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mS7px0CdzYGQFJio3w8gW6g3+sSh/x8g2S2MItKAAAdyCFzXMkbxO7Smj+wfWbHuDNrrhCfEF/mEiO1prdx0y/lWVXxwon5L2ekT+A47aoSwCiRMggBN3yYc2cC6tc600MzjLGt1a6NdBQ1uBo6MskFH2Fsl8rHp9Zc6bp/zpUe6X3hBoJQECuJWuZhNm8dJ6RNKkegAfWuhX8PEVHi0ikFH2EMlcXx+nryh/lxYZjTEQiLwAARz5S+SuwWyndjNGDw508GpZm97yN/3dXUdUDlvgPTrora/pjf+3al37nqIKfwi7DushgMC/CxDA7Iq1CmTT+qqRvlI/YI5f0nS4Wk8gIy/4Fqxp1Vc5ZL82T4WzWm9KJkIgegIEcPSuSWQ68jr1OxntXm3I6pP+guq9gHm0mEBGXnBTjR/Wx/p9Uf5/ttiIjINAJAUI4EheFvdNZTu1ozH6n4FOyiltPvtpLXTfGR2ELfBudXeMVdtzA+tWZHear0Lw0TMeCCDQRAECuIm4cV7a69QZMjonmMFId+VL2j/O89D7ugUmKXdn8G1Y9aPOLMr/JmYIINBcAQK4ub6xXT2X1n1W2qs+wJF+Sd+L7TA0vl6BjLzgPs/B/Z6Df3LdX1T+A+s9iQMQQGBEAgTwiPha8+Rsp7Y1Rk+snG6F0v6zWtCa0zJVILCjvM4xUmlAo012u4dVeBIdBBBongAB3Dzb2K7sdelkWV1YH+Aev6QPxXYYGh+0wCR5v7TSPvUTTinK/9agT+ZABBAYsgABPGSy1j8hl9bdVto3mNRafaGwQN9t/amZMKPs5yVzRU3C/KKo/IdRQQCB5gkQwM2zjeXK3VvqbW0pPTPQfEradlZJT8VyGJoeksBO6tmmTZWVLztblbecp9l/G9IiHIwAAoMWIIAHTZWMA7NpHWuk71SfA0n350vizTjJuPTVKTPK3SfZ6pvvrOxx81S4LEHjMyoCoypAAI8qd/SLZdPqNdKU2g9gHV8o6dvR75oOwxLIKPtFyVxaW8/OLaowNay1WQcBBFYXIIDZESsFurfUf7SltFhSW/CXY9q0w/V/1eMQJUdgZx26fUorHqtPXF6u8oQ/avY/kiPApAiMngABPHrWka+U7dJnjF35ed/f+iW9L/JN02DoAhl5v5H03vqz4M8WVfh+6EVYEAEEgl/z8UCgJuB16WbZ+v1+jU7x+8XHUBK4OTLyTpZWfgztlqL8gxPIwMgINF2AAG46cTwKdG+pDdpSCm5LNy7ouFzRzrOfWfVd0PGYgi7DENhJ3Tu1qW1+fa1lG6i86W81++Uw1mYNBBBYJUAAsxuqAj1dOqRiNXBj9of8knaDJrkCGXnBPYF3rQmkDi1q1g3J1WByBJojQAA3xzV2q3pp+ZKyQeNGOiNf0rmxG4KGQxPIKHe6ZKs3ZDBSoU++F9riLIQAAlUBApiNUBXIpvW8kTYO/r81mlzo1yPQJFdgZ2V3Sck8XBOwLxRV2CS5GkyOQHMECODmuMZq1VyXPm6tflr7Wat5/gJlYjUAzTZFICOvKGli7V/q5hN9yt/UlEIsikBCBQjghF74xrG9tH4s6bD6SyJn5Uv6GiwITFLuK1b2q7V/l+kn8+T/FyoIIBCeAAEcnmVsV/LSWiRpQnWAiv7Tf0a/j+0wNB6awM7ydk9Jv6svuLgovz20xVkIAQT4HXDS90BPl6ZUrHrrDn/0S9ox6SbMv0ogI+9RSe+u/U1qalGz5uKDAALhCPAMOBzH2K6SS+t7VvpM9WVGq3MKC/Sl2A5D46ELZJT9hmTOrC1svl9U/rOhF2FBBBIqQAAn9MIPjO2lVZLUWf3xKu2ZL+m/E07C+A0CE5Xbw8g+UN8fC/rkpwFCAIFwBAjgcBxjuUpPlz5Ysbqn9uRGf/b7tX0sB6Hppgpk5AU35HhH9VUSpfaZp1m/ampBFkcgIQIEcEIu9OuN6XXqMhkdU/vBqgsKJZ2WYA5GX4tARtnzJXNq/Vnw5X3yjwULAQRGLkAAj9wwtit4aT0hadtggJTRPrP6xTOb2F7N5jU+UT0fNKrUXimRnizK36551VgZgeQIEMDJudarTZrr0nutVXDbueDxV7+kbRJKwdiDEMjIe0rS1rVnweZ9fcr/dhCncQgCCKxDgABO6PbwOnWhjILbzgU/US/x+3ViQikYexACGXkXSzqhfui3ivJPGcRpHIIAAgQwe2BNAS+t/5X0zuDvK1b737hAd6GEwNoEJmrGR4xSd9b/+5+K8t+FFgIIjEyAZ8Aj84vl2T1bKVOpqK/e/AK/JD5aEssrObpNT5JXsvWPrEmpSUXNCr4rmgcCCAxTgAAeJlycT/M69TUZfbk6g9Xl/gLxrtY4X9BR6n2SvMusVr5r/uvz5H9llEpTBoGWFCCAW/KyrnuoXFp9VrU7HllpeqGkOQlkYOQhCkxUdpqRub12mikWlZ80xCU4HAEEGgQI4IRth0O31vYrynqsPvbChduo8957tSJhDIw7DIG9tfeYF9WxwEodwekVjdlhvq4PvqSDBwIIDEOAAB4GWpxPyaV1upW+WX0OI12dL+moOM9D76MrMEm5q6zs5+rPgs8oKn/u6HZANQRaR4AAbp1rOahJvHT1VoPvqR5sdLDfr1sGdSIHISBporyDjHRzHePBovzdgUEAgeEJEMDDc4vlWT1bq6tS1tP15v9erqhz9jN6OZbD0LQTgfeqe4OX1bZA0ltr/4ZLbdWnWf1OmqEoAjEXIIBjfgGH0r7XqRNkFHyhQvCT81q/X58eyvkci0AgMEneD6z0qeD/W+nEefIvQQYBBIYuQAAP3Sy2Z3hp3S9pz1r+Kpsv6cbYDkPjzgQmKjfDyBbq++iBPvl7OWuGwgjEWIAAjvHFG0rrh22rCcuXa1H9nKXlMUrPfkovDmUNjkUgEJis7o3KagvuIz0++HNFY9vn6yeL0UEAgaEJEMBD84rt0V6njpLRlfUBrvdLOiy2w9C4c4GMvJ9IOrT+LPjoPvlXOW+KBhCImQABHLMLNtx2vbR+LunDwfnW6NBCv24Y7lqch0BG2UMkc31d4u6i/P1QQQCBoQkQwEPziuXRn9peb1n2spbWm19mVqgr/6z+L5bD0HQkBCYrt2lZNnj387igoZc1bvzjuvafkWiOJhCIiQABHJMLNZI2c2kdbqXr6msU/JK8kazHuQgEApPk+VbK1jTMEUXlf4QMAggMXoAAHrxVbI/00vqZpAOrA1h90l+wMoxjOxONuxfIyDtC0g/rndxWlP9R913RAQLxESCA43OthtXpkZM1dukSvSIpJWn5GKOu6/v13LAW4yQEGgQm69DNy1oRvAw9NngzdJvGv+lhXbMcJAQQGJwAATw4p9ge5XUqKyO//uz3Zn+BPh7bYWg8cgKT5N1kpYNrL67Imye/+vlgHgggsH4BAnj9RrE+wksr+IE4oz7E5/ySron1QDQfKYGMvCMlXV1v6sai/PrvhCPVJs0gEEkBAjiSlyW8pry0lknaIFixPEZds59S8AUKPBAIRWCyutNltQ18F/TLRfnVd0XzQACB9QsQwOs3iu0RXqcOlKm+ASt4efD2Qqn+RqzYTkTjURSYpOxtVmZ60JuRPton/7Yo9klPCERNgACO2hUJsR8vXX238+HVJY2O8ft1RYjLsxQCVYGMvC9IurzO8aOi/ODd0TwQQGA9AgRwC28RL60XJG1UfQZstV1hgZ5s4XEZzZHAZGW3Lcs8US//YlH+xo5aoSwCsRIggGN1uQbfbC6tD1tVv34yePZ7p9+vAwZ/NkciMDSBSfLusNL+tbPMfkXl7x7aChyNQPIECOAWveZeunrjhaNq+asT8iVd2qKjMlYEBDLKHS/Z6n2BrXTVPPlHR6AtWkAg0gIEcKQvz/Cby6W1yEoTqj8Qjd5V6Nefhr8aZyKwboFdlH1nReZ/68+AFxeVb8cMAQTWLUAAt+AO8Tq1p4zur492j1/Sh1pwTEaKmMBEeb800j5BWxVpr/nyH4hYi7SDQKQECOBIXY5wmsmmdYmRjq8/+z210K8Lw1mZVRBYu0BG2VMkc0HtCHtpUYUT8EIAgbULEMAtuDu8TvXLKB2MZiqamH9G81twTEaKmMAuyu1ckZ1Xb6tUlN8VsRZpB4FICRDAkbocI2/G69SuMvpDfaUH/JL2GvmqrIDA4AQmyrvfSHtW//En7dYn/6HBnclRCCRPgABusWvupfVNSafXXgXUmf6C6p95IDAqAhl5Z0g6p17s3KL84M88EEDgdQQI4BbbFt6W5hml7NuCsVLSrrNKerjFRmScCAvsop7JFVUeGqdy8Ay49GvN5mXoCF8vWnMrQAC79Q+1urfxuAM1fln1u5+1vG1x+bnN3zlbz/wj1CIshsA6BHo0dZMXNPax8Vpe/QjcC3rDjDt1y2zQEEDg3wUI4BbaFd74N5+tjV86qzrSixsG/3vESDPzWsy3ErXQdY7qKD2auq+VzrPS5IEel2rsGXN167lR7Zm+EHApQAC71G9Cbe8/xl2nsjlcL7555epGOiOvRfwQbII3S9YEspoy08istsf+qbE/6tWt3JiBTYLAWgQI4BbcGp423UJqC76VqHojhuBhZW5qU/n0WVrylxYcmZEcCWR1wLZGqfMkfaKhhX+1qbLDDbrjGUdtURaBWAgQwLG4TMNrMqf2a630yYaz+600s6BF/vBW5CwEVgnkNGWGlQnCd+uBvzXSDXn1HooTAgisX4AAXr9RrI/IqX26lVa7QbqVueidWnjq2dVvDOSBwNAEztbZqT/pwfOMzCmNZ1ppRkG9vOFqaJwcnWABAjgBF79bakupvc9IOzWMe1/92fDvEkDAiCEJZDV9NyN7nmSr3/lcfzw1Xm/b4RpdszykMiyDQCIECOBEXObakJ46zpZs7V3StcdLVub0ghZeniAGRh2mgKdpR1nZC4z0loEljMzFec05aZhLchoCiRYggBN2+bOaMNHIFFcf2143Vua0n2jR4oRxMO4gBHKavqlkz7Wyn2k8vCL7gRs1d+CuW4NYiUMQQKBRgABO6H7w1H67pGkN4z8qmZm+FvYmlISxX0dghqZ+xEjnGSnT8J9/66v3fYAhgMDIBAjgkfnF+mxP7Z+S9IM1ng2f7WvxV2M9GM2HIuBpauP3Og+sOdNX7/mhFGARBBIuQAAnfAMcqk03X6G2RyR1DFBY6faKzMzZWhh8lphHwgR6NO3tleobrXTwqtHti2M0ZvfrddvjCeNgXASaJkAAN402XgvnNOEKK/P5hq6fs7IzC1r843hNQrcjEchpSs7KXCBpy1X/IDO3FjTnoJGsy7kIIPDvAgQwu2KlwAy175uSVvveaCtd9k4tOvFsaQVUrSuwt/Ye064Ng9/1rvGOZvtJX3Ova93JmQwBdwIEsDv7SFY+UluMW6ryryS9p6HB30ipmb6eeyCSTdPUiAQ8TdldtW+02rthoafepLGTr9OtL4xocU5GAIG1ChDAbI7XFfDUcZpqvwcceLwmaaavRZdA1joCOU39vJUulvTGgamMdHVevUe1zpRMgkA0BQjgaF6XSHSV04SdrUzwBq22hoZmlVU5abaWLIxEkzQxLIHDtN+E1zQm+DrJxu8Kr1hVphV0xx3DWpSTEEBgSAIE8JC4knlwTu03Wql71TMk87hV5XRfi29Jpki8p85q+gFGlQslvbthkgd99e4e78noHoF4CRDA8bpezrrNqT1npVmNDRjpnLwWfclZUxQesoCnaV+S7NfXOPHrvnq/MuTFOAEBBEYkQACPiC9ZJ3vq2MrK3mMabj9nZe6S7MkFLXo0WRrxmjan6TtYVYLf6X+0ofMlVqn9C7o9+DUDDwQQGGUBAniUwVuhXFYd3zKyjR9X+Xv9zkrfb4X5Wm2GrKYdkpIutrITVs1m7vA1Z0qrzco8CMRJgACO09WKUK9r+czw1Uv1li/eoSdejVCriW2lW91vaNOy4FnvCasj2GN8zb0isTAMjkBEBAjgiFyIOLbRo/QmFb168xqfH31IMqf4WnhvHGdqlZ49TQ1ulhC80arxpgmPlWX2na0vjOv3AAAJpklEQVQ5f2uVOZkDgTgLEMBxvnoR6d1T+3GSvr16O9U7K/Gl/Q6uUU5Tj7XSd9Yofb2v3sMctENJBBBYiwABzNYIRSCrjt2M7D2S3rxqQfvTssrHz9bfecYVivK6F+nWlI4x0vlW5r8ajnxFMof5mvPTUWiBEgggMAQBAngIWBy6vgBQ2xh1XGtlGwPgr5I51ddCAqCJG8jT1KlWutRI2w2UsdKvN9LCD16jh5c3sTRLI4DAMAUI4GHCcdraBV7/M8P2wrwWn4pb+AKeppwlmbMbV7bSRQX1nhx+NVZEAIGwBAjgsCRZZzWBbm26fZvabmr8tiUr/UqyJxS0eB5cIxc4RAe8q6y2b0n2gIbVgpf7c756uXHGyIlZAYGmChDATeVlcU/twbcuNX5b1lLJnuZr8VXoDF/A05TDJHOZpI0aVvmZr96PDX9VzkQAgdEUIIBHUzuhtTx1TJXsnDXGv/Zfajv2dj27LKEswxq7W90bjNGy8610bOMCRua0vOZcMKxFOQkBBJwIEMBO2JNXtFubdbTJXCuZxpdL50s60deiXyZPZOgT5zRtDyt7qaTJq86284MbZRQ0989DX5EzEEDApQAB7FI/gbVf/zPD+rKvRd9IIMegR85q2hdNLXwbH9f66v30oBfhQAQQiJQAARypy5GMZnLabA8pdZOVGr6bWD+T2o719eyCZCgMbkpPB24hrbhYMtmGM5Ya6bi8en80uFU4CgEEoihAAEfxqiSgp+naYtw4lS820ucaxv2bkTkxr4U3JoBgvSN6mnqgpOCNVumBg4N3kr+qsQffqltfWO8CHIAAApEWIIAjfXlavzlPHUdI9oeNkwZfKFHQojVuIND6Fo0TZjX1G0Y6s/HvjMyFec3hs9TJ2gpM28ICBHALX9y4jJbThJ2tzA8k7drwTO/XRpVjfS3pi8scYfSZ1dQdjcy3JbtPw3p/NbKfz2vunWHUYA0EEIiGAAEcjetAF5Kyal/zWd8rRuakvBZ+NwlAnqYcIZlg1g0a5v2pr97uJMzPjAgkTYAATtoVj/i8WU042MgE36DV+Li+rMrRs7XkpYi3P6z2DtN+Gy7X2IslHbnGAjN99XJHqWGpchIC0RcggKN/jRLXYY8276rIXizZgxuGf8zIHpfX4rtbCWSGpuzVJnO5lXZqmOshqXKkrzsS9fJ7K11XZkFgMAIE8GCUOMaJQE4dp1jZ1b7dycieldfirzlpKOSiWU05xcisNp+Vri6o96iQS7EcAghEUIAAjuBFoaVVAp7aPyQpeINW16q/tXdIqc/7Wvh0HK087dcpjf22pIMa+v+7lZ1Z0Nzvx3EmekYAgaELEMBDN+OMURboUXqTil49b43fkS4x0hfzWpQf5XZGVM7TtIMkG7zRqmNgISvdZdT2KV+3PTuixTkZAQRiJUAAx+pyJbvZnCZ8zsqsdhclK11W0KLj4iCT07QLrOwpjb0a6Zy8ehvvFhWHUegRAQRCECCAQ0BkidETyKpjNyNdJNk9G6o+KKW+4Ou5h0avk8FXymraRCN7uaQ9Bs4yMo9b6XRfc24Z/EociQACrSRAALfS1UzILGdLqcfUcb5kT24YuWKk4/NaFHx1Y2QenqYGHy26UlJqVVN21kItO/xe3bsiMo3SCAIIjLoAATzq5BQMS6BH7V6l9gatcQ1r5st67ejZev7FsOoMZ51P6cC3LFP5O5KOaDj/NcnO9DX3kuGsyTkIINBaAgRwa13PxE2T1abvkNrON9LHGoZ/yqjyhbyWOPnqxpwO2McqFTzrfUdDT78xMqflNee/E3eRGBgBBF5XgABmY7SEgKf24I1MX28cxsp8raCFZ43mgFlNPdNIq93buPZGsd5YvFFsNK2ohUDSBQjgpO+AFpq/Rx1TKrIXSdqhYay7rezRBS1+spmj9mhKV1nmu0aa0lDnOSszs6A5P25mbdZGAIF4ChDA8bxudL0WgW5t1tEmc55kDm845EUje0xei69vBpynaVnJBi85bzKwvpW9vU2pk2Zpzl+aUZM1EUAg/gIEcPyvIRO8joCn9uAl3+Dbphoe9gpfi48JEyynKZdamS+uUedsX3O/GmYd1kIAgdYTIIBb75oyUV0gp832sEoF36D1/lUo5pGUdPQsLXxwJFA9mjq5Un3Wa3ZrWOdRScEdjHpHsjbnIoBAMgQI4GRc58RO2a0tN0hpefAu6WNXey4sHV/QojWeIQ+OKatpxxjZNT9vfF1Zrx4/W79w+vGnwU3AUQggEAUBAjgKV4Eemi6QU8fhkr3ISm9tKFZI6Y1Hz1Lp+cE08DF9bOM3aXnwPc65hmfULwXfaFXQnOCbrngggAACgxYggAdNxYFxFzhE7TuVZc+XzAENs5RSMsFL0nPXNV9OU/a3MsEbrbZadZy9r3YHozt+F3cb+kcAgdEXIIBH35yKjgU8tQefF17zBgjf8LXoy6/Xmqepwf2HV/tvVrqooN7Gr8J0PBXlEUAgbgIEcNyuGP2GIuBpwkGqvkHLNn5b1S9Tqhw9S0uqHx3q1oHbjVH5Sivt21C030ozC+r1Q2mERRBAILECBHBiLz2D92jzLqvKeVbyGjSWBV/cYbSrVe0l5w0H/puVualNOp3P9rJ3EEAgDAECOAxF1oi1QFYdpxjZC1YfYjNJXSv/ysickdecc2M9KM0jgECkBAjgSF0OmnElkFP7PlY6X9Kuq3oIAnizR4zszLzm3u2qN+oigEBrChDArXldmWoYAkdo441f0cYF6eX9aqe/7Z6yNuuerbv+MYzlOAUBBBBYpwABzAZBYA2BnCbuIaXKefX9FhwEEECgWQIEcLNkWRcBBBBAAIF1CBDAbA8EEEAAAQQcCBDADtApiQACCCCAAAHMHkAAAQQQQMCBAAHsAJ2SCCCAAAIIEMDsAQQQQAABBBwIEMAO0CmJAAIIIIAAAcweQAABBBBAwIEAAewAnZIIIIAAAggQwOwBBBBAAAEEHAgQwA7QKYkAAggggAABzB5AAAEEEEDAgQAB7ACdkggggAACCBDA7AEEEEAAAQQcCBDADtApiQACCCCAAAHMHkAAAQQQQMCBAAHsAJ2SCCCAAAIIEMDsAQQQQAABBBwIEMAO0CmJAAIIIIAAAcweQAABBBBAwIEAAewAnZIIIIAAAggQwOwBBBBAAAEEHAgQwA7QKYkAAggggAABzB5AAAEEEEDAgQAB7ACdkggggAACCBDA7AEEEEAAAQQcCBDADtApiQACCCCAAAHMHkAAAQQQQMCBAAHsAJ2SCCCAAAIIEMDsAQQQQAABBBwI/D+aX/PDHc8vrQAAAABJRU5ErkJggg==this draws a square227,23,0,1390351074this draws a pentagon 0,14,191,1390-151-205this draws a triangle 90-926how many sides would you like in your polygon?numOfSide4100554072572610