<snapdata remixID="10918821"><project name="2.1 Squares and Triangles Redux_ GrismelyMorales " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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9MUc53YBanYDZt86bL9RnZdCqWuztyN/RLws62dDw86jTwONaPp6en/k7N9KQ8WAotMaMFNvaMGDAgMW4C/gAVPxRAp4VGBU5+eg1Ku5nrVelHy8YbfUGl0Icy3YHEsCM+Zi9or8iKgShLveBNQeWduzZQa6yx7MT8yBtbIQC3e1YdwnQI6dJKD/QjKrAbP1Wtg8KDAgARbgATHxJAp4VUDpt431i077ZevBEcnl/zwiuTzrpzj6egXc0o4Ns/N+y7Wk8wQYqv/Plj5O/n3Ey/bs/Xb2SIxKernNKwD531y35AE8EQLOqkOd/hSLBwWyCrAAc4JQwM8C4a5vA/Zd2bq4rdqIhsQjCCHrbnwfpb/tfaJgXAP7PvlHiJfrZ9MjfuiX0gSh+xTwmezB1QeAfWgDGnhLesRHyVsBWYC9NV7MlgKDEPhvBcLlqwDsmO2is7ufw1S7/892BfhDEqFvXIqZn1oVaxCJDOzUkrZqGEZzzhW6IFMQL8vxnfHAQg72rGtwzbhihG8HoJ8P93so4PU5qNt3sO3z/GAJsAAHa7zZ2yAJhDuvAdTcbF2eYr+Pc7qf7e8U/W3v/HZs+MmILTwxquOnULggxy/MhxCvOM3JoWzEovMAWQRgVKY8BFD1qDOczJGx3S/AAuz+MWKGFBi8QLhrd8DWO/mUZLk42ZB45MMd1PqdM5zzIZA6qQENrww++HCuaB2PsPE2IOOyt2J8CfFRg//ueDip9bm2ETdOE6QeVhm+GdYbOdSjLtsnX3nMhE15VYAF2Ksjx7wpkE0g3PEbAEdkRVKyqDFx6xpArslw3t8aUPc/jiCXdl4IUTfl+BX85pFdqRH9LClTPocW//JRI2lvtR1jsrLk3pc3nn5xpmtCKBn9jIz6uyO2DOoqARZgVw0Hk6FAHgSKOz6LEJbnaGkN4mWTFqCxSlD0t0znCuzaetRH85DRIJtQIZR2WhBMy3bhZ+9NYacT1SDbzt/pxesSOGD7+yH6Rn2fI/riUVj/5f43exJgtQ3jK09L/vc8zl8P2VKhBViACy3M9ikw0gLh9rn9/Kr9JBMlM5Eo2/QrcyGalivgs1unKVc1YNaVI53+pnil7UdC5Llssf9nto2pP8n65nZBU9/h/63ClLO3vkPfs00Yf/pgBlQo179e1S+WyNjvFjRJNu5qgVwzxNXJMzkKUCCDwKj2OVByfVYbpRYiUdGgz2nEoh8AkmGNaLWyAbNzrYlcmCEo7TgPgluyNT5pro095zlXgCPHPI/xz2z9Yvi/z90Tq277wgBc1LVLZOxlAziRp/hUgAXYpwPLbgVYoLRrD4j9TtaVr4AeqOQ0JMa8sxALJysYf80sVjS1ARfpl7lG8Fg/FuGStwFsky3ofk+kNmx3pBrYzkt5zr5oY49xwHb3jTO6t/4LQMuTh21ce9xnkn1C6uUsQ5/8M/mwGGI+LoXf5SnPXWdzeRRgAc4jJpuigGsEwu13AfLt7L+C8SQS5Zv2wG1EU0umHYAEuKIedTl2UMpzr0s7F0NUxheYehWwlxEv+3KeIw+4uUY0fRPAvRku2NCGDdvOx/wtBfgY1XaIwH6p97kK+NbTMibT9QPOgSd6X4AF2PtjyB5QIIPAukqEw3oRju2zF2F1BBIVLzRi0fz0Uot9T29uQN30ESMuje8JSem/DBT1H1Pi2LQYh3NvEi/E4scU1Al9c1TA3XNQt2V7xXlKGcvR1gyoSK9zly1B5QEQce4NshEbUAbKJsACzPlBAb8KhDu+k97Np/8eKqxEosxcgBv2EqiMbzz3QP3PZZid8U3pvNOFO54BcHSOdn+CePkVeY89wAYXYEG5oHgtoMJ9LxHI1+ox68nN//xYtUEv2NH7WbYuuvsvkTF/HmA4nuZjARZgHw8uuxZ0AWWgtPM1SKY3nHvZKPsiJEbf3Igm/Yt50tZFBXPqUddYcM3SjmMgWJIjzr/151OAdBY8n34CLMTikxXUwxn+uK0NG7bbvFHFYUqNCaNVP4vf8ixbgLuekjFnOpU747pLgAXYXePBbCiQX4FRrV+ACuVYzUqtRzw1sRF3zsm8dKX6cwNmfy6/ifVtTRUj3NECyOTscdS3Ea+4p7C5ZG+9EU16S8RTtz5LHmzArBmf/PrduBhA72fZHT0omvQbKf+Pk/kztnsEWIDdMxbMhAKFEQi3PwhIhoLRK5zIzdd13XpXCPJahiSUwN6tHvXvFyZB/d1v5yyIasrR/jLEyw4AnHt2Og/zwqMxdg2Aigy5ntyAukf1P/+qat3ThvrUs2wFdfnTMvbqghmyYc8JsAB7bsiYMAUGKRDu/Ayg9KdEGTcOSLeWgl1kLuj+2bOSYbs9BbtuDur1L7r8HxVt26LHWAWB/lSnv0NBZH90lTn67HQBFn1NIFttySiQThs9283BnA7dgWPVxr7Pst9LoXLqsyKJ/AOyRa8KsAB7deSYNwUGIxDumA9Abyifrca90Bi/vQVQdX1P0lsS1qPui4MJOeBzwx0/B5BjRSh1D+IV2T+rGnDAoZ+4AE13CZApj8caUHeibvkYtfEYwaefZQvUSU/J2F8NPTKv9KMAC7AfR5V9osBWAmoUwp36JatdsuEcmFxx3fHJP16a4RzbRs/Ol+CSD/KKW9xeg5Dodat7LVKxVfnvgKEmo7P833mNPcjG5mFeUfr2c6Zf6qc3oO6+vZUq3hFtMUDt+Unz8tISqTx0kOF4egAEWIADMMjsIgU2CZS0z4Ah9+fQePe6+B3lIaR2yPAr+IJ61GVdHnLQ0uH23wGS65f15YiXO/7stBFN+vMofWu579FdgtC2MzGz9Ti1cZYCej3LlhSQ2nuJjHNgU4tBjwYvGGEBFuARBmc4CjgnoAThrj8AKutCxUcmX//o8OQbVVvnqV5swOzD8pZ/SeeJMNSml5ayHKsRL5sCOP/sdAEW3S6QszPk+nQD6o49WrVtG4Kt7zJs+YWsID9/WirPy5sZG/KVAAuwr4aTnaFADoHijr0Rgn7Tud//7xerVM/l3fcXV6iuvo3pX3M7NKBh7fCdVSnCnfrFsAlZ27LlZHSX5SrSw08nRwsP4+HQ3/GvDwUY3/dUBeM7c3Dxnceo1lsF6nu9/nxDCsbkZ2W0fmuaBwW2EmAB5qSgQNAEwh13Asi6GMR+qbdwSs/vt5JRkHPmYNYdwyYLd/wAQI41ptXvEa/40rBj5aGBhbjhUAX7txmaShlQ272kztoVCC0H1JZn2QLUPSVjCvPmeB76xCacF2ABdn4MmAEFRlagvH0HJOVtSMZvWTflIlCYlXgcO6utfuw+24C6rwwr4bKOnWDLKkCVZ2knhZTaGz0Vrnh2ugBNPxPg/Az5vtCAuiOOVa0vAqrX5hDy13aMrl4q0ndXpGHR8WJ/CbAA+2s82RsKDExgVPulUHJttpP3sP+DC7qf6ntKTxJl287F9zYOLFCGs8LtdwPyrRzX34Z4ee/buUMON9wLFZQsxA3/BtRWL6YpyHm/V2euVZBP3SZXwLFPy5inhxub1/tbgAXY3+PL3lGgHwFVgnDnmwD2yEZ0eveLqLXf/dQpNuSMSzDr7iHRjurcD0oty7pXsUIriu2JaHfHs9PrseggA7L1/XjAXvOFqt1XvHL8UgC79/J4domMGd5dgiHh8iKvCbAAe23EmC8F8iVQ0nkCDPVYtubGqXZckngIxfhk33sF9es5mH384NPQb2F3/knvBpT1WpF6dJUtGnz7hbmiEU1913TeFEgBv1uqznpeIL2fZScNSPWTUvnXwmTDVv0kwALsp9FkXygwWIFwZ59nl1s3cFTyNRyW/EuvP5B4G4q3nY/vtw8qXLjrdMDOsZGCWoV4eTUgPYNqu3AnSyOa/g5g174h2qaPv2b5G1+bCWDLs2wFLH5axmy1kljh0mPLXhZgAfby6DF3CgxXoCRRDSPZnG0lqhIkN/0KHqs2LXO86RDIafWY9dDAw6uy9EpcO2e9RuFYJMpd8+x0ARZ/TrDplnnfQ/357ZOe75xYeWSvP1gbR+XE34oM/fn4wEF5pg8EWIB9MIjsAgWGJRDu0KtbZV0s4rOpd/CNnpd6h3m4AXXZd1jqfXa44yoAl+fI81nEy1317HQBmhYI0NA37/geFf9a9u4pO336WbY6f4mMvXVYY8GLAyXAAhyo4WZnKZBJoHUblIb0Z0nZdiPChd2/xgT7w/QvYLS3YsO2mzefz+oa7trt492YVDjLeUnYtonu0frFMNccC9H0rsrwotq7C/ZNvd8Q6bV+tYrtjTG180Vs1yTPRFwvwALs+iFighQYAYHSzpkQdUO2SLvYa3Bx9+O9l9A6oQF1W23Nt1Ubpe0PQ+TkrL1QcgMSZbNGoKcDDrEQC6crGG9kumDZ305GfPfRW/5Iwfjy0zL65QE3zhMpkPVTAPJQgAIBElBFKO20IJiardOn9izFvim93LE+1D0NmJ19i8Bw2xcB43c5INciXjYRcNez0wVoukoy3DZv23s8lr/+tV7FVx57Wio3bUXIgwKDEeAv4MFo8VwK+FmgtONoSMbdfrb0ulJ14tLEQyiFfklZbWzDxu3mY353ZhZloLRzOQS12X/94nwkyl337LQRi98E1JS+uf/tmn3wj7nm5n/cLSiZ8pSMes/PU4N9K4wAC3BhXNkqBbwpMKpjCRSOyZb8IclmHJP886ZTBMYx9bg40xZ9QLjjHAC/yFF8Y0iU1QLuenbaiBunAakVmXL/v1UnoWtSZfqP5NolUnmZNwebWTstwALs9AgwPgXcJFDaOhkSagFQ3F9aIaRwaeJhVKk2vWb0HfWYrQttn2NdJcLhtwFsl7179qGIj/7U69Vu4GjEoisA+XHfXDqqx+G12Anpv3zgP21ITF4q2w3ue2g3dJA5uEKABdgVw8AkKOAigdL2hRCZnS2jSOo9nNHzgl4Nat1u2Hn7U3DKJ0tl6QtLOxshqj7Hr9/HkSj/uot6viWVRjTpb6Nr+ua2+ofTsXre9E3/2Iac9YxU/tKN+TMnbwiwAHtjnJglBUZQQP96LX0HkG2zBT2vewkm2v+Ggjp8DmZ/slXfAH5FA+iG6pmKxNi/jWDHBhRqERZNtCH61/tWh/71q38FC/D6U6jcDyJqQI3yJApkEGAB5rSgAAW2Fijt+C4EP89Gs6P9EWZ3/0q/jHXLHNRdsOXcUR1PQuG47L9+5Tokyua6kX4BFl4qMLbaKapzUiX+vOoknbIykDroSan6oxvzZ07eEWAB9s5YMVMKjKDApjeY34BsfRu2dxIn9vwBn0+9+WEbNuw0H/NtlMYPh6Sez5HoB4h3TALc+ey0EU36DbN9+/ZBv/ms34AGcN8SGXP6CA4GQ/lUgAXYpwPLblFg2AID+Ia3XMUxN/EgypH44mzUvYrSDgsiWb8lBtRZiFe48tnptVj8mSIovfnCVsfy17+Ktr3Hd6WQmvysjP/nsH3ZQOAFWIADPwUIQIEsAqWdD0NU1lWsDkrG8LXkqzc0lJ7zN4iRdTUtKCxHomxfwJ3PTheiaZYCmvqKxCdUYNl7p+iXzv73aRmz1dvRnEMUGIoAC/BQ1HgNBYIiEO6aACi9IEW/6zgbsPHd7mf/dWvxMeW51pOGpA5EV6Vrn50uRNMrCvhC3+F9v74a7zbu+49RaJvyiOzaFZThZz8LK8ACXFhftk4B7wuEO/SG8z/I1pFipNCDXnsTZDxZPYB4xTfcCnIdrtsphJL3ARh9c3zjT8ei9fPbnrZExg5iC0a39pR5uUWABdgtI8E8KOBagU17+erPcvT2e0M9uiAyGV1lrn12uhBN31fAzX07mNi5DMveP/X3TxljvzTUzvM6CmQSYAHmvKAABXILhNu/BcjduU/s94x5iJf/aBjXF/zSRix+CVCH9A30rwun2m/ftP++S2Rsxp2RCp4YA/hWgAXYt0PLjlEgnwJKEO5cBmC/IbT6D8TLpgDi2menV+PqbUsw6oNMt59X/fwLd972vf2+M4R+8xIKZBVgAeYEoQAFBiYwqvNzUOrVQW9jassMdJc9OLAgzpy1EIvPVVC/GnROAAAb5ElEQVS39Y2erCrtWf7WSZ95ZLvtdHHmQYG8CrAA55WTjVHA5wLhzrsB9a2B9nI3+789M7t//WfoD3hcfNjAZAG2WnozVVl816WtF57p4tSZmocFWIA9PHhMnQIjLlDWsRNsWQWo8lyxBQoXJx7HLmptrlNd++d2UejIS5Izc63s5dr8mZi7BViA3T0+zI4C7hMId1wO4Kpcie2X+itO6fldrtPc/Ocb2rBh2/mYn3RzkszNuwIswN4dO2ZOgYILmKZZnkqlJhqGUS0itQCm2HbJvqv+/uD23T079hu/RPXgsu4HMVq59r2rnHYCub8es76Z80SeQIEhCrAADxGOl1HArwIHH3xw0dq1a480DONMpdTXRWSrhSnWt34l8f4HV5b2Z3Bk8nUcnvT2VzsK6tQ5mP2wX8eZ/XJegAXY+TFgBhRwhUB1dfU+hmHoX3x6p59tNiellHpHRJqVUlEALbZtt6xYseIdhNt/B8gX+ya/vVqPusSvUATbFf0abBICUQpY3IBZswd7Lc+nwGAEWIAHo8VzKeAzAdM0dwFwRrroTunVvbdE5C6l1L2WZfWzetWa0QiPegKQL2+5TuGNU5IvXfm51KoNw6HaWLqx/L1x701fG153Qneoe//NbRmQjaWp0mU7tu7y8JSPJr01nBh9r1WbXiwLbQekXmlAQ8YdkfIZj21RgAWYc4ACARQwTVPvLH8ZgM/26r5+Xfk+27bvbWlpeX3ALCWJqTDsvWHYf0Vn+WsDvm6AJ+61114TQ6GQ/hRI/0VB/4Vh06GUetMwjFui0ehNA2yKp1HAVQIswK4aDiZDgcIKRCKRKSKit9s7Kl3E4iLyhIjcN27cuOeWLl3q6jd+q6urD07fJj8NQEVaS6/QVWdZlv5PHhTwjAALsGeGiolSYOgCtbW1Y1Op1I9F5DwARQA2iMiinp6eppUrV7YPvWVnrpwwYUK4srLyewAaNv8q1rfLReSy/m+ZO5Mro1KgPwEWYM4NCvhYQL/RvH79+rOVUvq7Xf1iVVIpdUcikbhi1apV3l0hIz1m06ZNqygqKpqrlKoXEb1nsf7LxLWtra0LV69eHffx0LJrPhBgAfbBILILFMgkkL5dq5+PVus/F5GlSqmLLMtq8ZtYbW3tBNu2rwVwarpvq0VkbjQa5f69fhtsH/WHBdhHg8muUEALTJ06dbfi4uI7AByq/3f6MyJ9a/ZRvwvV1tYebNu2fsatFw3Rx3Lbtr/T0tJi+b3v7J/3BFiAvTdmzJgC/Qrol6wAPCUiEwF0KqWuaWtrawzS7Vh92/2jjz7Sb01fk77tvlZETohGo69w6lDATQIswG4aDeZCgWEImKap32x+JP12sH4j+EzLsv46jCY9fenUqVN3TN8JODr97PvcWCz2S093isn7SoAF2FfDyc4EVcA0zVkAFqTfcH4omUye48W3m/M9fulfw/rZcH36dvy148ePv9Ltn1vl24HtuVOABdid48KsKDAggXSB0S9a6c+L9DHfsqwfDujiAJ1kmuY5AG5J/wVlSTKZnMG/oARoAri0qyzALh0YpkWBXAL6217btvUt58OUUnpBjbMsy3ow13VB/fP0C1raS3+O1QzgOH4zHNTZ4I5+swC7YxyYBQUGJVBTUzNdKXW/3h4QwAcATuBKULkJ0yuBPb7ZTUS+EY1GX859Jc+gQP4FWIDzb8oWKVBQgfQ3r7H0y1b8JTdI7fSdA/1Jlv5MKwXgQP7lZZCIPD0vAizAeWFkIxQYGYH0yk+vphfXWJZMJg/ns8zB26efnf8KwFfTdxD25e3owTvyiuEJsAAPz49XU2DEBNJF46n0RgpvJZPJfVl8h86f9nwu/Uu4OZlMHkTPoXvyysELsAAP3oxXUMARAdM0FwO4WP9iMwzj883NzasdScRHQdO3o/UdhSlKqSdisdgJPuoeu+JyARZglw8Q06OAFkh/RvMLvaCEiBzCVZ3yNy/SL2bpIjxWRK6KRqNX5q91tkSB/gVYgDk7KOBygUgkcpiIPKu/YVVKncXVnPI/YDTOvylbzC3AApzbiGdQwDGB3r/OlFLXxWKxuY4l4/PAvMvg8wF2YfdYgF04KEyJAlogvZbxS+lvVn9tWdbxlCmsQK/n7B/atn0Ed1EqrHfQW2cBDvoMYP9dK2Ca5l0Avq2UiqZSqQP5hm7hh0q/Gb1+/fpnlFKHA3jRsqzDCh+VEYIqwAIc1JFnv10tUFtbW2vb9mvpJD9nWdYbrk7YR8ml7zys1C9l2bZ9XEtLyxIfdY9dcZEAC7CLBoOpUGCzQE1NzctKqYMBLLQsq4EyIysQiUQuFJGblFLvjB8/fip3TxpZ/6BEYwEOykizn54RME3zNAAPAFhrGMak5ubmDZ5J3ieJphfp0Mt9ThGRy6LRqN7SkAcF8irAApxXTjZGgeEJTJgwIVxZWfkmgAkAzrUs6/bhtcirhyqQ/jTpBQAbksnk1JUrV+pNL3hQIG8CLMB5o2RDFBi+QCQSuUJEfqy3y6uqqtqXtz6HbzqcFkzT1Et/Hgvgdsuyzh1OW7yWAn0FWIA5JyjgEgHTNHcBoH/9VhiGcUhzc/NSl6QW2DT22muviaFQSI9JkW3b+7a0tLweWAx2PO8CLMB5J2WDFBiaQCQSuUdETgfwkGVZ+jkwDxcIRCKRa0XkUgCvWJZ1kAtSYgo+EWAB9slAshveFjBN88v6u1OlVDwUCk3lRgvuGc/0hg36V/AOSqnvxGKxO92THTPxsgALsJdHj7n7RqCmpuZOpdSZABZbllXnm475pCOmac4BcD1/BftkQF3SDRZglwwE0wiuQPrN5zX62W8qlZq0YsWKd4Kr4c6eT5s2rSIUCq0RkbBhGLvzDoU7x8lrWbEAe23EmK/vBKqrq083DOMe/rpy99D2ekZ/hWVZP3F3tszOCwIswF4YJeboawHTNPVWg0eJyPnRaPRWX3fWw50zTfMoAM/q1bFisdgkD3eFqbtEgAXYJQPBNIIpMG3atB2KioreV0olE4nErqtWrVobTAn39zq9Otb7+mUsAJ+3LGuZ+7Nmhm4WYAF28+gwN98LmKap13leICJPRKPRE3zfYY93cPN2hUqpm2Ox2EUe7w7Td1iABdjhAWD4YAuYpvkXALVKqRNisdgTwdZwf+/Tu1TpMVtbVVW1I1cqc/+YuTlDFmA3jw5z87VA73+Zt7a27rp69eq4rzvsk86Zpqk3aajmX5p8MqAOdoMF2EF8hg62gGmaNwCYqZT6eSwWOy/YGt7pfU1NzVyl1DUAnrIs66veyZyZuk2ABdhtI8J8AiNgmuY6AFUiclQ0Gv1NYDru8Y6m1+zWL2PZVVVVpbwN7fEBdTB9FmAH8Rk6uAJ6YYeioqI2AMmqqqpR/Je4t+aCaZqrAewGIGJZVou3sme2bhFgAXbLSDCPQAlUV1fvYxjGa3rbQcuypgeq8z7obE1NzeNKqeMBnGxZ1qM+6BK74IAAC7AD6AxJAdM0zwHwCwAPWpY1gyLeEjBN8yoAlyulro3FYpd5K3tm6xYBFmC3jATzCJSAaZpNAGYBmGNZVmOgOu+DzpqmeRKAR/j9tg8G08EusAA7iM/QwRUwTfMFAIeJyHHRaHRJcCW82XPTNKsB6M+RVluWtbs3e8GsnRZgAXZ6BBg/kAKmaerdj7YBsKtlWf8MJIKHO62XpVy3bl2b3h0pmUyOXrlyZbuHu8PUHRJgAXYInmGDK7D33ntv09PTowvwBsuyxgVXwts937yKGdeF9vY4Opk9C7CT+owdSIHNu+pw+0FvD//m7Qm5i5W3x9HJ7FmAndRn7EAKmKapX75qEpGbo9EoF/T36CyIRCKXiMh1AG61LOt8j3aDaTsowALsID5DB1PANM1bAOilJ7mxu4enQCQSOVdEblNKvRaLxfbzcFeYukMCLMAOwTNscAVM0/wpgAuUUhfGYjH933l4UKDXo4TnLMs6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