<snapdata remixID="8800860"><project name="2.1 Squares and Triangles Redux_Joseph Thompson" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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LgEcQxeoAYE5BFasWPGEJUuWfHv79u37bN68eRtYCCCwMIF6vV5ptVr/o5Q6UkRuXdgs/TuKAO6fJTMhMBAB59xbvfe/LSLnD2QBJkVgjATCt4gppe4RkbcMe9sE8LA7wPoIdBGw1v6wUqksn5qa+jpYCCCwOAFr7RFKqaaIPGFxMy3+aAJ48YbMgMDABIwxL9Jav0BETh3YIkyMwJgJWGuv1Vp/KE3TcFvXoT0I4KHRszAC3QWstZ/XWr8vTdPp7qMZgQACvQhYa89QSoVfbE/rZfygxhDAg5JlXgQWKVCtVo9NkuQjMd5EfpFb43AEhi5grb0rz/PnNJvN7wyrGAJ4WPKsi0AXAefcR5RS30rT9N1gIYBAfwWMMeHf1WyWZa/v78y9z0YA927FSAQKE6hWq/smSfLDiYmJxzYajZ8WtjALITAmAitXrnza7OzsNVmW7TesLRPAw5JnXQTmEHDOvdF7/wQRORcoBBAYjIC19tPe+49mWXblYFaYe1YCeBjqrIlAFwFr7feTJPnT6enpG8FCAIHBCFhr/0wpdZaInDyYFQjgYbiyJgILFjDG/KnW+hwROXHBk3AgAgj0JBA+Z6+1PjlN03/v6YA+DuIMuI+YTIVAPwSstf+slArvfv5EP+ZjDgQQeGgBa+3FSqmlInJh0U4EcNHirIfAHALh84la69emaXoYUAggMHiBarV6SJIkXxSRxwx+tQeuQAAXLc56CMwdwP9La11P07QOFAIIFCNgrZ3RWjfSNP1oMSv+ahUCuEht1kKgi4Ax5g1JkjwiTdPXgYUAAsUIWGvfrJQ6VkROKWZFArhIZ9ZCoCcBa+067/2Xsyxb29MBDEIAgUUL1Gq1A/I8/0LRX9DAGfCiW8cECPRPwBjzOe/9mmaz+dn+zcpMCCDQTcBa27777ruXXXfddbPdxvbrvxPA/ZJkHgT6IOCc+688z4/JsuwHfZiOKRBAoEeB8Nl7pdTzROTWHg9Z9DACeNGETIBAfwTOOOOM37rnnnu2isie/ZmRWRBAoFcBa+1ntdZvS9P0X3o9ZrHjCODFCnI8An0ScM4d7r2/QkR+v09TMg0CCPQoYK1d773/XJZl/9jjIYseRgAvmpAJEOiPgHOu5r0/Q0Rcf2ZkFgQQ6FXAGPNWrbUXkTW9HrPYcQTwYgU5HoE+CVhrX6OUeuww7sjTpy0wDQIjK+Cce7H3/jkicnZRmyCAi5JmHQS6CFhrL9Va35Sm6YfAQgCBYgWcc3+ilHpTmqbhZyEPArgQZhZBoLuAtfZarfU70zQN94LmgQACBQpYaw9SSm0WkfCzkAcBXAgziyDQXcBae1u73T5hZmbmP7uPZgQCCPRT4Pjjj1+y99577xCRSj/nnWsuArgoadZBYA6B5cuXL3vYwx52T5qmS4FCAIHhCFhr75iYmHh2o9G4o4gKCOAilFkDgS4CxpinKqWmsiw7FCwEEBiOgLX2C3mev7HZbH6+iAoI4CKUWQOBLgLVarWqtV6dZdkKsBBAYDgCzrkrvPefEZGPFVEBAVyEMmsg0EXAOXeB9/4AEXkVWAggMBwB59zbvff3ishFRVRAABehzBoIdBGw1v6DUurbInIJWAggMBwBa+1qrfVRaZqeU0QFBHARyqyBQPcA/rRS6v0isgksBBAYjoAx5mSt9atF5KQiKiCAi1BmDQS6B/AWrfWpaZp+FywEEBiOwOTk5FMqlUomIocUUQEBXIQyayAwh0C9Xq+0Wq3ZI444orJmzZocLAQQGI5AvV7fo9Vq/UxEHlZEBQRwEcqsgcAcAs65J3vvN4rIk4BCAIHhChhj7vTeP73ZbP73oCshgActzPwIdBEwxpyqtT5fRE4BCwEEhitgrb1ea31BmqZfHnQlBPCghZkfgS4C1tpXeO8PybLs5WAhgMBwBay1V2mt0zRNPznoSgjgQQszPwLdz4Dfr5S6Lcuy94KFAALDFTDGvEsp9ZMsy/560JUQwIMWZn4Eugg45zbkeX5plmUzYCGAwHAFjDHnaa2fJiIvG3QlBPCghZkfge6XoL/tva9lWfZNsBBAYLgCtVrttDzPXyYipw26EgJ40MLMj0D3AG5NTEz8VqPR2AkWAggMV8A5d5j3/ioRedqgKyGABy3M/AjMIbBy5crfa7fb14rIgUAhgMDwBarV6l5a6zuzLHv4oKshgActzPwIzCFgrQ23vHuNiJwIFAIIxCFgrd06MTHx1EajsXWQFRHAg9RlbgS6X37+gFLqKBE5CiwEEIhDwFr71TzPX9psNr86yIoI4EHqMjcCXQSMMSdqrV8vIs8FCwEE4hCw1k557z+RZdmnBlkRATxIXeZGoIvAypUrn9Rutz8tIgeBhQACcQhYa7+klPquiJw1yIoI4EHqMjcCXQTq9frSVqu1XUSWgIUAAnEIGGPC14JekmXZ1YOsiAAepC5zI9CDgLX2B7Ozs8du2LDhjh6GMwQBBAYsYK39Xp7nK5rN5ncGuRQBPEhd5kagBwHn3L/mef76LMu+0MNwhiCAwAAF1qxZk9x8882zExMTE41Goz3ApRQBPEhd5kagBwFr7ceVUptE5IoehjMEAQQGKNB5X0b493jwAJfZNTUBPGhh5kegi4C19mKt9bY0Td8OFgIIDFfAWrtcKfUqETl50JUQwIMWZn4EuggYY85VSj09y7LVYCGAwHAFrLXha0EPFZHzBl0JATxoYeZHoIuAc+4U7/0FRfzGTTMQQGBuAWvt+7TWd6Rp+reDtiKABy3M/Ah0D+BDvfepiDwFLAQQGK6AtXYmSZIPT09PNwddCQE8aGHmR6CLwOTk5J5JkoQvAN8DLAQQGK6AMeZbeZ4/f2Zm5j8GXQkBPGhh5kegBwFr7Y+SJPnD6enpO3sYzhAEEBiQgLV2544dO/batGnTjgEtcd+0BPCghZkfgR4ErLU3JEnyyunp6et7GM4QBBAYgMDk5OSBlUrlsyLyxAFM/xtTEsBFKLMGAl0EjDH/pJSayrLsKrAQQGA4As6553nvX1fUl6MQwMPpM6si8AABY8y7tdZbReRd0CCAwHAEnHMv9d7/oYiEjwYO/EEAD5yYBRDoLuCcO897/9QiPnvYvRpGIDCeAtbav1FK3VXUL8IE8Hg+z9h1ZALOuRVKqZemaRp+8kAAgSEIWGtTrfXH0jSdLmJ5ArgIZdZAoIuAMeb3tdZXisjvg4UAAsMRsNZ+Q2v9wjRNbymiAgK4CGXWQKCLwOmnn/6Ibdu2/ZeIPAIsBBAYjoC1dvv27dv32bx587YiKiCAi1BmDQR6ELDW/mTHjh1P2bRp09YehjMEAQT6KGCMeXySJF9O03T/Pk4751QEcFHSrINA98vQX/Per242m18FCwEEihWoVqsnVCqVNWmaHlfUygRwUdKsg0AXAefctPf+4yIyBRYCCBQrYIx5idb6GBFZVdTKBHBR0qyDQBcBa+17tdY/KOJbWGgGAgg8UMA59848z3+RZdnFRdkQwEVJsw4C3QP4Vd77A7MseyVYCCBQrIBzruG9b4hIuCtdIQ8CuBBmFkGgu4AxxmmtzxQR2300IxBAoJ8C1tqvKaXOEZF/6+e8c81FABclzToIdBGo1Wp/lOf5OhH5Q7AQQKBYAWvtLyYmJh7faDR+XtTKBHBR0qyDQBcB59yjvfffE5FHgYUAAsUJ1Gq1/fI8v1lE9i1uVaUI4CK1WQuBLgLW2vDb9wEicjdYCCBQjIAx5jla63eKyLHFrPirVQjgIrVZC4HuAfx1pdSFIrIZLAQQKEbAWnuW1vqENE3PLGZFArhIZ9ZCoCcBa+0PlVLhUthpPR3AIAQQWLSAMeYipdTOLMv+atGTzWMCzoDngcVQBAYt4Jy70Hv/VyKy56DXYn4EEPiVgDEmfPRIsiy7skgTArhIbdZCoAeBcEN47/0bsyx7bw/DGYIAAosUsNb+WCn1KhH5xCKnmtfhBPC8uBiMwOAFrLWilDpMRA4e/GqsgMB4C4TXf5VSK0VksmgJArhocdZDoIvA5OTkgZVK5fuVSuXJU1NT3wMMAQQGJ2CM+dckSd6dpmk2uFUefGYCuGhx1kOgBwHn3He9998WkWoPwxmCAAILEAgfP1JKXZZl2aELOHzRhxDAiyZkAgT6L1Cr1V7hvX9XmqZ79H92ZkQAgSBgjLlca/11EXnPMEQI4GGosyYCPQhYa7cppS4SkXf0MJwhCCAwD4Fqtfo7SZLcNjExsU+Rt5+8f4kE8DwaxlAEihQIH43QWh8lIgcWuS5rITAOAtbaNyul9hORlw1rvwTwsORZF4EuAvV6/XGtVuvOSqVy+NTUVLhDFg8EEOiTgDHm9kql4qanp8O3IA3lQQAPhZ1FEehNwFr7Ta317WmaLu/tCEYhgEA3AWPMn2utzxKRk7qNHeR/J4AHqcvcCCxSwBhzrtb670Rk2SKn4nAEEOgIWGuvVUpdKiLhDlhDexDAQ6NnYQR6E7DW3qOU+hsReWtvRzAKAQQeSsBa+wyl1CdE5KBhKxHAw+4A6yPQRcAYc4XW+jgReTxYCCCwOAFjzGVKqduyLLt4cTMt/mgCePGGzIDAQAWWL1/+iGXLlv3ce//MLMtuGOhiTI5AiQWcc4/23t+ltd4vTdO7hr1VAnjYHWB9BHoQsNZ+Qyl1l4g8t4fhDEEAgQcRsNa+Ril1iIisigGIAI6hC9SAQBcB51z4ovAPp2m6FCwEEFiYgLX2u1rrM9M0/fLCZujvUQRwfz2ZDYGBCVhr71ZKfUBE3jCwRZgYgZIKWGtXeu/Pz7LsuFi2SADH0gnqQKCLgLX2H5VSJ4vI74CFAALzEzDGbNJaXykiH5vfkYMbTQAPzpaZEeirQL1eX9pqtX6ptT4hTdPP9XVyJkOgxALW2iO01hvSNN0/pm0SwDF1g1oQ6H4WfJPW+hdpmkZzGY2mIRC7gLX2Eu/9T7Ms+8uYaiWAY+oGtSDQRcAY86da6ytEZAIsBBDoLlCv1x++c+fOrUqpJ2dZ9oPuRxQ3ggAuzpqVEOiLgLX2p0qpj4jIhX2ZkEkQKLGAtfZV3vsjsyx7YWzbJIBj6wj1IND9MvSlSikrIvuChQACcwt0PkP/ChG5LjYrAji2jlAPAj0IOOfa7Xb7tGaz+ekehjMEgbEUcM6tUEq9MU3TY2IEIIBj7Ao1IdBFwDn3Fe/9rIg8CywEEHhwAWuteO83ZFm2NkYjAjjGrlATAt0D2Hjvp0WkAhYCCPymgHPuUO/950Vkn1h9COBYO0NdCHQRsNZu1Vpfn6bpJFgIIPBAAWvt33jvW1mWvT5WGwI41s5QFwJdBGq12iV5nq/M8/zIZrP534AhgMCvBDo3rbmr829jS6wuBHCsnaEuBHoQcM69Jc/zZ2RZFt5swgMBBMJHBKy9Smu9JE3TlTGDEMAxd4faEOhBwBiTJUlyc5qmUd3lp4fSGYJA3wWcc3+S53lTKRV+Mf1m3xfo44QEcB8xmQqBYQhUq9V9kyT5qtb65WmaZsOogTURiEHAOfdY7/31SqnXicg/xVDTXDUQwLF3iPoQ6EHAWrtcKbW+c8efqG6310P5DEGgLwLW2hml1E0i8pa+TDjgSQjgAQMzPQJFCVhr3+S9PzbLshDGPBAYKwFjzDuSJDkkTdPaqGycAB6VTlEnAj0IOOem8zz/ZpZlb+phOEMQKIVAtVo9PUmSNa1W6xkbN2782ahsigAelU5RJwI9CExOTj6mUqmE14P/T5qm0z0cwhAERlrAOXe49/4G7/3zsiz7wihthgAepW5RKwI9CFhrT1JKXamUOlJEbuvhEIYgMJIC9Xq90mq1blBKrRORD47aJgjgUesY9SLQg4C1Ntz953gRObmH4QxBYCQFrLXrlVLbROS8UdwAATyKXaNmBHoQcM418jzfEvOt+HrYBkMQeFABY8yFSZJMpml63KgSEcCj2jnqRqCLwGmnnfbbExMT4fXg16Vp2gAMgbIIOOdO8d5/PM/zo5vNZrS3muzmTQB3E+K/IzDCAsaYE7XWIXzD68G3jvBWKOSRYoYAAA+8SURBVB2BXQK1Wm3/PM/D677niYiMMgsBPMrdo3YEehCw1r5GKXWSiJzYw3CGIBC1gLX2M0qpL4jIRVEX2kNxBHAPSAxBYNQFrLWf9N7fkWVZCGMeCIykgLX2PUqp3xWRF4zkBn6taAK4DF1kDwh0ETj99NMfsW3btvB68FvSNP0kYAiMmoAx5uwkSV69bdu2ozdv3rxt1Op/sHoJ4DJ0kT0g0INAtVo9IUmSrFKpPH1qaup7PRzCEASiEKjVakeF132998dkWRZe/y3FgwAuRRvZBAK9CVhrX62UWiEiJ/R2BKMQGK5AvV7fo3OzjfeLyLrhVtPf1Qng/noyGwLRC1hrP66U+pGIhDDmgUDUAtbacFe3H4vIBVEXuoDiCOAFoHEIAqMsUK/XHz47O3tju92+qNlshjDmgUCUAsaYN2itTxCR50VZ4CKLIoAXCcjhCIyiQLVa/eMkSTZ1Xg/+9ijugZrLLVCr1artdvvSdrt99IYNG+4o424J4DJ2lT0h0IOAtfZV4b4GIvLHPQxnCAKFCaxcufL32u12eNPVmVmWXV3YwgUvRAAXDM5yCMQkYK39qFLqpyISwpgHAlEIWGs/q5TaJCLviqKgARVBAA8IlmkRGAWB8A7T8HqwUupf0zR96SjUTI3lFrDWXqKUeqSIvKjcO1WKAC57h9kfAl0EnHMv9d6HM+BMRF4LGALDEjDGhK8VXLXvvvsefdlll7WGVUdR6xLARUmzDgIRC9Tr9Ue2Wq3wGcs9du7cuerqq6/+UcTlUloJBcLXC2qtq3mev7LZbN5Uwi3+xpYI4HHoMntEoEcBa+0apdTZ3vtVWZZd0+NhDENgwQLVanWvJEku1Vo/LkmSc8fpLm0E8IKfNhyIQDkFjDHP11qHs+G/FJH3lXOX7CoGAefccd77S5VSG0TkwhhqKrIGArhIbdZCYEQEVq5c+ZR2ux1C+Fsi8pIRKZsyR0jAGBPubPU2pdTqLMvC3a7G7kEAj13L2TACvQtYa8PZyeHtdnvVzMzMf/R+JCMReHCBycnJPSuVSrjk/ITOJeexvREMAcy/EgQQmFPAWvsK7/07wrtTsyy7Ci4EFirgnHt255Lz5jLe23m+LgTwfMUYj8AYCtRqtRPyPA+XpK8QkbeMIQFbXqSAc+587/07lVLnisjHFjldKQ4ngEvRRjaBwOAFnHOP9d6v1VrPho8qbdy48WeDX5UVRl1g+fLly5YtWxYuOR88Ozt7Li9l/P+OEsCj/uymfgQKFrDWXqy1fn6e5+GS9BcKXp7lRkjAOXdM55LzdSJy/giVXkipBHAhzCyCQLkEqtXq6UmShEvSF4jIB8u1O3bTDwHn3Hne+7/tXHJe3485yzYHAVy2jrIfBAoScM4d7r0PIXyDiIRbCPJAQB1//PFL9t5770u990/13p/bbDa/DsuDCxDAPDMQQGDBAvV6vRJuYam1PjB8VKnZbG5Z8GQcOPIC1tpnKKUuU0p9kV/KureTAO5uxAgEEOgi0LmP7+vDR5VERAAbP4HOl3r8feeSc7gywqOLAAHMUwQBBPoiUK1WT+m8LvxBEbmoL5MyySgIaGNMeJfzEXmeh0vOY/FFCv1oDAHcD0XmQACBXQK1Wm3/zueFf7Z9+/ZVmzdv3gZNeQWstU8Pl5y11jfyfdLz7zMBPH8zjkAAgS4C1tr3eO9P7tw96wbAyifgnDvHex9e7w031gg/ecxTgACeJxjDEUCgNwFjzNmdb1U6R0R4TbA3tpEY5Zz7kPf+qPBFCiLybyNRdIRFEsARNoWSECiLQK1WO8p7/9fe+/D/NetE5Iqy7G0c92GMOVFrHW7EckuapquVUn4cHfq1ZwK4X5LMgwACDykQvmM4SZJV3vvDlFJrw5u1pqen/wuy0RCw1p6klDpLKfV4pdSV3HylP30jgPvjyCwIINCDgLX2CO/9S7TW4TuGG1rrtWmafq6HQxlSsMDk5ORjKpXKmZ3g3aGUWp/n+eXNZvOegksp7XIEcGlby8YQiFegWq3uFc6IQxB773/RuTzN68QRtKxarZ6gtT5La32G1jrcQvJyfkkaTGMI4MG4MisCCPQoYIyZVEqFs+JjwuXpSqWydmpq6vs9Hs6wPgjU6/VHtlqtcIk5nPEm3vvLly5denmj0fhpH6ZniocQIIB5aiCAQBQCzrlDw+XpEMZKqU93zoo3R1FcSYtwzj3be787eD8ZgjfLsmtKut3otkUAR9cSCkJgvAXq9frSnTt3hjPiVR2JtRMTE+sajcbO8Zbpz+4nJyf3TJIkXGIOZ7sPD5eYO6/t/rg/KzBLrwIEcK9SjEMAgcIFwrtvO2/aCu/CDV/6EN609a3CCynBgsaYo8MbqjrB2wzBKyKbSrC1kd0CATyyraNwBMZHwFp7ULirVufy9Jc6QbxhfAQWttPVq1dPbN26ddclZu/9Yzuv7a5vNBo/XNiMHNVPAQK4n5rMhQACAxew1obPE4fXifcKQTwxMbG20Wj834EvPEILdO7RHC4xhz/XeO/XZ1k2M0JbGItSCeCxaDObRKB8As6540IQe++fH4K486atm8u30953ZK3d/YaqJ4ZLzOGzuyJyW+8zMLJIAQK4SG3WQgCBvgt0voEpBHE4K/6G1vo/8jz/uFJqyzjcNKJarf5BkiS7b5jxxfDZ3TRNp/sOzYR9FyCA+07KhAggMCwBa+0LwxuNvPf7aK3D68bhJh+3hjAOP7XWW7TWt+7YsWPLxo0bfzasOue7rrV2b631AeFPu91+YviplAp/DtVaPzKc7SZJsn5qaup7852b8cMTIICHZ8/KCCAwYIF6vf67s7OzByulDvLe7/qplNr9c6f3flco7w7pEM5LlizZ0mg0tg64tAdMX6/X99mxY8cBSZLsCtkQrt773SEbfiZa69u997crpXb9TJJk108R+UqRtbJW/wQI4P5ZMhMCCIyQQLVa3TeEcaVSebBwTkIoe+/vO3MOYV2pVLZMT0/fOd9t1mq1/UKozs7O7jp7vX/Idv4e7rV8+6+HbKVSub1SqdzGHanmKz4a4wng0egTVSKAQIECzrlH53l+3xlzkiT3D+k9d1/ODj/zPA8h/ROtdQjtPUKg5nl+X8iG/+29/7lSKrwZ6r6z1/D3PM9v37lz5+2bNm0Kl8p5jJkAATxmDWe7CCCwOIHOfZPvu6wdXmvWWof/Xbn/JeLw94mJidvCpeJGo3Hv4lbl6DIKEMBl7Cp7QgABBBCIXoAAjr5FFIgAAgggUEYBAriMXWVPCCCAAALRCxDA0beIAhFAAAEEyihAAJexq+wJAQQQQCB6AQI4+hZRIAIIIIBAGQUI4DJ2lT0hgAACCEQvQABH3yIKRAABBBAoowABXMausicEEEAAgegFCODoW0SBCCCAAAJlFCCAy9hV9oQAAgggEL0AARx9iygQAQQQQKCMAgRwGbvKnhBAAAEEohcggKNvEQUigAACCJRRgAAuY1fZEwIIIIBA9AIEcPQtokAEEEAAgTIKEMBl7Cp7QgABBBCIXoAAjr5FFIgAAgggUEYBAriMXWVPCCCAAALRCxDA0beIAhFAAAEEyihAAJexq+wJAQQQQCB6AQI4+hZRIAIIIIBAGQUI4DJ2lT0hgAACCEQvQABH3yIKRAABBBAoowABXMausicEEEAAgegFCODoW0SBCCCAAAJlFCCAy9hV9oQAAgggEL0AARx9iygQAQQQQKCMAgRwGbvKnhBAAAEEohcggKNvEQUigAACCJRRgAAuY1fZEwIIIIBA9AIEcPQtokAEEEAAgTIKEMBl7Cp7QgABBBCIXoAAjr5FFIgAAgggUEYBAriMXWVPCCCAAALRCxDA0beIAhFAAAEEyihAAJexq+wJAQQQQCB6AQI4+hZRIAIIIIBAGQUI4DJ2lT0hgAACCEQvQABH3yIKRAABBBAoowABXMausicEEEAAgegFCODoW0SBCCCAAAJlFCCAy9hV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