<snapdata remixID="9820386"><project name="Gray Meredeth 3.3 Polygons/Variables" app="Snap! 6, https://snap.berkeley.edu" 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sSoiTNwYAtDEgpO7igoQgESErAoQgLLKT84JQGJAVgUIQFnlJ+cEIDEgqwIEoKzyk3MCkBiQVQECUFb5yTkBSAzIqgABKKv85JwAJAZkVYAAlFV+ck4AEgOyKkAAyio/OScAiQFZFSAAZZWfnBOAxICsChCAsspPzglAYkBWBQhAWeUn5wQgMSCrAgSgrPKTcwKQGJBVAQJQVvnJOQFIDMiqAAEoq/zknAAkBmRVgACUVX5yTgASA7IqQADKKj85JwCJAVkVIABllZ+cE4DEgKwKEICyyk/OCUBiQFYFCEBZ5Sfn/wd+0Rkg7I4OOwAAAABJRU5ErkJggg==</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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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tyitkM2Y0d+GZ5WQv+czSpXxVXYJM9KlLAEKcFl8Fe48q/5E2c2H01+qoeFFaqgPPhV8QUZtWjfM3r9C3NXe21to/lL/7vie4azyk5wONhGKvTqnVNsHZJ4ulS2p/X4mu0t69BjLyfaQb3P5GaX4N92hC4NkxSVZDelgr2PraLHN3fRSWLPS79hSlFdoKFfW81LjstSqxFF4b+8GGfM5LWmK3eH9L3l0rfqUZL4qaaJPMbHcM1xsATbSGS1KBd9Q8JpEoF/5L9jRU9pCvyjAoali0ZACHHUa9pn2evkm+NR7v14Ynq8ntfWpS6/WKzS9/rLNB9h7tk2PbGLv34t5C/b2Dt+xUNq8t3ei31Irv7e3WtdN4T3DI7K6QOmm7rjsGc4qHxyPONGhJi9JWWmjp/zbWlSfuENHqnU59Gt4nlXqVyGfrLQuo9Q+1YqFcSsvQAGuvGn4ERvSwZN3guLbpqFc4b18xbYPH4mbLQvv7Q223F6qp732quztrZba5j3D/lIZ+y8TThGj5wxnle+U1B2Ow9s3I/NIuLa0ysruI/kPh5EwUmeLUr1h2tImHgIU4CjysLu217T6r8nTATJ2flGfaINPzNZcJl8PaNPwaXpCG6JYQuRzxmlvb7UwHNkzfLXsjO3l/3WSbyBeEjJSR4tSfdUiS9q4Rby5Gdkgb8cTZTYmzSDJ66EA1zq7lfpNd6LfjGu9nlrPN/rc3qWSTp9k6trv7a2WQ7g9w1/V33ZeEOWe4az86yR7bGEGe0dGdU2F29EiEMhq5A7JFDzcxMhc1yKPLUiOXTYU4FomrKH+XMl8fvOn3krc1bz5rmkTnCn7FQ0Nf6mWS4lkrsJ7e0ckc666D++NZm9vtVSCPcMDnTLmorjuGQ5OdDIyIW9w8/bMyDxeLa2kjFvc18/2Ey2qK//hIUnBc2QdFOBaJOo10/dR3i6XH/yvwvt6/75v2FPKtOmPLyTz97WugeC3reAc5foJUhafvb3VuqYK7xkelvxL1X1ER7VCmGjca2V3qJP/7CQPuXipq5XOaOUu6IIpKuLJSfkReTsdJ/NcwUFpECsBCnC109FQ/yHJ+5rkX6yh4cVVm66h/mzJO1PyT9PQ8I+qNk+tBz7r7u01beODktl94qntj1SvU3ThvOB3yGS/zl+1o4bNNwo8Z/hxbZp+gJYdVtP7A/rl32Bl310oAVb21lbVvalQu6n+96xGbpPMkYUdzA0Zee8p3I4WcROgAFczIzPTl8rTMTKmTY+8EGwlqO5rn+lvk938SfsGrc+V+xzW6sYadvSu1T+U7IcmaB4UmPnqbp4yh/e/5DB62tcVkzD+h7qbTwrLXIl2/Ro52cpMFtOL01jJ24uvoSdWz8ruIfmPTfjkrDFd7ckZ1cX2pLRKXFtJHYMCXI3M7jPtH+Wnlkv+WuWH2/SYnq/GNNsccy9tp1T9csmbLS8f7Bn+n5rNXY2JugZ+Lul92xj6bqXsB7Vo3h+qMa0TY47+Jv4TSYdsI96fqLv5g7Vcxw2yO+flPxWmaFhpfquC/0Z4bUugX/nPWSk4lKXQK5+St9sxMs8Uasjf4ydAAa50ThrSwZN3vrLlRKuvV3r40OPNSp+65QStz2soFxzi4ear6/Zmydv64IZU3RwtesOgm4uqYNTn3NWo/MiarUb0dLgWN99ZwZlCDdWvkZVW5q2FG5tfZeSV8fSfwjO43AJHl7MXPnYKcHiryVvuqh20XX3w9e9+srZNj266u1JDlzzO3tMOkzHBgx0e0vPDbXpKbt6k0blqjYxpHOtgutTd1FOyTVI6dq3ulOz4QzDWqLv54CiWyCe38tX5JqF8Q1dGoABXIlMN6XdtOdHqGg3lzqrEkBUdoyG9bMvXuMGJWzdWdOxaDNY50CGjscXWapV6mo+oxfSxnqNz4HYZzRsTo1WnepojORGpmN8urexnWlX3zVj7RhAcv6VHgB7RlBTgcuFn1p+3+ZB/Y4MnFgW/x8XzNav+BFmzXNb+m9YPB/tJ3Xl13Tlbym/9dXMqdYAWzX3QnYVUONLRc6Mf2HrUVKO6566t8Gyhh+Pu3dBU22yYlf8LyQZv6id9cTd5IaH4/50CXGqO9pn+Gvk2uIlkWL43X49uXF/qUDXrt/eMmfL84Pfgenmb78z+Y83mLneiroHg98w3jBvmTHU3B0+RmpqvroHg6VgXj1v8XepuLnhyUjXB2L9aui77qUu3c7EnBbiUrDXUf0Qyy2Vsn9YNhzyEvpSJqtRnVn2XrGmXbJuGhn9QpVkqO2zn6nNl7NhP7kb/rSXNb6nsRA6NtnDgZlm9eUzE1pynnqZIT0Ur5gQnyX48o7qrHFKvaqicKFZV3tgNTgEuNiWz0l+R1Tvkm/l69IWVxXaPTfu9px8tz14mo5u0Lvf52MQ1USAL7zpUdmTrG9s8M0uLm4ZiH3+lAzx7dYN8GzwGcOzL1B2mJW+4p9LTFTte2DOMJXNtRt62tpkVO2Ui2mflXy/Z1sKLsaszqmsu3I4WcRagAIfNTsO0udq8b9G/V6nhNj2sF8J2jW27fTVd+c17hg+R8m0a2lTzbStF2XStvkeyrx37iU+nq6f534oaJwmNOwc+JzN+n6j5nbqbDo3D8op4is/wBnmv4ik+0panSv3fJMetvpRanioVh6u8/BgowGEM997hQHm538iYhVqXC3PST5hR49NmVvoUWbNEeXuUHsvdF5/AxkXStepLkjln7P9rb1L3vHfGNuZqBda16r8k845xFovUPe/cak1ZzLjFfA1tZD/corrkHJ9aDNTL2mY1Evy09R/huvNc5XBO8W5FAQ6Tn5kz9pbx12oot0OY5k62mZl+bvPpWes3Phrb+M8emCtfd2wVn7F7aMm8J2Ibd6UDG31E4dZPE4ro8I2JlpdVPvgqfOw3Fttu/OOMUidWmsm18bIKTjWzx4eI+38zSr0+RDuaxFyAAhw2QQ3plTK6ROty14ft4ky7WeljZfVFDeWOjn3MCwfWyuqgMXFae6p65iXvm4mJktG56hQZM/aUNaP7tKR5dpzyl1X+fEkXhIhp45avoYdDtE1kky1fPz8taUaIBZ6bUWpRiHY0ibkABThsgmalvyCrQzSU+0zYLs60a0hfKaN7tS53aexjHn0sYfvYOG2/uudlYh97pQLsWpWVTMu44frU3VzzxxBOtqQbZA/OB/dMhHgZ2fe3qO6aEE0T2SSrkeMlE/IcAe+gjMz9iYSYYouiAIdN+Oi+39Uayr06bBdn2jWkn5RnmpzYF9x1+1GSd+tWtnZ4Z/W8KXgebbJfnbfsJFO/jYP3/Teq+4jb4rb4rPLBPQUHhojr3zNKfSxEu0Q2ySof/Pb7kRCLG8woNSdEO5o4IEABLiZJM+tvkzEXaSj3i2K6xbptQ/rdsvY8rR8+KtZxvjy4roGHJL1mTLzWfEo9Td9xZg2lBtq5+pMy9tvjuv9R3c37lTpkNfutUH6xkRaGmOO5DfJ2PVFmyn0NfbVs/fbyg7ufC379bKUvtSp1XghPmjggQAEuJkkz69tlzL4ayrUV0y3WbRvSwfGUD2v9cF+s4xxTgFd/WbLjn3d8jbqb3+/MGkoNdJuPZzSXqrvpjFKHrGa/62T/MSX/rjBzeLKZ96iuP0zbJLXp18ixVua6MGvy5b3uWJnoH/QSJljaFBSgABckelmDvdIHKaVfaig3s5husW7bkF6vvN4e6+1H4wEXrjpa1vxq7P9tfG1K76hlh22ItXc5wZ119/aalvurZL0xwxj7Ni2ZF9tDYbLKPyxpn0JLt9K3WpX650Ltkvb3fuW/Y6VPhFjXIxml9g3RjiaOCFCAi01Uw/Q7ZLVA61/4dbFdY9d+5vS3ymiphl44PHaxFQqoayA4e3vvsYVIJ2lJc8h9lIUmiOHfFw58VFbfHxfZo+pujvUbwn7ll1opzFPCntkgb7cTZfIx1K9KSFfLpraXH9y7UHCLo5F6W5TqrEogDBqJAAW4WPaG+nMks4uGcrH8yq+o5TSkg69yn9bQsHtbGroGggdhnDZuvVeru/lDRRm41LhrIDisYvx+2a+puznWP4n0y86z8m8PQ23lv7NV024K0zYJbVZo07uNvBvCrMWT1/Qema33wYfpTJtYClCAi03LzPrXyphrNZSL5U0vRS2nIf2QrD1O64d/V1S/ODReOPBuWY3/h+sFPZ3aUVfM3RSHECsawyl3TtMu+b9Kmj7uU/8xWtIc+5sCs8r/SdIeIUwuzyg1/o1ViG5uNlmh/BVGOjlE9I9nlNozRDuaOCRAAS4lWQ3pu+V5p+mRjb8ppXss+uwz40j5/tc0lDssFvGUEkTnwJMy2nVsV/tBdc8LuZ+ylEkj6tO16gTJ/HjM7FZPqafZiW1x/cp/xUqnh9B7pkXerkbGhmjrdBMra/rlPyVp50ILMdKlLUq5/61boYVOsb9TgEtJeMP0i2RsWutysTr4oKilzEr3ypqchl5wd0tD18CVksbftHOVups/XpSFC427Br4nafw+2W+qu9mJg2Gysm+W/JvDUFt5b26VuSVMW5fbrNCmo428cTcTbntFRt4bW2Rit8/bZf84xE4BLiULwZORjPfvWpeL1dF/RS1lVnqtrP9PsX8C0mSL6lh9rDw7fvvGX9Xd/MqiLFxo3DXwF0k7jgnVN+9Vb5MTR6MW82lP0r9mlBq/zcyFLBUVY1b54Cle80N0erxF3l5T4VuBEBaJakIBLjWdM9ODMv7HnCxgwRsI612l9bnGUpcfm37bKkzyj1P3EaH2VcZmHZMF0nX7eyXv2nFNnHujkVX+ckmnhjBP/O+dW96QPBbyd/HlGaXCFOoQtDSJkwAFuNRszEr3yJpNGnohFo9/K2oZDdO/JGOnaV3O/S0Njn81GypvCfmqPatN75S8G0OtWd68jMxAuLbutVohe6SRH+orZSv/ba2aFtt93u7pxydiCnCpuRi9ielyDeVi8QD0opbRkL5HnvdZp28ie3HBnauOlxl3iL3RU1rixs1JofK2cOBJ2XE3m1l7gnrm/TRU/5g0KmbPq6SlGaXGPXQjJgupQBhZ5S+RFOamqim3N7oCvM4MQQEuJ1UN6Qdl7fu1fjh47qkbr5n1h8qYn2sot78bAReI8vyVdRqe8ZxknNyeUzAH29xuZV9Q/cYddOHRIwX7x6xBVvlvSfpUiLASfepT2NPBJF2ZUSrMNqUQpDSJmwAFuJyMNKQvkeyzGhr+UjnD1LRvQ/25ktlJQ7kv1nTeak7WteqHkhl/AEfsD6gIRbLNA0fsj9Q978Oh+ses0QqNZIzMinBhea/PyPxvuLbutMrKzpX8kAdq+O/JaFqogzrcESDSFwUowOVcC5uPcrTLNJSbW84wNe3bkL5T1pyViKM0X4TrHPiIjMYdQWkeU3fT2KMqawpdocm6Vj8q2b3GjGb1UfU0/6BCM9R0mC1P/gn2voY5enFxi1Ln1DTAGkzWr3yPlcJsYQyeELXTVDqaswb8sZqCAlxuOoKHGaTsO/Tw8Npyh6p6/33rZytvbkrUwyQCtAvu3E65/HOSnHpIQcF8b/OhE/KVTu2gC+Y+X7B/TBtklQ/Os/5oiPDuzyh1UIh2TjUp4uvn72WUCvOQBqfWT7B/F6AAl3s1NKQvk7HrtG64t9yhqt5/Vn2HrJmloVzytjQsHPiZrMY+jtCaf1VPk7v7STtXXypj/2XMdWH0cy1p/kDVr5UqTrBCIx8wMqFuIDPyDm6RWVPFcGo69H/KHurLD/U4QSt7XKvqkrOdrqbSbkxGAS43Tw3pd8naC7R++Mhyh6p6/5n1v5ExF2goF3IrSNUjqtwEXQPBJ4XvjBvwYXU3v6Zyk9R4pK6BP0oa//i5T6q7+bs1jqSi010tO2N7+U+HeQC9kc5rUcqdeywKSPUrf6GVwpw+t3GDvFedKDNcUXwGi5UABbgS6WhI/1lG87Qu91AlhqvKGLPS+8lqlYZyu1Vl/KgHPf+3r9LwcPBYt3Ev743qPjzUfsuolzBm/q47jpL8W7eKqb5+J134+syTrLMAABNESURBVP+LVawlBLNC/o+N7Akhut6TUcrd88rHLTCr/O8lzSm0biP9sEWpjxRqx9/dFqAAVyJ/s9LfkNUaDeW+XInhqjJGQ/oMGc3RulxytzR0DqyQUWaMn9VS9TS7t5+0c6BPRgvGrSWrnubWqlwfNR50hUY+bGRC3kjm7ZuReaTGIVZ8uqzsgZJ/X5iBjewHW1SXvIeKhFn8FGpDAa5EsmelW2V1poZyR1diuKqM0ZBeKaOLtS4XcgtIVaKo7qBdq0+W7BXjJrlf3c3u3cjTNRD8Q33g2LWYU9Td9I3qItZm9C1fQwef5OsLzWilzlal4n+PRYGFrFD+bCOFefZ28PXzLifKbCxkw9/dFqAAVyp/Den/k+8dokc3rq/UkBUbZ+8ZM+X592oo96qKjRnHgRau2l3WPL5VaNY0qacp5L7LGCysc/XhMnb1VpEYu4eWzHsiBhFWJIR++dda2fcWHszekVFdU+F28W6RVf63kl5XOErzs4y84wu3o4XrAhTgSmWwof67Cs6uHcotr9SQFRunId0m2WYNDSd/S0PX6hsl+84xdkaLtaTZnf2kCwcWyerscZ9+/0vdTe+q2DURg4H6NfJxKxPyhjJvz4y28eYqBusIE0JWdh/JfzhMW8melFHduH3t4XrSyi0BCnCl8jWz/gMy5lQN5d5dqSErNk5D+hey9utaP/yzio0Z14EW3jFf1g8e8/by173qbn5tXEPeKq6ugd9JOmTsmwjvc1py+GXOrCFEoNfK7lAnP7hxLhWi+RczSsX3HosCC8gqH/ye3xdincMj8nY9TibY184r4QIU4MolOKWG9HManravnvjbnys3bJkj7f6K3VS/6WEN5YKTh/Jljhb/7mevbpBv120VqK/Xqbc51P7LSBfZMXCYPG19/KJnZmlx01CksVVh8n75N1jZ+L1prcJaww1pVmTkHRuuLa1cF6AAVzKDDdN/IKtfav0LV1Zy2LLGmjn9MzJ6u4ZemDpbGrpW/1qybxnrZs9X97yLyrKsReeuVedJ5sKxU5mb1d301lpMX+s5+jVyspUZf+NcrcOI0Xz2UxnVjd/PHqP4CKWSAhTgSmo21H9Y1pyk9bn4vIOdmb5exn5fQ8M/rORSYz1W10DwoImLx8X4J1l9feu4/Xj9N2C8UyTtOS7OM9XdHDy+LnGvG2R3zssPzoaOVx6ikc6PyNuJr5+jwY9iVi76Sqrvpe2USv9V03K76CH9pZJDlzTWfnqlNqWfVj63ox6Ts2cHF732Bbftr7q6B4ruF9cOIyMHaOlRD8Y1vHLjysr/pWTfVu447vc3N2bk8XW8+4kMvQIKcGiqkA1n1t8moz/LKvrfG40Ok9VuWj98VMjok9OsayC443SfBCzoEXU3jz+OMgHL+vsSssoHZ5OPv3EuUWsMsxgre2qr6vg6PgxWQtpQgCudyIb0fFn76koPW/J4xjypoVyi7p4NZdE1kJXUEqptvBv1q7t57Ole8Y636OhukN0zL/+xojsmrIORt1uLzJMJWxbLmUSAAszlkUyB9lvnKlW/WrIOX+PGyvqHq2feXclM0phPwc9I2inp65xkfc9mlNp5Cq9/Si7d4X+cpmS+WHQxAl0DrZvPU7Y2t/msbtkYPcTAs9tcijGvkvyDZUxawTnW3c3JPTr0ZQD9yp9npXF3fxeTbLfbWumcVqUWu70Koi9WgAJcrBjtEUCgKgJZjdwqmSl3v4KVvbVVdW+qCiqDxlqAAhzr9BAcAlNLYIXyyyS1GWlG0ldupY2edFmLUmOfepX0hbO+lwQowFwMCCCAAAIIRCBAAY4AnSkRQAABBBCgAHMNIIAAAgggEIEABTgCdKZEAAEEEECAAsw1gAACCCCAQAQCFOAI0JkSAQQQQAABCjDXAAIIIIAAAhEIUIAjQGdKBBBAAAEEKMBcAwgggAACCEQgQAGOAJ0pEUAAAQQQoABzDSCAAAIIIBCBAAU4AnSmRMAVgd5GXeRJWjCo81yJmTgRcEWAAuxKpogTgRoL9B6kvYynh4Jpra/9Ou7TYzUOgekQSLQABTjR6WVxCJQu0DdHXzdWz24uwEY7ta/RqaWPRk8EEBgvQAHmmkAAga0Els3RG32rH9U9pwOCP47soAc8ow+dtUa3woUAApURoABXxpFREEiUQG+jbpLV1R1rdUWwsN7ZOkVGJ3YM6h2JWiiLQSBCAQpwhPhMjUAcBfoa9XEjnbxgUG96eXxLG3WLlb7RPqjvxTFuYkLANQEKsGsZI14EqihgJbO0UQ8a6ZQFg7ppXAF+h5WuWDCo/Y1kqxgGQyMwJQQowFMizSwSgXACS+foAmv1mvZBfWJbPfoa9V1j9McFa3RBuBFphQACEwlQgLk2EEBgs0DfIdrf5PWHkREd0PWH0e1H41/d/6D96ur0gE3pH9rv1YPQIYBA6QIU4NLt6IlAogT6GnWVsXpgwVpdONnCls7W+dbogPZBfSxRACwGgRoLUIBrDM50CMRRYFmj3ulLX2sfHN12VOjV16gHPOm0swb1X4Xa8ncEENi2AAWYKwMBBNTbqNskXd4xqKvCcPQ2bv70+9mOQR0Vpj1tEEBgawEKMFcFAlNcYOkcnWqtjm8f1LuKoehr1I3G6KcL1ujrxfSjLQIIjApQgLkSEJjCAl9/g7b7y/N6UL5OaL9v86fg0K++g3SUPP3kldtp/1Pv0vOhO9IQAQQowFwDCEx1gd5G9RmrHdvX6rOlWPTN1uXW6K8dg2ovpT99EJjKAnwCnsrZZ+1TWmBpow6x0oCM9m9fo8dLweiboz1kNx/c0bxgUPeWMgZ9EJiqAhTgqZp51j3lBfrm6CeyWt0+qL5yMPoa1S6jpvY1OqGcceiLwFQToABPtYyzXgSChyvM0XuN1eL2Qb22EiB9jfqdNTq7Y42uq8R4jIHAVBCgAE+FLLNGBMYJ9Dbqf+RrScd9+kklcHoP0gnytLBjUP9YifEYA4GpIEABngpZZo0IvEygr1FnyOqt7Wt1XCVh+mbrWhn9un1QX67kuIyFQFIFKMBJzSzrQmAbAktma5c6owdTRkefuUa/rSTSxXP0+rzVyhGr/Reu1dOVHJuxEEiiAAU4iVllTQhMINA7R1+V1UjHoM6oBlJvo74so7qONTq9GuMzJgJJEqAAJymbrAWBSQR656jJWPX7Oe3f+ZD+Ug2snv30Si+tB61RS8cara7GHIyJQFIEKMBJySTrQKCAQF+jsrK6oX2tvlpNrL7ZOl1Gx7QPKlPNeRgbAdcFKMCuZ5D4EQgh0NOoD3tWX2xfq6YQzctu0jdbq32jSzoH9cOyB2MABBIqQAFOaGJZFgIvF+ibo0FZndk+qP5ayPQ1qkVGF7evUWMt5mMOBFwUoAC7mDViRqAIgb45WiirQ9sH9eEiupXdtK9RP5TRPe1rtKTswRgAgQQKUIATmFSWhMCLAosOUUN9Xg94eR121v1aW0uZZQdqtp/S3cMpHXDOvRqq5dzMhYALAhRgF7JEjAiUKNDbqCuN1RPta3V2iUOU1a1vthZbo907BvWZsgaiMwIJFKAAJzCpLAmBQKBvtt4i6d83eNr/wjUajkLl/Dmq397Xg5L+qX2tbo4iBuZEIK4CFOC4Zoa4EChToG+OfmWsvr9gUN8sc6iyui9t1D9bo5Pa1+htZQ1EZwQSJkABTlhCWQ4CgUDvHH1KVp/sGNz8KTjyV2+jbpbRdzrW6NuRB0MACMREgAIck0QQBgKVEjj/rarb/gk9YH19quM+razUuOWM03uQjjaevr1hdx1w4a81Us5Y9EUgKQIU4KRkknUgsEWgr1FfMlZ7L1irT8cJZelsfcsaPdo+qHPjFBexIBCVAAU4KnnmRaAKAktm68A6aY1ntP9Zg3qkClOUPOSyRu3jWz04Is1ZuFb3lzwQHRFIiAAFOCGJZBkIBAJ9c/R9WQ22D2pRHEX6GnWOjBrb1+ikOMZHTAjUUoACXEtt5kKg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