<snapdata remixID="11275746"><project name="Polygon Problem Solving" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAE15JREFUeF7tXQl4k1W6fpN0SdM2XdK0SWnZtcUFyiZ6RQdkuxQQuF6cC+gdNxgdmAICDl6cURZHtFBEvYAiynXuwFzphUFHUAHLpigoBR+2slto03RJaZI2SZvkn+f8fxOSLjRJkzR//nOep0/b/Od85zvv9+Ys3/+dc0QMwzAIUhr42yBVRKsJKgKpicBXb/pWpYgS0DfgaCl3BIrf9w2RLiHg5oVAnMw3hbu0lNkEyY+HIfnuG0Ts+wziy+d8Usc2bARs94+A/e5BsI6a5JOMUChUch340xZOE14R8EABkBAbChB2rINx9ZvQL13SccZO5hDFxkJ59EdEZGV3UlLwip+8DDz9FiWg/xBnGFjPnEb1yOGw6/VtyxWJgOYfUYwM0twJkE6YhOjciRDL5W2WsRw+iMZDB8H+PnwIINNu8mO3t6u7NHcSkgt3AhKJ/9rnZ0mUgH4CtPaJ/4Bp+/+1SzhRXDxST52BpFuGn2p0F1O//j3ULZoP2GztyldpayFOTAxI/b4KpQT0FTlSjmGg/8MiGNcVtJYikSDxnfWQPTe7MzX4VJZpaoJuci4sRd+02UOmXS6FJCPTJ9n+LkQJ6AuiDIPaGY/DtKPQrbQ4JQWqsipfJAa0jOXAN6jJHduqd0w58j2ihg4LaN0dCacE7Agh1+d2O6p/9SAaj33vVkr66BQkb9/pjaQuycvUG6FRJrYiYnLhLkgnPdolOlECegK73Y6KHumwV2rdcsf9fh7kq9/2REJI5WEaG6FJlLUiYtziJZCvfCOoulICdgA3O3yNG+WWS74qH3ELFgXVUAGpzGZDhVoBe13dLfESCdKNjYBYHJAqWwqlBLwNzBXKBDdXSuLGTZA9/VxQDBPsSlgi6nTOahVf7kf0yEcCrgYlYBsQMw0N0CTd8nKL4uOhrm7HpxdwEwWvApumHNqe3ZwVkpUyWTEHMlECtkDXsOJVGFYud36akL8WsXnzA2mDkJNdoUqGvbbWqZfa2AhRZGRA9KQEdMDK2FEudXljQOZCDdaAgM4HofXr30XdgjynqvEvv4L411b4XXVKQACNJ35C9QNDnOBG9O2L1DMX/Q423wQyJhM0yXFOZ7YoOhrqmw1+XaAInoDWixdRec+dTm6kHD6KqPvu5xtXAqpv5cB7YD17hqvDzyODoAlor6lGRbqSA1YsRrqp/feoAbUwD4RbDh1AzZiRrKYimQzq2nq/aC1YApJJNplsU/J5zqPGH75H9cMP+JWEgiQgYzRCo4in5POce86cpu1/Q+0T07nvrR/efQuOgExDPTRJcU5A0y1B287ig7lDs4gbCdNUUJVqfFZUUARkmhqhiYum5POZLrcKGlYsg2Hla9y6pFdvpJ2/7JNUwRCQsVigkUsp+XyiSduFDK8vh2H5q+zDiLvuRmrxaa+lC4aA5dEiSj6v6dFxAd3j/wbzLi4ULfqRUVDs2ddxIZccASGg1WrF3r17cf36da+UCUTmfv36od+qlWjc9zUrXlVV1+6+i0DULwSZlfdmw3qhhG1qen0TEBHhcbP9TkCbzYaSkhJEtKGESCRCR3vYPc2Tv/5LXNTdcduGfvLnITDV61BRWoq+E8ZA+tg0JG/91GNwaEbPESiXitktCmRTFfmSe5r8TsDCwkJkZWWx9W/YsAEjRowA6YUcqbq6GmlpaSBE7SgdOnQIPXr0YH9aptfeOQaz9NYbi5ysWJwscXeO5uelwWbmVmi1z/4GDx870VGV9LmPCFhLSlDZn9sOGjv7BSS8u94jSX4n4LJlyzBhwgS2covFgm3btmHhwoUoKirCpEmTsH//fuzYsQMajQZr165lSTpnzhwcPnwYOp2OzXvu3DksWbIEo0ePxtixY9n/FQoF3nvvPfTs2RPPPvss3nj/JMxSzilK0iuzMrFyk/uQ/+ZcJcwGLpzowoULmDFjhkeg0Ey+IVDzr6O4jVBeDMV+J+Dx48dZ4pGhNDo6Gunp6SBzQvKZwWCAXC6HVCpFZGQkLl26hOTkZPYZKZebm8sO3WTumJmZCbPZzMogz0mZiooKSCQS1NXVoWDLOTcCzp/ZDW//tcwNubfylKjVXmA/GzhwIGJjebKT3Tf7h0Qpb4divxOQoFBQUIABAwYEFBClMhV97rir3TrsDINTJ75nyUuIO3PmzIDqQ4VzCLgOxXEvLob8jeZjD9oBKCAEDKQxHKdj3e5oDv1LL8K4bi03FNA3HYE0R5uyq4YPQ9PxYxz+JKbyNiczBISATU1N2LdvH8rK3IdEolDLVTAZqlsmf+bJzs7G8OHD2SkBTcFDwDEUi6KlUOtN7VbsdwKS1S2Z8JO5WsvkqYvFE1cN54a5FcfXVgs/+fNg1g2j1Wrx0EMPBQ99WhOaThajatggFglVRQ3ESc2RRy2w8TsBt2/fDtLrkNSWG6aqqgoqlcojN8yRI0fYxQhZ+bYkpasbZu2i3th/7CaIK+aO7jF4fuUlmCx2uLphSPn+/ftTagQRAUcvGNGnL1LPth1h7ncCtnTDbN26FYsXL2bdMBMnTnS6YcrLy5Gfn4/169djwYIFIGSrqalh3TDnz5/HokWLMG7cuA7dMG8v7g0RRJDFiFFvsmH5B6VQp0ThzOUGUDdMENnWRlXEJUNcM+xc0GznTgQLdA/Y0g2jVqvZ3o64VIxGI+Lj451umLNnz7KuETJnJL6+8ePHs26YGzduICMjo5UbhgylYrEYer2+lRumLajz85TQNbthBg0aBJmMjydadi2JOlu74x28dPJUJH+6I/AEJDWsWbMGOTk5ndX9tuWJG+bOrLvbzUPcMCd+PErdMAG1QsfCSbQMiZphe8E2PBJ+H4I7VqlzOdpzwzi+aSK5HGov3kV2ThtauiMEXMPgEjdsguwZ95MlwoKATH09t32QRrt0xIcuea7t2wO266UQJyRAVXnTTYewIKC2VwZs5WVsGBAbDkRTSCFg++UatHf24jqICh3ESUlO/fhPQKsV5bHcsRGJH2yG7DfPhBT4VBkOgfIYCbvBXdKzF9JKroQPARs+3oybz3PzCvraLXTpbtm3FzUTxrayE+97QMfwK4qLg7rGELoWELhmrosRMg8k80GSeE9Ax+o3dk4eEgrWCdzMod18p61+NxcJa98NAwJKbSiXcfsP6PAb2uQj2lXdPxhNxScQ0bsPUs9d4j8B4611qCC33FEChj77AJj37IZuChct7+gweD0E22f/GqbCT8EeG6Y388IIQlbSrtWiorsqfAhYn8y93I7MGQTlDz8J2ba8abtjHpi48UPInn6Wx4uQNUC9giNg6smziHDZeccbawhQUXbObrOxF+SQi3J4OwQXvW5CQzcuuoUuQPjDZGP+KuhfeRnkZk+1zshfAn4lmQPr5vV+P7GTP6bkp6bkpFVy4qqj4+BtD7j7cyWYmmqIZLFQ1xr5aQ2Bau2YB5KRi7cE/GILN/8j14+Sa0hp4g8CTgKabDh5VczPC6spAflDuJaaOgioPF6MM7E5/CZgdO4EKHb+g7/WEKDmDgKmHP0RZxMG85uA0omPIvn/dwnQjPxtstMXuOljXHjwKX4TkFwvSq4ZpYk/CDgISK66vZQ7j+cEDJerU/nDn05r6oyK+f08XH3hbX4TUFF0GNH/MrzToFABwUPAuVVzfC5K13zBbwKm/nwOEVncSQw08QMBBwGjHh6BGxuL+E1A+hqOH6Rz1bIyuw+sV68gsv8AlP3tJL8JqDaYIYq6dfcH/8whPI01sZFgrNbwIKB82UrELVkqPCvyuMXORciChbg6azW/e8CIfncj9aT3F6Tw2H68V93piD5wBGdTH+QnAfdcHAH7twchio2DWkd3w/GFlewl2Im3wuh4G4ywL+dDWObPoqch8IV5zXrarl6BNrsP+x+vo2GKlhvR0J27cpWuhPnDQsuBItSMeyQMCLiqEQ0qbvVLCcgfAuqXLIZx7Wr2yF5ydC9vh+ADq+2oT+HOoaYE5A8BSTQ0iYqOHJAD5bFiHhOwAHDsilPs2YvoR0bzxwoC1tT5Gu7RKUjevjM8CBgxIAepx4oFbFb+NN0ZivXhx5A9+RS/CWjqHg+70QhRVBTUBgt/rCBQTckZjuQwKddpE3/ngAWAXNQATRJ3/xudB4Y+q+sWLUD9u28DYjHSTdxtqbwmYEIs4OjSE1blI3bBotC3goA1dNiKzNfJvD0sCKjtroJNq4VIKoW6rv0roQRs95Bour2qChUZqawuZEM62ZgeFgRk9HpolNxhh3QYDgmutamEYfmfYHh9hdvwGxYEJI1wrqw2fADZM7NC1woC1swZhDr8YaTsP+hEgvdzQNISbaYKtkotRDExUN9sELCZQ7Ppdr0eFc2jlKqsEuIUZXgR0HbjBrR9MukwHJr8Q/3G/0bdvLnsXXHsnXEuKSx6QDAM2JsZAST9ZStiHp8eoqYQplrO4XfYA0g59F0YEpDMA5vPnaNO6dAiuavzOe3iNUi69whPAjIGAzQpcrZxyuMn2f0GNHU9AuQKNXKVWnsdQ3gMwc04axRyMEYDPTOw63nHamA9cxqVg+5l/1bsPYDoh3/VSrOwIqBruHfCuvcQ+/ycEDGFMNVwzP3ECgVU5dVtghBWBCQtrMzqDeu1q22uuIRJg65ptWvkc0vXS/itgl1axDQ1QRMXxX4imz4TiVv+t2ssIORaXbwSEX36IvXsxXbRCLsekLRU99hkmP/xGdto+nou+N+Ehk+24Oaspz3CPywJSK4FZa8HJXeIDBkK5bfHgm8Fodboiv19w6A8/P1tkQhPAgIw5r8J/SvcuYHp9Y1ABHenME2BRUD/8kswFuR71PuRTGFLQNI4xyqMOqcDSzqHdFe3S/TIUVB8ua/DisOagE0XL6DqniwWBElGJtIul3YICM3gGwKuLjBvYjPDmoAESsPyV2F4fTmLqjx/LeLy5vuGMC3VPgIuq17XcHtPIAt7AhIQKvv1hfXKZRYP1fUKiFPTPMGG5vEQgZoxI2A5xMX4KY8eR+SgIR6WDPM5oCsK5cQ32NTETY4brOzrOpo6j0DD5k24+bvZrKC4eS9C/tYar4QKogckiDCNjdDEc0d50EWJVxxpN7P14gVUNs+xI++5F8qffvZasGAISJCxlZVB25vblyrJyEDa5eteA0YLcAi4LTo6EYkuKAIS4FwXJTEzn0TSR59QTnmLgNWK8thmv2obUc7eiBMcAQk4FalJsNfdZHGKHDwUyu/omxJPSeMad0nKKHZ/jehRYzwt3iqfIAlIUKjMuQvWc+e4OaFMBnVtvc8gCqWgrfQXaO/oyTVXJELyjs8hzZ3QqeYLloAENd2UiTDv+YLDMzISar2Z3bdKU2sEGg8eQPXYkdwDsRhpJVdahdf7gpugCUgAM237K2qfesL5rSZ3D4sTuI3uNHEIkAMlycGS7BfVzwdBCZ6ABNSm4hOoun+wk29pl36BJLM75R+A2unTYNpRyHV8iUlQaXV+xYUSsBlOxmiERsGdOU1S8qc7IZ08xa9g80qY1Qpt3+6waTSs2hHZ/ZB66qzfm0AJ6Aqp1cqSkDGbueFGJoOqVANRPLfbTiip8ei3qB5x6wJI6aTJSC78e0CaTwnYBqyalAQwBr3zSWzeAiTkFwTEAKEk1K7TsSdMMA23jjcJtK+UErAdBlgOH0TNuFGAjTtIkaSUb48hasjQUOKMf3Sx21H75HSYCj91ypP07MWudAOdKAE7QFj3+FSYd90afsiwnHa1DOLExEDbJijyLQcPoMbhXiE1RkZCefA7RA72PKKlM4pSAnqAHtlpV9m3B2wV3IScJNlzs5H4znreRtWQ9+KV92axpxawSSQCO9xu/h8PEPFfFkpAL7C0HCxCzfgxbsOypHcfpOz+GpJevb2Q1EVZbTaYv/oSuqkT3RQguqed5+Ilg50oAX1AvObfp8Dy+a5WJWPz5iN+6ashNzyTsKmaCeNg++Wau85iMZTFpxGZ3c8HFPxThBKwEzg2fLQJZBeY/SYX2OBMEgkUn+9B9IhHumyIttfqYPjjUtRv2tiqhRFZ2Uj55pDbQZGdgKFTRSkBOwVfc2GbDTVTJ8Gy72u34Zk8PTV1GrpNn4G7cgayPWNAXvMxDGzl5bBduwrjugKYd+1s1SpxairkK96A7Kln/NFiv8mgBPQblJwgQoKaSeNhvVDC/h9ffBqGgfewf1dJY3DqhbkY27s3onZ/gZgn/xNRQ++DpFuGxz0lOZSdnLln/uzvMK5bC3t1VfstkEgQ89g0JP1lm59b6T9xlID+w7KVpLoX89B4oAg/TJuOQa8tdXtuF4lQmtkdF6dOw2MpCuj/+HLnNRGJIFGnQ5yejuRthZB0D/332ZSAnTd7hxL2fLgJA+ZwG3cciRCwLL0bTk+dhl+nq6D/rz90KMc1g0guhyQ9HdGjx7FbTSU9muP0vJLS9ZkpAQNsA5PJhNrmK+qrpTH4edbzGP/SEihSuUtbSLLX1sJe3fb5ea7q2bQViB7+UIA1Dq543hJwy0tAvCy4YPlSW8ncKVAuWorM7KGo52IcaHJB4HwpsPQj7oPi932DRsQwDONbUe9LDfyt92VoCX4gwAsCPpgHNNCbWfnBKC+0VCUDe97wooBL1qD2gL6pSEuFMwL/BAr30C93uK7tAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Polygon Problem Solving"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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