XqGAve6V8vpQ6zBl6syheHUjKRaXs557qCnAAV9eb2SjgKQE9LDIOA3YHNH+SLNq03FPFVakYPXjcLIhxDxrMhPzV2lSltMOnGXxf7wCWSQ4n26uko5hazGma0ADuzjZgH9feN1xMwVwLDmBeAgrUuYC2hj4BkQXSsfGEeqTQxPjfQfUW6ey93Qv9my26AIKz7STmA6KF1aRixvEEFDdi5JY+AAAdfElEQVTYXXJLYXu4ym0BDmC3T4D5KeABAU2EHkEel8mi3qq8nccDLQ+VoAeHjoWBb0pH75FeqQkYGqZPCfDDgaT8vJC6zLh+FsC5dhKHFD60C4nMNZUU4ACupC5jU8AnAjovdBAC+B+s701IEv0+KbusMjWOUZgY6kAOX5DFvUvKCubwZnOGtqniruwWzMRa2TJi+Mk6JjgGK0Rwir1S2h0uheEqKMABXEFchqaAnwQ0EfoxkF8hHZv+w091l1qrJsadDxgzpaP3rFJjVHKfGddbBEgNJOWSkfI0xPVyBWJ2UhZUsh7Gdl6AA9h5U0akgC8FtHX3PSHBvyCYO0Ke2LzOl00UWLTOH7sHsoFHodmjpPP1vxW4rbrLZunkYA7PZ7OYh1fklWGTz9JpwRwWZfsxFylZW90Cma1cAQ7gcgW5nwI1JKCJ0DcAjUpH35drqK33tKKJxv8CJC0dvd/3cp/BuA6+jemgbFI+PlydwbjeCWBJNinf83IfrG14AQ5g3gwKUOAdAT0UuyEX6gDkM9Kx8dlapNHE+P0B/TkCvQl5Em94use4jjIx9FjJM7Jd8uftaw226AdE8DMbmI2k1MW/23v6rEoojgO4BDRuoUAtC2hb4/FQ+ap09Dr6dh6vmGki9BBEr5b2vvu8UtNIdTRM11NUcKndhQMAeesFEWoMvcAhj38feFnu9kMfrPG9AhzAvBUUoMAwv6IN/RGQH0vHRkfezuMVYk2M/xigZ0lH74e8UlMhdQy9WjCPO+yX5ceD683pehYMnOr0KwwLqYVrnBPgAHbOkpEoUDMC2jZ2DtS4A1t3S8hzr71eC43pfpN2x+g3OiD5U6V981I/9dQwXefmDTyYzWPWYN1BAyuMPI4ZeFme91MfrHVHAQ5g3ggKUGBYAW0LXQXFeunorYkP+GgidDEEE6W992t+PHKzRW8Ahr6jPfi/2w12l5ztxz5Y898FOIB5GyhAgeEH8LxxEQSMx2HbR8vTW3z9FRc9cMxkmObDyOUPl8WbrEoc+RSdGA0gsDegFflg19bHjo5s+Odb7zAa7P7+/t33wTLJVKIPxqyeAAdw9ayZiQK+E9BE47kQOUjae0/3XfHbFaxtoZugukQ6+q6rVB8xjXwF0CuByv1aeMsvPz+3/7enXLX5V4eO+HCOSvXIuM4KcAA768loFKgpAZ0HE4HBxzXqWbK4z5ePOdR5jW0IyI+R603IYtgVOyBFMIbIcwbw9dVi/d7pPFM18pE88IMUrP0gyDodn/GqL8ABXH1zZqSArwS0bfwHoLhMOjYe5qvC3ypWE+P/+ubA+qa0b9zhe7SV6CWqE44TBK5NwXqfo0NSYcYQeUGROy8tG+6vRO2MWX0BDuDqmzMjBXwnoG2hu5DTe2RR361+Kl4PbvwsAnKStPeeUq26oxr5vQE82C3WtU7lbNbIeXngmLRYdfnKSKccvRaHA9hrJ8J6KOBBAW0NTYfofcgF2mTxhl4PlvieknTehBACuXaoHC+dvS9Xq+bJGpkVAB7PoX/2Win/A1976p5NJrJL88Bha8RaUa0+mKfyAhzAlTdmBgrUhIAmQpdBNS+dfd/yQ0Pa2vgdiBjS0fvNatcb08g1AEanxCr7q0IxjQw+fOONlFhfqXYfzFdZAQ7gyvoyOgVqRkAPGD8epj6FgHxYnto4/Nt5PNKtHjJ+b+T0D7DlEHlm48ZqlzVdJ4RsBJYrcsemZUPJD8uI6qS5gtyDJnKzXhZ//Oah2tZ+zscB7OfTY+0UqLKAto7/PESPl47eT1Q5dVHpNBG6HSr3SefGm4va6ODiKRo5S4BT02KV/EztqEYeUuCONWINPYKSP7UlwAFcW+fJbihQUQEdfApTIvQkVC6Qzo2PVDRZicG1dfyREF2Ijt5DBdASw5S/TWHEEH5GgUvTkin6mdpRDX9MgG+nkDkAgrdewlB+WYzgHQEOYO+cBSuhgC8ENDHuUKhxHXbvbZO/eOv7qHoUgng91A7Jnysdm550G3SKho82ID8dB2v2UsFAofXMUTRsQuSlPPDFNWJV/OtThdbFdc4KcAA768loFKgLAU00/i9UnpLO3sHnE3vmR1tDZ0P0EOno+5xXiopp+G4F2tOSWVhoTVENXyBAW0oyJxe6h+v8J8AB7L8zY8UUcF1AD91tCnLmQ4AeJh2bPPFMYk2MCwPyVwTsD8qTb6xxHemtAmK6RwuQ6wgiMGeVrHttV3XtrU175pB/EQgkUrKua1fr+ef+FeAA9u/ZsXIKuCqgrY3fhEijdPR+w9VC3kquidD3odonnX2XeaGe7WuIamShQCMpyZyxq9piGr5JYaxLS8+Fu1rLP/e3AAewv8+P1VPANQGd0zQWYwc6kMufLIs3LXOtEAA6b9w+CBh3Y3NDQpb2bHazluFyN2nT2NHQFVnghFfFWrKz+vbSyEFB4HdbITN7xHt9eM3V7/VwAPv9BFk/BVwU0LbQx5HH6dLZe7yLZUBbQ/fBwE3S3nunm3WMlDumTacD+rmUWEfubF1MI48DclNKem7yah+syzkBDmDnLBmJAnUpoK2hv0D0Cuno+6MbAJpo/BBULpLO3qPcyF9wToURRWSRQBampOfX794X06Z/AvQbKVit/NpRwaq+XsgB7OvjY/EUcF9ADx5/IAy9GWOGvpa0tZoV6VEYjS2hduTl87Jo49PVzF1Krpg2HaHQW0bDmpUU9L8dI6rR3YCtLwlkQUp6Hi0lNvf4T4AD2H9nxoop4DkBbQ39CMAq6ey9qprFaWvoawCmSWfvv1Qzbzm5Yhr5NSDPpaTn8rfjxLTpEkDnpsQ6rZzY3OsvAQ5gf50Xq6WAJwW0bfdJ0MAjkNyR0v76Lr9q40QTbuR0ou5pOn5qFsElCt0vLZk1UQ1PEchzWWQPelU2rnYiB2P4Q4AD2B/nxCop4HmBbX8blb2lc+O51ShWW8dfB+gr1f5btxO9xTR8mUKa02ItiGrkVoGuTkmm6m9tcqIXxihdgAO4dDvupAAFthMY+vfY10MdgCyQzo3PVBJHW8cfAOgt2L03Ue1/d3air8k6eUwAAysU8gOBfi2HhllrZe0WJ2Izhn8EOID9c1astMYFYhq5evArrZVuMyXW4L+bVuRHWxs/DAy+qKH3AxVJ8FZQbQ39GdCF0tn3h0rmqWTsZg1/ViG3CPSz3ZL5eSVzMbY3BTiAvXkurKoOBaIaWSLA3wA8VKH2B1+LNykl1rwKxR8Kq4nQ/cjjRlnUe1cl8ujBoVNg4IvS0XtcJeJXM2ZMwxenJPO9auZkLu8IcAB75yxYSZ0LRDXcJpC7cmiY6fSvI//+K089OS2ZjkpS60FjZyNo3InNo9qcfirVtqdv9bcjm/+4LNn8UiX7YGwKVFqAA7jSwoxPgSIEohoZ/JVkKiWZS4rYtsulMQ0PfuUlmpJMVd4SpK2hHwDa6/RzmYeePw0JSWfv13fZNBdQwOMCHMAePyCWV18CMY1MBvC8gcDBq+W1VU50P1UnTcsj12EA+60W61UnYu4qxrY3Exl/RWDAsTcTbXsDU8NDQN4zb2DalQP/nAIjCXAA835QwGMCg/8uKMBB3ZL5uBOlNWv4zjywKC2ZK52IV2gMbW08B4KEdPR9vtA9I63TROPNUHRIZ9/1TsRjDAq4LcAB7PYJMD8F3iUQV4zqR+SlPHDGGrH+XA7QFI18wAB+Ng7WPksFA+XEKnavHoUgtoQ6IHqOtPc9Vez+7ddrW+MhULkeY4a+dpQtJxb3UsArAhzAXjkJ1kGB7QSiGj75zf/n/PcUMgeU/GB+hRFD+BkFLk1L5jduAGvr+CMheqV09B5aTn5NhJ6EyoXSufGRcuJwLwW8JMAB7KXTYC0U2GEIRx5S4I41Yv24FJiYRs5S4NS0WINfP3LtR1tDd0Lkt9Kx8X9LKUIT4z8H1Y9KZ68jv5IvpQbuoUAlBDiAK6HKmBRwQCCqE+YCgT81IDfzZdnQW0zI6TohZCOwHMgdk5INLxSz1+m1mghNA3A/BuQQeWbjxmLi6wHjx6NBB399fZx09DryobRi8nMtBSopwAFcSV3GpkCZAjGN3KDQgbRk/l8xoaIa/k8BginJeOItQdrW+F2oiHT0FvW8Y02ELoOoSnvfvxXTP9dSwA8CHMB+OCXWWLcCU3Rc2MCoZQb0iNWSKejBE1M1PDsH+Yuif84a2ZTxAp7OmxBCIN9ezN9k3/mbc85ok8XF/QbACz2zBgrsSoADeFdC/HMKuCzQrOEvK/CRlGQ+VEgpMQ3/UYHfpiVzXSHrq7VGE+MXQPREaS/s33K1LXQnVO6Vjo23VKtG5qFANQU4gKupzVwUKEVAEYwh8qwAF3aL9duRQsQ0ciKAK1Kw9oMgV0q6Su7RROgJ5OViWbTxLyPl0YPHHwVDvycdvfMrWQ9jU8BNAQ5gN/WZmwIFCjTrxGMVxvUpWHMgsIfdpjBjiCwV5M/plvUPFhi6qsv0kMY25OWGkb7P+873hw09W57qG/y1NX8oUJMCHMA1eaxsqhYFYhr5PwCPpcS6arj+YhoZfM3g4SmxTvJy/0NPtMqjUxb1/Wi4OvXgxn+BgVannqDlZQvWVt8CHMD1ff7s3kcCUW2KC/JP9SPwvnWy7rXtS5+me0zKIv+CQg5NS0/Sy22980znXP5wWbzJ2r5WnTcugoDxuJPPkPayBWurbwEO4Po+f3bvM4GYRgbfMjQxJZkzti89puGfCcTqFusCP7SkidAlUEyQzt7Bv7W/86Otoasg2CAdvYNvb+IPBWpagAO4po+XzdWawESd2Lg7jGUGcMJqsZYM9teskXmDn3reCpnZIz2b/dCz7jdpd4x+owNG/uPy1Lb3+uohY2cjb9yJrbsl5LnXXvdDH6yRAuUIcACXo8e9FHBBIKZNpwN6ekqswwfTxzTyOJD/WUrW/48L5ZScUlvHnwzRM6Wj98NDAzgR+gNU/ls6N95dclBupICPBDiAfXRYLJUCQwJDL1mIdAC4+i2Rr6ZgtUKgfhPSROhh5PUHQ3Ub8nXp6D3abz2wXgqUKsABXKoc91HARYFmnXCYInDbYAmC3Ce7ZcNfXSyn5NSaGL8/oD8f+k8Hkc9Ix8ZnSw7GjRTwmQAHsM8OjOVS4G2B0KU33b71/hP/Mbc+vMMnif0mdMMeZ4ZXfP0e/OokreRjMxsU+oO0ZL7vNx/WW7sCHMC1e7bsrMYFxp352336nzrqSd0y9ji7H91+bNccheZxk1fc3/jwYbAD+eMMGI73kUe+2YBxfwDZA1+Rja/40Yk116YAB3Btniu7qhOBYFy/JcAcOymn+bFlM66/UsGLe65oksE+UmI53kdMI78C8GJKrO/60Yg1164AB3Dtni07qweBqO5mjsZLKliQXSmP+qnl4Aw9QvK4xe7H7GgqBmDrSwJZkJIex/qIadMRCr0FGD07Lek3/OTDWmtfgAO49s+YHda4QENcP6HARXYS8wDJ+6NdNcw4FgtwxUBSbh+suVmbPpGHXpSGNQ+C8vtQGFFEFhuQK7qlZygHfyjgJQEOYC+dBmuhQIkCZlwfAXCrnZQbSwxR1W1mXL8I4LN2Uo7cPnFMI48ocGtarLL7iGrkiwJ8NiXWDjmq2iiTUWAEAQ5gXg8K1ICAOUMPUMX9WWAWktLn6Zbi2hgElovgOHulPLN9rVO06QADev/ryM9aL+tL7uOtJ4Ytz0OOWyM9O+TwtA2LqysBDuC6Om42W8sCZlx/CqDXTsoOz1f2Ws9mXAcfIDLOTsqZw9UW1chPBehNiVVyHzGNXK3AuLRYw+bwmgnrqU8BDuD6PHd2XYsCLbqHKVhq5DG//2VZ4cUWR03XmXkDT9jAbCSlZ7gaJ+mkPRqQXZqHzF8jVtF9TNHITAP6hA1z9t/kb8Pm8KINa6o/AQ7g+jtzdlzDAsG4nm8ojh7okhO82GZDi/4uL3g4m5T/GKm+mEbOV+DotFhF9xHVyO8EeDgl1og5vOjDmupLgAO4vs6b3da6wDw1zY14IQ+cl+uS+73UbqBFjzOAa+zxmIvFYo9Ym8KMIfKCIndeWjYU3EdUJxxnIHBNN6y5EIycw0s4rKUuBTiA6/LY2XQtCwRm6EeMPK62u7AvIFlv9KpBswUv5BXn516W+wqpaapGPvLmv+Ne3Q1rXwh23Yci2IzIC3nI+WnpKShHIXVwDQUqJcABXClZxqWAiwINcb1PgQfspFzrYhnvpDbjep4A/zCQlOOLqSemkfsEeKBbrF320ayR8xT4h5RYReUoph6upYCTAhzATmoyFgU8IjBqms7KB/C4DczZ2YedqlZqXJtMYKmRw+H9q2R5MXkna2RWAIN9BOeM9IGqPXXPJhPZpTng8LViFZWjmHq4lgJOCnAAO6nJWBTwkIAZ12ug2M3ukrPcLMucoT+BYoudlK+UUkdMI9cA2C0l1k77iGrkJwJsSYlVUo5S6uIeCpQrwAFcriD3U8CrAtM1FDSwTAx82F4hrrxn15yp+2sef8jmsQ9elt5SqKbrhJCNwLI8jA+vkXXv6WOK7rG/gfwfTOT2eVk2lJSjlLq4hwLlCnAAlyvI/RTwsIDZomdC8Ol3P/KxWiUPPSJT8Qu7S/67nJxTNHKmAXx6uMdKDj6+Mg/8Yo1YZeUopz7upUApAhzApahxDwV8IzD00oMlAlw+kJQ7qll2Q1xPVeBiR14Sse3FCksM5C/vlvXv9NGsTafmoRc79gKHagIxV90LcADX/RUgQK0LvPPaPxl6TnR/VfqN6yhTsVwN516T+ParBUfDmpUU9McVo7YistzpVxhWxYdJKACAA5jXgAJ1IGDG9XZVPJvtksur0W6wRS8Rwf52Uj7hZL6oRm4XyLMp6bk8pk2XKHT/tFiO5nCyXsaiwEgCHMC8HxSoB4FpOjUYwJKsgf2wQtZUtOW4RoPAs9kcDsIqWe1krmk6fmoWwSUKPV4g92WRPehV2ehoDifrZSwKcADzDlCAAmho0ctUsLedlM9UksOM689FsWqgS/6tEnliGr4MkK8CelVKMhXJUYm6GZMC7xbg34B5JyhQLwKTdUxwDJZDcVq2S/5aibaDLXqYCG6zt2AfrJUtlcgxSSft3oDc73NoOH6trK1IjkrUzZgU4ADmHaBAHQs0xPXTCpxnJ5EARJ2lUDHj6BDBNQMr5ZfOxmY0CtSeAP8GXHtnyo4oMILA0JB8DIIb7ZVys5NU5gz9PBRftJN4v/PD3clKGYsC3hDgAPbGObAKClRNwGzReSq4N9uAWVgqmx1JPEfHBvuxQoCP2l2y2JGYDEKBGhfgAK7xA2Z7FBhOwGzR/xHBawNJudAJoYa4XqnAHnZSTnciHmNQoB4EOIDr4ZTZIwXeLbC37mkG8aIBJPqT0lUO0Ki4tuSBDjuL9+EV+Vs5sbiXAvUkwAFcT6fNXimwnUBwhn4DivnZpJxUDkwwrvdA8ER2pXy/nDjcS4F6E+AArrcTZ78UeFtgjjaYA1iqgrOzK+XBUmCCM/RYUVxvN+B9WCoDpcTgHgrUqwAHcL2ePPumAIBAXP/RAC63k9gfkFxxKBow43guD1ycS8r/FbeXqylAAQ5g3gEK1LmAGdcHAPyfnZQfFUNhtui5EJxoJ+UfitnHtRSgwDYBDmDeBArUuUBDXOco8Bd7K/ZBWtYXxLGPhs0sXhLgqIGkLC1oDxdRgAI7CHAA80JQgAIw4/rDwf8gt5NybiEcZlyvA6B2Uv61kPVcQwEKvFeAA5i3ggIUAJp1gtmAZaL44ECXvDASSUOL7quCh+wB7INu2UA+ClCgNAEO4NLcuIsCNSdgxvUcAKfYSfngSM2ZcX0IwF12Uq6vOQQ2RIEqCnAAVxGbqSjgbYGhTzU/I4pvDXTJb4artaFFP6aC79hJHFD8p6a93T2ro0C1BTiAqy3OfBTwsECwRY8WwU/tBsx+z/d6t31v+CVVfCnbJQ97uA2WRgFfCHAA++KYWCQFqicQnKF3Q9GeTcrC7bMG43oBBG3ZlXJy9aphJgrUrgAHcO2eLTujQEkCo2fo9Jyi07axL1bLq0NBpupepokX7AAOxnJZVVJgbqIABXYQ4ADmhaAABd4jMPR2I8Wedpd8fvAPzRl6syheHUjKReSiAAWcEeAAdsaRUShQWwKD7/cdwHLJ4yQoRAO4O9uAfRx7f3BtabEbCpQkwAFcEhs3UaD2BcwW/RwEZw11qrjB7pJbar9rdkiB6glwAFfPmpko4KhAVJs+LNCPA8g6GvitYJo3JHPSQ5/LdU99duDZcYcAopXIw5gUqFcBDuB6PXn27XuBKRo+2oDcB+CiPLDF6YYMYExuVcuVm+/+5Il9Xzvvj07HZzwK1LsAB3C93wD272uBqEZuFejqlGS+6XQjMQ1fppDmtFgLnI7NeBSgAN+GxDtAAV8LxDQy+c3HRz4fRPagVbJxtVPN7K177p1DdvGbj5ycmxJrrVNxGYcCFPi7AP8GzNtAAZ8LxLTpYoUekBbrE061EtXwnQIsSUnme07FZBwKUGBHAQ5g3ggK+FwgrhjVj/AywPhcSnoeLbedKRr5gAH8bBSs2UlBf7nxuJ8CFBhegAOYN4MCNSAQ1YmnCIx/S8E6CIJ8yS0pjBgiTyvy30nL+rtKjsONFKDALgU4gHdJxAUU8IdAVCMPKXD7GrF+UmrFUzTyzwJ8Ii3WiK8kLDU+91GAAn8X4ADmbaBAjQhEddJcQe5BE7lZL8uG3mLbmq4TQjYCyxWBY9Py2vPF7ud6ClCgOAEO4OK8uJoCnhaIaeQGAFtTYn2l2EKjGr5WIKNSYp1d7F6upwAFihfgAC7ejDso4FmByTouEsCol3LA4WvFWl5ooVM1PDsPeTSH/tlrZZNV6D6uowAFShfgAC7djjsp4EmBZm36fwr9UEqs4wstMKbhPwqM33dLz38VuofrKECB8gQ4gMvz424KeE9AEYwh8pwBfH21WL/fVYHNGvmoAgtTsPaDVOa50ruqgX9OgXoU4ACux1NnzzUv0KwTj1UY16Vg7QuBvdOGFWYMkRcF+X/plvUP1jwMG6SAhwQ4gD10GCyFAk4KxDRyL4BHUmJdvbO4MY18FcCRKbFOdDI3Y1GAArsW4ADetRFXUMCXAlFtmiHIPzmA4JzX5LV1725ikk7aowHZpQrjkLT0JH3ZJIumgI8FOIB9fHgsnQK7Eohp5CoBQt1ifenda2MauRHAhpRYX99VHP45BSjgvAAHsPOmjEgBzwhM1ImNu8NYnocct0Z6nnm7sL00clAQ+N3ryO+zXtb3eaZgFkKBOhLgAK6jw2ar9SkQ1aYzBLogJdaRbwvENPI4IDelpOem+lRh1xRwX4AD2P0zYAUUqKzAthcsdALy/ZT0/DqmkdMAfD0Fq7WsFzdUtmpGp0DNC3AA1/wRs0EKAM064bA8Ar8EBg4UNDwjyH2yWzb8lTYUoIB7AhzA7tkzMwWqKhDTyG0ADgbQmRLrU1VNzmQUoMB7BDiAeSkoUCcCU3RiVGCsUuSnrZH16Tppm21SwLMCHMCePRoWRgHnBabouPAa2ZRxPjIjUoACxQpwABcrxvUUoAAFKEABBwQ4gB1AZAgKUIACFKBAsQIcwMWKcT0FKEABClDAAQEOYAcQGYICFKAABShQrAAHcLFiXE8BClCAAhRwQIAD2AFEhqAABShAAQoUK8ABXKwY11OAAhSgAAUcEOAAdgCRIShAAQpQgALFCnAAFyvG9RSgAAUoQAEHBDiAHUBkCApQgAIUoECxAhzAxYpxPQUoQAEKUMABAQ5gBxAZggIUoAAFKFCsAAdwsWJcTwEKUIACFHBAgAPYAUSGoAAFKEABChQrwAFcrBjXU4ACFKAABRwQ4AB2AJEhKEABClCAAsUKcAAXK8b1FKAABShAAQcEOIAdQGQIClCAAhSgQLECHMDFinE9BShAAQpQwAEBDmAHEBmCAhSgAAUoUKwAB3CxYlxPAQpQgAIUcECAA9gBRIagAAUoQAEKFCvAAVysGNdTgAIUoAAFHBDgAHYAkSEoQAEKUIACxQpwABcrxvUUoAAFKEABBwQ4gB1AZAgKUIACFKBAsQIcwMWKcT0FKEABClDAAYH/D1M6JXe0lb0FAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29,255,20,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="67" y="62.166666666666686"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,54,15,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>5,36,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>29,255,20,1</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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-FractalArt" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>