<snapdata remixID="14594150"><project name="polygonProblemSolving" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="polygonProblemSolving"><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,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4AezdCZRcVZ3H8d+rrTuQBCQCSS8BZF+GIIsc8HB0UGRcQFzAOYqDDkfFbcZBVGQUVHQQN2SUMzgq4yiecWHGBZcBwQUclUUgCEFINJDuzoIQwHSWrqquN//7ujqGJN1d3V2v3nK/fd6t914t797/5yb96/eql4L4QAABBBBAAIGOCxDAHSenQwQQQAABBCS/A5h/AQgggAACCCQkQAAnBE+3CCCAAAJ+CxDA/s4/lSOAAAIIJChAACeIT9cIIIAAAv4KEMD+zr3flVM9AgggkLAAAZzwBNA9AggggICfAgSwn/NO1X4LUD0CCKRAgABOwSQwBAQQQAAB/wQIYP/mnIoR8FuA6hFIiQABnJKJYBgIIIAAAn4JEMB+zTfVIoCA3wJUnyIBAjhFk8FQEEAAAQT8ESCA/ZlrKkUAAQT8FkhZ9QRwyiaE4SCAAAII+CFAAPsxz1SJAAIIIJAygQ4HcMqqZzgIIIAAAggkJEAAJwRPtwgggAACfgsQwB2cf7pCAAEEEEBgXIAAHpdgjQACCCCAQAcFCOAOYvvdFdUjgAACCGwrQABvq8E2AggggAACHRIggDsETTd+C1A9AgggsL0AAby9CPsIIIAAAgh0QIAA7gAyXSDgtwDVI4DAzgQI4J2pcB8CCCCAAAIxCxDAMQNzeAQQ8FuA6hGYSIAAnkiG+xFAAAEEEIhRgACOEZdDI4AAAn4LUP1kAgTwZDo8hgACCCCAQEwCBHBMsBwWAQQQQMBvgamqJ4CnEuJxBBBAAAEEYhAggGNA5ZAIIIAAAghMJZDvAJ6qeh5HAAEEEEAgIQECOCF4ukUAAQQQ8FuAAM7v/FMZAggggECKBQjgFE8OQ0MAAQQQyK8AAZzfufW7MqpHAAEEUi5AAKd8ghgeAggggEA+BQjgfM4rVfktQPUIIJABAQI4A5PEEBFAAAEE8idAAOdvTqkIAb8FqB6BjAgQwBmZKIaJAAIIIJAvAQI4X/NJNQgg4LcA1WdIgADO0GQxVAQQQACB/AgQwPmZSypBAAEE/BbIWPUEcMYmjOEigAACCORDgADOxzxSBQIIIIBAxgTaHMAZq57hIoAAAgggkJAAAZwQPN0igAACCPgtQAC3cf45FAIIIIAAAq0KEMCtSvE8BBBAAAEE2ihAALcR0+9DUT0CCCCAwHQECODpaPFcBBBAAAEE2iRAALcJksP4LUD1CCCAwHQFCODpivF8BBBAAAEE2iBAALcBkUMg4LcA1SOAwEwECOCZqPEaBBBAAAEEZilAAM8SkJcjgIDfAlSPwEwFCOCZyvE6BBBAAAEEZiFAAM8Cj5cigAACfgtQ/WwECODZ6PFaBBBAAAEEZihAAM8QjpchgAACCPgtMNvqCeDZCvJ6BBBAAAEEZiBAAM8AjZcggAACCCAwW4FsB/Bsq+f1CCCAAAIIJCRAACcET7cIIIAAAn4LEMDZnX9GjgACCCCQYQECOMOTx9ARQAABBLIrQABnd+78HjnVI4AAAhkXIIAzPoEMHwEEEEAgmwIEcDbnjVH7LUD1CCCQAwECOAeTSAkIIIAAAtkTIICzN2eMGAG/BagegZwIEMA5mUjKQAABBBDIlgABnK35YrQIIOC3ANXnSIAAztFkUgoCCCCAQHYECODszBUjRQABBPwWyFn1BHDOJpRyEEAAAQSyIUAAZ2OeGCUCCCCAQM4EphnAOauechBAAAEEEEhIgABOCJ5uEUAAAQT8FiCApzH/PBUBBBBAAIF2CRDA7ZLkOAgggAACCExDgACeBpbfT6V6BBBAAIF2ChDA7dTkWAgggAACCLQoQAC3CMXT/BagegQQQKDdAgRwu0U5HgIIIIAAAi0IEMAtIPEUBPwWoHoEEIhDgACOQ5VjIoAAAgggMIUAATwFEA8jgIDfAlSPQFwCBHBcshwXAQQQQACBSQQI4ElweAgBBBDwW4Dq4xQggOPU5dgIIIAAAghMIEAATwDD3QgggAACfgvEXT0BHLcwx0cAAQQQQGAnAgTwTlC4CwEEEEAAgbgF0h3AcVfP8RFAAAEEEEhIgABOCJ5uEUAAAQT8FiCA0zv/jAwBBBBAIMcCBHCOJ5fSEEAAAQTSK0AAp3du/B4Z1SOAAAI5FyCAcz7BlIcAAgggkE4BAjid88Ko/BagegQQ8ECAAPZgkikRAQQQQCB9AgRw+uaEESHgtwDVI+CJAAHsyURTJgIIIIBAugQI4HTNB6NBAAG/BajeIwEC2KPJplQEEEAAgfQIEMDpmQtGggACCPgt4Fn1BLBnE065CCCAAALpECCA0zEPjAIBBBBAwDOB7QLYs+opFwEEEEAAgYQECOCE4OkWAQQQQMBvAQJ4m/lnEwEEEEAAgU4JEMCdkqYfBBBAAAEEthEggLfB8HuT6hFAAAEEOilAAHdSm74QQAABBBBoChDATQhWfgtQPQIIINBpAQK40+L0hwACCCCAgAkQwIbAgoDfAlSPAAJJCBDASajTJwIIIICA9wIEsPf/BABAwG8BqkcgKQECOCl5+kUAAQQQ8FqAAPZ6+ikeAQT8FqD6JAUI4CT16RsBBBBAwFsBAtjbqadwBBBAwG+BpKsngJOeAfpHAAEEEPBSgAD2ctopGgEEEEAgaYFkAzjp6ukfAQQQQACBhAQI4ITg6RYBBBBAwG8BAji5+adnBBBAAAGPBQhgjyef0hFAAAEEkhMggJOz97tnqkcAAQQ8FyCAPf8HQPkIIIAAAskIEMDJuNOr3wJUjwACCIgA5h8BAggggAACCQgQwAmg0yUCXgtQPAIIRAIEcMTADQIIIIAAAp0VIIA7601vCCDgtwDVI7BVgADeSsEGAggggAACnRMggDtnTU8IIICA3wJU/zQBAvhpHOwggAACCCDQGQECuDPO9IIAAggg4LfADtUTwDuQcAcCCCCAAALxCxDA8RvTAwIIIIAAAjsIeBXAO1TPHQgggAACCCQkQAAnBE+3CCCAAAJ+CxDA3sw/hSKAAAIIpEmAAE7TbDAWBBBAAAFvBAhgb6ba70KpHgEEEEibAAGcthlhPAgggAACXggQwF5MM0X6LUD1CCCQRgECOI2zwpgQQAABBHIvQADnfoopEAG/BagegbQKEMBpnRnGhQACCCCQawECONfTS3EIIOC3ANWnWYAATvPsMDYEEEAAgdwKEMC5nVoKQwABBPwWSHv1BHDaZ4jxIYAAAgjkUoAAzuW0UhQCCCCAQNoF4g3gtFfP+BBAAAEEEEhIgABOCJ5uEUAAAQT8FiCA45t/jowAAggggMCEAgTwhDQ8gAACCCCAQHwCBHB8tn4fmeoRQAABBCYVIIAn5eFBBBBAAAEE4hEggONx5ah+C1A9AgggMKUAATwlEU9AAAEEEECg/QIEcPtNOSICfgtQPQIItCRAALfExJMQQAABBBBorwAB3F5PjoYAAn4LUD0CLQsQwC1T8UQEEEAAAQTaJ0AAt8+SIyGAAAJ+C1D9tAQI4Glx8WQEEEAAAQTaI0AAt8eRoyCAAAII+C0w7eoJ4GmT8QIEEEAAAQRmL0AAz96QIyCAAAIIIDBtgVwF8LSr5wUIIIAAAggkJEAAJwRPtwgggAACfgsQwLmZfwpBAAEEEMiSAAGcpdlirAgggAACuREggHMzlX4XQvUIIIBA1gQI4KzNGONFAAEEEMiFAAGci2mkCL8FqB4BBLIoQABncdYYMwIIIIBA5gUI4MxPIQUg4LcA1SOQVQECOKszx7gRQAABBDItQABnevoYPAII+C1A9VkWIICzPHuMHQEEEEAgswIEcGanjoEjgAACfgtkvXoCOOszyPgRQAABBDIpQABnctoYNAIIIIBA1gVmF8BZr57xI4AAAgggkJAAAZwQPN0igAACCPgtQADPfP55JQIIIIAAAjMWIIBnTMcLEUAAAQQQmLkAATxzO79fSfUIIIAAArMSIIBnxceLEUAAAQQQmJkAATwzN17ltwDVI4AAArMWIIBnTcgBEEAAAQQQmL4AATx9M16BgN8CVI8AAm0RIIDbwshBEEAAAQQQmJ4AATw9L56NAAJ+C1A9Am0TIIDbRsmBEEAAAQQQaF2AAG7dimcigAACfgtQfVsFCOC2cnIwBBBAAAEEWhMggFtz4lkIIIAAAn4LtL16ArjtpBwQAQQQQACBqQUI4KmNeAYCCCCAAAJtF8hUALe9eg6IAAIIIIBAQgIEcELwdIsAAggg4LcAAZyZ+WegCCCAAAJ5EiCA8zSb1IIAAgggkBkBAjgzU+X3QKkeAQQQyJsAAZy3GaUeBBBAAIFMCBDAmZgmBum3ANUjgEAeBQjgPM4qNSGAAAIIpF6AAE79FDFABPwWoHoE8ipAAOd1ZqkLAQQQQCDVAgRwqqeHwSGAgN8CVJ9nAQI4z7NLbQgggAACqRUggFM7NQwMAQQQ8Fsg79UTwHmfYepDAAEEEEilAAGcymlhUAgggAACeReYPIDzXj31IYAAAgggkJAAAZwQPN0igAACCPgtQABPPP88ggACCCCAQGwCBHBstBw4rQKFwtJha2Ga24LCL8K/L70vvLL8svBH5cPC+yvzwuWVOeEfKpVwsKIJ24pKlz2vO1xa3iP8QfmI8OOls8I3lC4Kdy3clup6bS6G0/rvhXEhEJcAARyXbNaPm+/x75q28o4J7tFVxffqJ8VX66HS8Vpaep4+Urhcrwp+oCODZdpNGzRHm9Wl6qRD79aI5miLFgTrdVRwn84ufEsfLfyLHrRjPlA6QdcXX6tPFi7Rs/SIUvaRujlJmQ/DyaEAAZzDSaWk1gQajSVBkm1VY8nBq4pLfv1IaUntO8VzdFpwgw4OlqtbW6ICQmlEoZ609Z12x1eKod5h/2HPfrKqrr6qgu1bpap5Qahzrf2DPf86a3db22Cvr9pau2qTlgT36zWF7+rnpdO1qrRki7UfPtJYsiBJBzc2GgI+ChR8LJqaEZhCILaHV0oLhyq6dqCiJ1XRgwp0QiCV5T5CPREE+l4h0LsLVe3ZX1V3X03PsPVxFrZvXFTTVT1Vff0I7fw0eC9puLema6x9zp5/prWjrc2313eVCnbS29AFCvUz62rYmlu67ealQUWP23jWDHbp32x87j67mwUBBOIWKMTdAcdHAAFptbSPBe+d5YpW2xnp6yx0d2u6DAaBLi9VNdfCdo/eEZ3RM6LP9EiPNR9vy2rhFq3sq+vT1sfJFsrzNlrAW/h/wQ6+3pptaqFCnVepaHiorJuXyk6Y3QM0BBCITYAAjo2WAyMgPSwtGqxoRaOihy14j5Fc1mnELhPfNFzVfAvDfgvdCxdKG9XBj4Olx/pGdJ71vyCoah/r+i5rozbGYhjo5AUVbbBx/5YzYlNhQSAmAQI4JlgO67fAoLRgoKzbShUNmcT+1qRQ7tLvxRZ63XaZ+JRDpA3R/Qnf9EqrbEzHWCvZlwdXWwi794ztJF1H2xn7sAXxD+y+SsLDpHsEcidAAOduSiko2fB3tAAAEABJREFUaYHVFV1k76uus0vLz7GxuCAblr3/apd/51nIXWr3pXaxs+K32hi77YuFK2yQLoiLtn6pXT7/s9V1tm3nfaE+BDomQAB3jJqO8i7gznrtbHF5Q/qYnTEWLXnrYag3W6DNc++/ZqV+G3doXyyc31vVHNu+3MZt5airIX1tsKxf2g5nw4bCgsBsBQjg2QryegRMYHVZb1JFa23zAGuWUbpnTVW79Nf0RdvP5GLh27AQvnC3quwtatnb2ZJdon6unQ0/ubakF4qP/AlQUUcFCOCOctNZ3gRCqWzv9d7SCPTvVlvJ2pPFqo6ws95nHyvVbD/zyzzpUatnP6vxb6wY90PKc+oF/WSgoq/bPgsCCMxQoDDD1/EyBLwXeFRaaO+Lup/dPamJ8X0LqmcskpY193O1WjyiG+yMeLcglPuOaTsZ1msHu7T2Tqmcq0IpxleBjtdd6HiPdIhADgRW76JjqxWttDPgXa2ccLSgcyx8X27buV7ssnS1t6ZjrO4PR4WG2nthWWvs/e++aJ8bBBBoWYAAbpmKJyIwJjBY1Esbdd1he+63Ro3aqeBp+2zRV23fm6W/qg8p1PlyP1wVaIEqetjOhg+yfRYEEGhRIFUB3OKYeRoCiQkMlvVWFXV9NIBQT2ypqqdvRD+M9j276avpioZ0ZCiN/bhSqGUD3XqeZwyUi8CMBQjgGdPxQt8Ehsp6m53tXmV1B3YpdnhzTYsOkOytYLvH02VxVfcVqjIGRSEcNHTz0Byd6CkHZSMwLQECeFpccT6ZY6dZYKCs48NAn7cxBkGodT1V7X6gNGL73i+90kBY1SJzGTaMYjiqW9ZIe9o2CwIITCJAAE+Cw0MIOIE1FR1mZ7632nagUI9Va9rXzoBHxcdWgX5pvWo6zFw2253FRlkrlhPCRsGCwMQCBPDENjzSQYG0dmXvb5Ysae+0YHE/alO1y859+0nuZ2HTOuTExuXOhO1y9GE2gIZdLZg/p6J7xAcCCEwoQABPSMMDCEirK/qNObhfyThq/1mO4rKzaUyyLJIebgR6hT3FvnZRz2BF/2XbLAggsBMB+5yyk3u5CwEEZOHxFUsR9ycEw4b0Bnvf94F4WPJ11MUj+r5VdJk1t/ztUEnvcRs0BBB4ugAB/HQP9hCIBAZKer6kc6ypEOqz/VVd67ZprQn0VfXPCnWze3ZY0OUDkl2hdns0BBAYFyCAxyVYI9AUsLPeYlDQj9yubQ/11HS+26ZNT6C3plPtFe6bsoKgottse6cLdyLgqwAB7OvMU/eEAnbp+Tp7cI61UFW5M2HxMX2BQBpVQac1X9k7WNJFzW1WCCBgAgSwIbAgMC6wtqIjLDjOaO5f0i+taG6zmoFA3xa5y9BjvzmsoEv/IO02g8Pk+CWU5rMAAezz7FP7DgJ16YbmnYP2PualzW1WsxAwx9Pt5ZusFboqW31tlwUBvwUIYL/nn+q3ERgo61zb7bGmoqL3L90mrQ0CjVDvbB7m+KGyjm5us/JcwPfyCWDf/wVQ/18EAv1rtBPqtkVVLYu2uWmLwOKargmlte5gYaDvuDUNAd8FCGDf/wVQfyRgZ79vsvd+d7GdcHNN4984ZLss7RIIS3KXot3hFg916WC3QUPAXwGJAPZ59ql9q4D9R/io2wkC3Xqg9Ce3TWuvwOJNusOOOGBNYahvuDUNAZ8F7POOz+VTOwLSQJdebJdF9wqksD6i8e+AFh/tFyg09LrmUY8alPqa26wQ8FLA5wD2csIpekeBINSnm/eu2kd6ornNKgaBnrputS90NkaHrujKaM0NAp4KEMCeTjxljwmslHaXdIg1NQK9za1pMQuEurrZw8uba1YIeClAAHs57ZKoOxIodsn9rK+dlGlT/4iiXz8ZPcBNbAI9Nb3fDt6wVhwo6mxbsyDgpQAB7OW0U/S4gL0n+dpoO9R/R2tuYhewr3Zqdtn/XtdRUNR73ZqGgI8CBLCPs07NkcA6aW8F2sPtFGt6t1vTOiMQFnVBs6fDm2tWCHgnQAB7N+UUPC5QrYyFrp2RDS/iR4/GWTqybv6OaHcZunBq8NOO9EknCKRNgABO24wwns4JBHp9szO/EqBZdNIr+8JnuRvD2wvXuBUNAe8ECGDvppyCxwXsfcg93bZdDr3MrWmdFRht6IuuxwOCP7oVDQHvBAhg76acgp3AUcF9blW0m7Bvs35ja5YOC3TVda3rcq42ao42u81ONPpAIDUCBHBqpoKBdFLgJcFPou7CQNEfCIh2uOmowN7SOutwizWdGNzuVjQEvBIggL2aboodFzil8Ito0y5D3xNtcJOIQCgNuo5fU/ieW9HiFuD4qRIggFM1HQymUwJ76rGoq7Ch26INbpISiL4R60D9Ian+6ReBxAQI4MTo6ThJAfe+o+s/CHSDW9MSE4iuPS8MHk1sAHTsjUDqCiWAUzclDChugS6NqCD3I6hSb01RAMTdJ8ffuUA91P+6R7ptTtyahoBPAgSwT7NNrZHA/sHD0dpuGoGaSWw7LJ0X2LemO12vRY3K3g+26XB7NAT8EOhoAPtBSpVpFzg0eCgaon3Cr0Ub3CQmYIlrJ8F2ayNYLfXbigUBbwQIYG+mmkLHBfpkn+rdTqhNbkVLVmBU7sexpdGS9hUfCHgkQAB3bLLpKC0CC7Q+GkoQaDja4CZRgbpKUf/louZFG9wg4IkAAezJRFPmXwTmayx37cKnXYX+y/1sJSPQkM2Edd1oaJGtWBDwRoAA9maqky00Tb3PC7YGcD1N4/J1LOMBHIba21cD6vZTgAD2c949r3rsxLeh5puPnmskXX7QPANWYXwj6RHRPwKdESh0pht6QSA9Apu0azSYQJ36hC8+JhEoyL4UsscLofhtHObA4o8AAezPXFNpU2BtGP0VQvdzp/z7b5okuQqaAVxrqPnt6UmOhr4R6JwAn4A6Z01PKREY1txoJPaeI991G0nEezPV0csaeyu+UpD760hTPZ3HEciNAAGcm6mkkFYFloUHR08NAnVHG9wkKjB+Cbq7pugPMyQ6GDpHoIMCBHAHsekqHQLLwoOigdh7wOVog5vEBB6X5gf2ZkBob8c/Q3pSufugIAQmFiCAJ7bhkZwKrNbCqLJQKqyVxr4jK7qHm04LbCnpeNfnKN+Q7hhongkQwJ5NOOXKzrcC1TT225fGAwCXZASCkp4v+xgWXwcZQ+4WCppcgACe3IdHcyrw5+ZvPawEellOS8xEWY1QJ7qBDoY9bkVDwCsBAtir6abYcYEV4bOizdFAL4o2uElEIAx1lOzjtvBou2VBIE8CU9dCAE9txDNyKPDj8IVRVfYfYHG0wU0iAoHGLkV8q3FGIv3TKQJJCtjnnyS7p28EkhG4rnFa1HFoAbBa2iXa4aajAmvKOs46LIYK9IDGvjPd9lkQ8EYgzwHszSRS6PQFmu8Bb3GvrJd1llvTOiswKp3renxMC9yKhoB3AgSwd1NOweMCoRT94odCoLeO38e6gwIFRdedfxUeJz4Q8FGAAM7rrFPX1AKhPu+eZEH8bLemdU5gpdStUHu5Hj83+ia3oiHgnQAB7N2UU/BWgZq+ZtthIJUHS3qBbbN0SKBY0gXWldFr5CHtb5ssCPgnUPCvZCr2QKClEvulzfbEVdYUFnWJW9M6I1Ao6M1RT4F+Ga25QcBDAQLYw0mn5G0EQn1W9lEIdaJdinZnZLbHEqeAvfHu/h6kff0jhaHOj7Mvjo1AmgUI4DTPDmOLXaC3piutk4aFb3GorHcpDx8pr2GXcmQu+2pnQ39V96Z8uAwPgdgECODYaDlwFgQsBEKFujkaa6CLozU3sQnYFzple9P9TNdBo6Er3JqGgK8CBLCvM0/dWwW6S3pjc2f3Nd2K/jiA+IhFYKBbH7YDl6w1+uq61NbtXjgeApkRIIAzM1UMNC6BZ27WkB37j9Y02tBX3ZoWj0ChoX+MjhzoZrv6UI+2uUHAUwEC2NOJp+ynCwShosuidm//qpJOsjVLmwUGy/onO6T7tZ9hYUTRL+EQH+0V4GiZEiCAMzVdDDYugd6a7rIzsgfc8QtFXefWtDYLBLrMHdHeB/5uj7TJbdMQ8FmAAPZ59qn9aQKjVY39iaRQew1UdPbTHmRnVgLm+WU7QJe1Rl9Vr7E1CwLtFsjc8QjgzE0ZA45LYLG02o691JrsP8Z//Ema57ZpsxNYWdEhdnVh7BvdCrrOtmuzOyKvRiAfAvZ5Jh+FUAUC7RAIqzrZjuN+Lrg0UtFNts0yS4GS9DM7hOWuRvq2cPZrFiwIRAJtDeDoiNwgkGGBfmm9Df9j1tzynFUV8c1CmvnHYEUftORd6I5QDPQKt6YhgMCYAAE85sAtAlsF7D3Ki8Oxy9Gy8PiGbVe2PshGywIrJPfXjtzP/brX/GbRiH7sNmgIIDAmQACPObThlkPkSaBY1YFWz4gFcNdQRQ/aNss0BOyLltKcipbbSwKFWm9f1Jxg2ywIILCNAAG8DQabCIwLRD8m09BfN/f3tUup1zS3WbUgYF+03GIhPN++gGlsqenQFl7CUxDwToAA9m7K4yk4j0ftq+vXQajPN2t741BJFzS3WU0iMFTWl+zh6Iy3Eeq8A6RHbZ8FAQS2EyCAtwNhF4FtBXpreqft32NNYUGfWF3RK902becCdqXgA2Ggc5uP/k9/TV9sbrNCAIHtBAjg7UDYRWB7gbVVPScItM7uD+yy6rcHyjretrdZ2HQCq7rkftXk+B9YuMve932Vu5+GAAI7FyCAd+7CvQhsFThWqtVHdGgY6ikL4IKF8a8eqejwrU9gQ3Zl4OxCqM84Cnvfd2VvVcbm9mgIIDCRAAE8kQz3I7CNwD7SE/Wa3M+zbrS7C0Xp3jUVvdq2vV/cZeeG9LUIItS6nqr2txC2r1Wie7hBAIEJBAjgCWC4G4HtBfaTttSqeqZdh95gjxVGpW9Z+Jxl294ugyVdZMVHl53tysDaPvsihfA1ERYEWhAggFtA4ikIjAu4EN5U0562735jlmWNvmkh/BXb92qx09viYFk/VUHRbw0ziAd6R7TIK4SoWG4QmLkAATxzO17pqcCB0sjjVS220FnWJDjHQnjVfdIezf1crwa7dNBQRY8r0NjPSYe62S478554rmed4uIQIIDjUOWYuRdYIm3srUbfiHV9s9j+3StaZ2eFf9fcz+XKgvdiuwTv/m7ybq7AMNCn7LLzC+2LETspdvfQfBKg1tkJEMCz8+PVngv0VXV60ND7jcEFUEmB/nOorBttp2j35Wb5vTRvdUW/s7o+bM193qhbcWf1j+g9tmZBAIEZCLj/SDN4GS9BAIFxgd66Pt5dVb+dBa5199lZ4Sl2prhhqEsvcvtZb3ZW/5a5Fa1vSEe4WqzOZWFV8+2Lj2+7fRoCfgrMvmoCePaGHAEBPVMaskvSi4JAV1lA2Umi5oShbhioaPUqaf8sEg3N0XMHynpKga628ZesNQqB3mV1Ht4vbbZ9FgQQmIUAAZcUHRcAAAU4SURBVDwLPF6KwPYCvSN6RyPQQQrlfnOWZZcWFSpaPljRb5dJmfguYTvjPcrG+2A4ql/aFxTzmzU+NFzV7j0jurK5zwoBBGYpkOUAnmXpvByBeATsfdEVfTUtHA10ivXgfmbYTop19PyKhuzS9H2PlHWM3Z+6xV0yt+AdUKC7bXAHWXPLmkJVh9rl5oMPkVwt7j4aAgi0QYAAbgMih0BgZwL7jOgmC675dkZ8qkIN23MCuzZ9eDHQnRbEGyzsvmr7LpztoWSWO6Vd7DL5DTaWTe6SuY2iz5rszHddWVpi4+/pkX7v7qMhgEB7BQjg9np27mj0lBmBxSO60c6I5zUaOtXS9mE3cAveubZ+vQXxqIXfoK0vWy6NX+61h+JbhqR+u8x89VBZjy6saNjG5L5ZbI71GNr2/fWqDrNL6Qv3rupeu48FAQRiEiCAY4LlsAhsL7C4rht7q9qvIf2V/cf7oT2+yZplnnotkC+cU9FTFsTDFsgrVpX0kYGSnmf3u29+sqfNbBmQ5gyWdPJgl66w4w5Y2xxWtEqB3mJp636jlzsr32CD+Hqjqj4b3xH7Su7nfGfWIa9CAIGWBezzQMvP5YkIpEUg0+NYXNV9PVW9zC7v7moBe6QV436cZ72t7Uq1drX1/oWCPhgU9HML5KpdIt5kwfm4nbHeYWeut1u7yUL13asq+oC9b3uBPXaRtQ/Y47cMlHWHbd9ur3nK1psKFW1UQTfbgd9lx3WXl7ttHdr+OmtfsH727a9qvgXv2Yul1fYYCwIIdEiAAO4QNN2kT6BQWBom3fapL713cX3pmdb2OLB+u97TuER3hX9lqbmLaio5NHs7Vu7y8B52xnqsnbkeZ+0FFqqfsv+8l9r7tp+0J33M2qX2+En25GNt+zg7o51v6zkW8EFVFW3QXN0anqC3j35C+9bvDhaPLt3b2lv6qksfTtrAxsmCgJcC9n/Yy7op2m+BjWksf0Rd+mbjlTpj9FodWv+19q//VqeOfluXNC7Ulxtn667wSP0uPFQrw8XaZJns2oZwrraoOwrsFeGzdG94uO4Mn60rGufpQ4336fj6jTqgfocOr/+fXjd6ta4PT1XD0juF9adyTlLoxJByJEAA52gyKaU1gUZjyVxrQRba/aNnBl+ufzy4pH5tcHrt3uDFtQeCk2qrgoOqm6N2aG04OKC6JTi4uil4fu2PwUtq9wdn1O4OPl2/OvhS/fJgqPGiTNRpczG3tdnjWQjkR4AAzs9cUgkCPghQIwK5ESCAczOVFIIAAgggkCUBAjhLs8VYEUDAbwGqz5UAAZyr6aQYBBBAAIGsCBDAWZkpxokAAgj4LZC76gng3E0pBSGAAAIIZEGAAM7CLDFGBBBAAIHcCUwrgHNXPQUhgAACCCCQkAABnBA83SKAAAII+C1AALc8/zwRAQQQQACB9gkQwO2z5EgIIIAAAgi0LEAAt0zl9xOpHgEEEECgvQIEcHs9ORoCCCCAAAItCRDALTHxJL8FqB4BBBBovwAB3H5TjogAAggggMCUAgTwlEQ8AQG/BageAQTiESCA43HlqAgggAACCEwqQABPysODCCDgtwDVIxCfAAEcny1HRgABBBBAYEIBAnhCGh5AAAEE/Bag+ngFCOB4fTk6AggggAACOxUggHfKwp0IIIAAAn4LxF89ARy/MT0ggAACCCCwgwABvAMJdyCAAAIIIBC/QJoDOP7q6QEBBBBAAIGEBAjghODpFgEEEEDAbwECOK3zz7gQQAABBHItQADnenopDgEEEEAgrQL/DwAA//+v37BjAAAABklEQVQDADaVNTr8x60MAAAAAElFTkSuQmCC</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="-50" heading="90" scale="43.27999999999998" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="228,6,0,1" 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="299" y="49.8333333333338"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-50</l><l>-50</l></block><block s="setSize"><l>2</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>2,2,209,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="setColor"><color>228,6,0,1</color></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>.87</l></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="polygonProblemSolving" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>