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LjA5OXlwr9eLIvJkEXmkiNwrhHBbzvkWEfm+iNzU8Ay7isjDQgg755x3FJFfi8i3ReSz/X4/zczMXNZwP5RDYCQFCOCR3DaabqvA6tWrHzU/P3+4iBwsIo8Vkd1EJIvIT0MIX+73+5+an5+/YMOGDTcMg8HKlSt3HxsbO6LX6z0957y3iNxfRKr/r/xMRL4mIpeNjY19bN26dd8ahn7pAYFhEiCAh2k36KVTAgcddNCO9773vY/KOT8r57xvCGF3EVkqIptyzteJyH+KyLqyLD8/SjBFURwgIqtF5KkhhD1FZJmIbM453xBC+GII4eJf/epX511++eW3jdJc9IpA3QIEcN2irIfAXQhMTU09p9/vT4YQDsw5P0JEdhGRW0XkeyGEKmQ3pJSm2wgYY5wSkZU55yqcHy4iO4nIb0II3805X9nr9Wamp6c/3sbZmQmBuxIggDkbCAxAQFX/NIRwaM55hYg8WkTuIyJbROTGEMK1/X7/kltuueX8Sy+9tPr7aedehxxyyL123nnnI3u93jNzzk8QkQeJyBIR+aWIfCOEcEXO+SIz+1LncBi4MwIEcGe2mkEHKRBjtJzzmIhUYfLAEEIv5/yLEMI3cs5XhBAuTCl9dZA9jPraMcbH5ZwPCyGsyDk/OoRw35xzX0R+LCLXhhDmU0o66nPSPwK/EyCAOQsILEKgKIr3hRCel3PeIYTwzerXqTnncmZm5hOLWJZLFwQmJyefHUIoFn5tv1cI4fac80fKsnwJSAiMugABPOo7SP+NC1Sf/F2yZMnZIvLM6is4OecPlGX5t4030sGCRVG8PYTwouqrWCJyyZYtW44blk+Ed3A7GHmRAgTwIgG5vDsCqjohIm8VkX0Wvvf6djP71+4IDM+kqvpCEan+0VN9L/oaEXm9mc0OT4d0gsDdCxDAd2/EOzouMDk5+Te9Xu8EEXmwiHxufn7+1evXr7+y4yxDMf6qVasOHBsbO11EniQiP+r3+2fMzMz801A0RxMI3I0AAcwRQeAuBIqieI+IHBlCGBeRmU2bNj2f764O53GpvlO9bNmyD4vIZM55TkTOL8vyZcPZLV0h8H8FCGBOAgJ3EFizZs0DNm/e/L9E5FnVLR5zzh8sy7K65zKvEREoiuK0EMILRKS6ZebFS5cu/au1a9f+ZETap80OCRDAHdpsRr1rAVWtPlD1NhHZV0S+E0I4NaVUBTGvERWIMf5VzvkkEfkTEfmiiLzOzC4Z0XFou4UCBHALN5WRtl5AVV8pIn8jIg8RkSuXLFnymosuuuizW78C7xx2gUMPPfTJW7ZseaeIHCgiPxSRfzKzfx72vumv/QIEcPv3mAnvREBVzxKRo0SkeprPhqVLlx6zdu3a34DVXoE1a9bssnnz5g9Vt8QUkeo+1OeZ2SvaOzGTDbsAATzsO0R/tQlMTEzsNj4+Xn1t6NkicrOInGNmr6mtAAuNjICqVj8RHysi9xSRT8zNzb1wdna2eoITLwQaEyCAG6OmkJeAqj5dRN4uIvuJSHXz/9PKsny/Vz/UHR6BoiheHEKoPmRXPRzj6uq7xWb2qeHpkE7aLEAAt3l3Oz6bqla/Xny1iDxURK7KOb+2LMvqEX+8EPg9gaIoqkcnvkNE9heRH4jI6WZW/ZmCFwIDEyCAB0bLwl4Cxx133E4bN26sPvX6kOrZs7fddtsxs7OzN3n1Q93REZiYmNh1xx13/FD1jObqA1vLly/f9+yzz64eGckLgdoFCODaSVnQU2Dhp97qJ5nrzWxvz16oPdoCqvplEdlDRF7LT8OjvZfD2j0BPKw7Q1/bLKCq1QPdJ3LO7+dpOdvMxwV3IrDwtKsXi8ismT0HJATqFCCA69RkLReBGOMTcs7/LiLjIYTDUkqfdmmEoq0UiDE+Led8oYjMhRD+IqV0bSsHZajGBQjgxskpWKfAwuPpXptz/kxZlivqXJu1ELijQFEUV4QQnpJzfgePn+Rs1CFAANehyBouAqr6+YVbR77ZzN7i0gRFOyWgqm8UkTdVt7Y0swM6NTzD1i5AANdOyoKDFlBVFZHqjkaber3eiunp6e8PuibrI/A7gampqYf1+/0rRGSZiBxjZoYOAtsjQABvjxrXuAkURXFuCOH5IrLOzA51a4TCnRdQ1YtEZHXO+cNlWR7deRAAtlmAAN5mMi7wEKi+nzk+Pv4FEdk9hPCylNK5Hn1QE4E7CsQYj845V8+NvmFubu6JfN+c87EtAgTwtmjxXheBhScWnRpCuC6l9ASXJiiKwB8RiDFem3PeU0RO4klLHJWtFSCAt1aK97kIxBhnq7sS5ZzfW5bly12aoCgCWyFQFMW7Qwgvre6+llKa2IpLeEvHBQjgjh+AYR1/cnJynxDCv4cQloQQDk0pVR964YXAUAvEGFfknC/KOW/JOf/FzMzMNUPdMM25ChDArvwUvzOBoihOCyFUD1H4DzM7GCUERk1AVS8TkT/POZ9elmX1tCVeCPx/AgQwh2KoBGKMV4nIn/b7/ZPLsvzHoWqOZhDYBoGiKP6u1+udLCJfSilVT1nihcDvCRDAHIihEIgxTuWczxGRX/Z6vadOT0//aCgaowkEFiEwNTX14H6/Xz0C8z4hhGNTStOLWI5LWyZAALdsQ0dxHFU9T0SOFJG1ZnbYKM5Azwj8MQFVre4lvUZEzjezo9BCoBIggDkHbgKqWt1J6As55weGEP7azM53a4bCCAxYQFWPzDn/SwjhxyLyRDPbNOCSLD/kAgTwkG9QW9srimImhFA99PzrZrZPW+dkLgT+UEBVq09GP0ZELjazSYS6K0AAd3fv3SYviuLwEMIFOecvlWW5r1sjFEbASUBVv1h92DDnfERZlh9zaoOyzgIEsPMGdK18URQHhBCqD6V8jL+FdW33mfeOAguffTg85/zUsiyrJ3vx6pgAAdyxDfccd9WqVfcbGxv7PyLyWTOrfv3MC4FOC6jqxSLy5Pn5+f+xfv36n3cao4PDE8Ad3HSvkVX1pyLyAzN7olcP1EVg2ARUtXrIyEPN7P7D1hv9DFaAAB6sL6svCKjqd0Skb2aPAgUBBH5fQFW/JSI9M/sTbLojQAB3Z6/dJl34wMmDzOwBbk1QGIEhF1DVn4jIjWbGBxOHfK/qao8ArkuSde5UQFUvFZH95+bmHsyzUjkkCNy1wMIzr6s7wF1lZodg1X4BArj9e+w2YVEUF4QQpvr9/oE8FcZtGyg8QgLVU8B6vd6VOefpsiyPGKHWaXU7BAjg7UDjkrsXUNV3hRCOr26/x/1v796LdyDwO4HqvujVbVlzzmea2auQaa8AAdzevXWbLMb4mpzzO0TkBDP7Z7dGKIzAiAqo6itF5IwQwmtTSu8c0TFo+24ECGCOSK0Cd7jL1Tt5DmqttCzWMYGF52JX/5jlblkt3XsCuKUb6zHWHe5y9VEze75HD9REoE0CqvphEXkud8tq067+v1kI4Hbua+NTTUxM7DY+Pv5dEfnfZvbsxhugIAItFVDVT4jI/5ybm3vE7Ozsz1o6ZifHIoA7ue31D62qG0MI30sp7V//6qyIQLcFYoxX5ZwfbmbLuy3RrukJ4Hbtp8s01V2uQgjzKaU9XBqgKAIdEIgxXp9zHuNuWe3ZbAK4PXvpMkl1l6uc8wPLsnygSwMURaBDAkVR/DiE8GPultWOTSeA27GPLlMs3OXqiUuXLt197dq1v3FpgqIIdEhgzZo1u2zevPkGEfkCd8sa/Y0ngEd/D10mKIrioyGEGELYP6V0rUsTFEWggwIxxifknKu/CaeyLJ/bQYLWjEwAt2YrmxtEVc8QkVeIyGozs+YqUwkBBCoBVVURWSciZ5nZCaiMpgABPJr75ta1qp4oIqeGEF6ZUjrTrREKI9BxgRjj8Tnn6k5zJ5nZaR3nGMnxCeCR3DafpletWnXE2NjYv4nIO8zsJJ8uqIoAAr8TUNVTReS18/Pzf7l+/foLkBktAQJ4tPbLrduVK1c+acmSJVfknC8oy/Jot0YojAACvydQFMW5IYQjtmzZsmLDhg2fg2d0BAjg0dkr105V9Vci8ku+g+i6DRRH4E4FYozfyTnfx8zuDdHoCBDAo7NXbp2q6lkicoyZ3dOtCQojgMAfFVDVm0XkQ2ZWfUCS1wgIEMAjsEneLarqnIi8xcxO8e6F+gggcOcCqvoGEXmjmY1jNBoCBPBo7JNbl6r6SRF5lJk93K0JCiOAwFYJqOr3RORbZvaMrbqAN7kKEMCu/MNdfNWqVQeOjY1VH+p4lpldMtzd0h0CCKjqM0Xk4vn5+SetX7/+SkSGW4AAHu79ce1OVa/LOf+sLMunuDZCcQQQ2GqBoig+E0LYzcz23OqLeKOLAAHswj78RVW1urvOOzdt2rTL5Zdfftvwd0yHCCBQCRx00EE7Llu2rLo3+2vMrLprHa8hFSCAh3RjvNuqvnYUQphOKb3QuxfqI4DAtgnEGP815zzF15K2za3pdxPATYuPQL0Y4wdzzpH/eEdgs2gRgbsQWPhHdEopvQCk4RQggIdzX9y6Ou6443bauHHjTSLyajOr7jPLCwEERlBAVV8pIqcvX75817PPPvvWERyh9S0TwK3f4m0bkA9wbJsX70ZgmAX4IOUw744IATzc+9Nod5OTk8/u9XqzOecDy7L8fKPFKYYAArULFEVxQAjhyn6/PzEzM/OJ2guw4KIECOBF8bXr4oUv8V9vZtV3CXkhgEALBFS1+g7/HtxMZ/g2kwAevj1x6UhV3ygib+A2di78FEVgoAILt5M9xczeMtBCLL5NAgTwNnG1980LN3I/x8yOb++UTIZANwVU9UwROZYHqgzX/hPAw7UfLt2o6sdE5GAzW+7SAEURQGDgAqq6UUQuM7PDB16MAlslQABvFVN737Ry5crdly5d+oN+v/+isizPae+kTIZAtwWKoji21+t9YPPmzQ/dsGHDDd3WGI7pCeDh2Ae3LlT1ahHZwcz2dmuCwggg0IiAqn5ZRG43s/0aKUiRPypAAHf4gBRFcXgI4YIQwl4ppes7TMHoCHRCIMa4R875mznnI8qyrP70xMtRgAB2xPcurao3hhCuSimpdy/URwCBZgRijJZz3t/MHtRMRarclQAB3NGzURTFaSGEl5vZTh0lYGwEOiugqrfmnN9dluWJnUUYgsEJ4CHYBI8WYoy/zTm/y8z+zqM+NRFAwE9AVf8xhPCqlNI9/LqgMgHcwTMQY1wvIvuklB7cwfEZGQEERCTG+CMRuSaltAoQHwEC2MfdrWqM8XE556+EEFanlKbdGqEwAgi4CsQYp3LO60IIj08pfdW1mY4WJ4A7tvFFUXw1hHCLmR3QsdEZFwEE/kBAVT+fc965LMvHgdO8AAHcvLlbRVU9TkTeNzc394DZ2dmfuTVCYQQQGAqBiYmJ3cbHx38iIi8xs7OHoqkONUEAd2izi6KoQvfmsiwf0aGxGRUBBP6IQIzxOznnXc1sN6CaFSCAm/V2q7Zq1aqdxsbGbgkh7MlNN9y2gcIIDJ3Aws05rpufn995/fr1tw5dgy1uiABu8ebecTRVfaeIHM2/cjuy4YyJwDYIqGr127Fzzew123AZb12kAAG8SMBRubwoiu+KyOfLsjxiVHqmTwQQaEagKIoLROQA/jzVjPfvqhDAzXq7VVPVfr/f/7OZmZlr3JqgMAIIDKXA5OTkPr1e77/MrDeUDba0KQK4pRt7x7GKojglhPBSM7tPB8ZlRAQQ2A4BVf1lzvm9ZVm+YTsu55LtECCAtwNt1C5R1etCCF9LKU2NWu/0iwACzQjEGKdzzo81sz2bqUgVArgDZyDGOC8iK1JKn+nAuIyIAALbIRBjfIqIXJFSGtuOy7lkOwQI4O1AG6VLiqJ4fQjhRDO71yj1Ta8IINC8gKr+Oud8WlmWb22+evcqEsAt3/Pq1pO9Xu97KaWVLR+V8RBAYJECMcYN/X7/4dyacpGQW3k5AbyVUKP6NlXdknN+TlmWF4/qDPSNAALNCBRF8awQwsfNbEkzFbtdhQBu8f6r6qtzzv9QluUuLR6T0RBAoEaBoih+E0L4ezM7vcZlWepOBAjgFh8LVa2+8/tzM3tGi8dkNAQQqFFAVT8pIvczs31qXJalCOBunQFV3ZxzPqwsy9StyZkWAQS2V6AoihhCuNDMlm7vGly3dQL8BLx1TiP3LlV9iYicbmY7jVzzNIwAAq4Cqlo9lOHVZvY+10ZaXpwAbukGVw/aDiHcllJa0dIRGQsBBAYkEGO8Iue8o5kdMKASLCsiBHBLj4GqzvV6vWOnp6c/0tIRGQsBBAYkMDU19bx+v3+OmY0PqATLEsDtPAMxxqNzzu83sx3bOSFTIYDAoAVU9bYQwotTSucOulZX1+cn4BbufFEU1S0nx8qyfFILx2MkBBBoQKAois+JyHxZltUtKnkNQIAAHgCq95Ixxt+GEF4xPT39Ae9eqI8AAqMpMDU19aKc81kppXuM5gTD3zUBPPx7tE0dquphIYTzU0o7bNOFvBkBBBD4A4EY4+055yPN7EJw6hcggOs3dV0xxvjpnPOuZrafayMURwCBkRdQ1atDCDellJ428sMM4QAE8BBuymJaUtVbQgivSymduZh1uBYBBBCIMR6fc36bme2MRv0CBHD9pm4rxhhX5pyNG6m7bQGFEWidQPVAlxCCppQ2tG4454EIYOcNqLN8jHE257y7me1d57qshQAC3RVQ1S+HEG5IKU10V2EwkxPAg3F1WVVVbw4hnJJSOtWlAYoigEDrBGKMJ+Wc32Bm92zdcM4DEcDOG1BX+ampqYP7/f6lZjZW15qsgwACCFQCqjrf6/UOmZ6evgyR+gQI4PosXVeKMZb9fn+Psiwf7doIxRFAoHUCRVF8o9frXZ9SKlo3nONABLAjfp2lF379/O6U0uvqXJe1EEAAgaIo3lbd3MfMdkGjPgECuD5L15VUtV/9BDwzM/Nt10YojgACrROYnJx8ZPUTsJn1Wjec40AEsCN+XaUnJiZ2Gx8f32hm7GddqKyDAAK/J6CqeW5ubvns7OzPoKlHgP9h1+PoukqM8Rk554+bGbefdN0JiiPQXgFVvT2E8JyU0ifbO2WzkxHAzXoPpJqqniAiJ5vZsoEUYFEEEOi8gKpuWvj/zBmdx6gJgACuCdJzmaIo3lP9y9TMHu7ZB7URQKC9Aqr6veo3bWVZvqy9UzY7GQHcrPdAqsUYq1vELU8p7T+QAiyKAAKdF4gxXiUiG1NKKzuPURMAAVwTpOcyqnqNiHzfzNSzD2ojgEB7BVTVRORhZrZPe6dsdjICuFnvgVRT1R+KyEVm9qqBFGBRBBDovICqvktEDjWzh3QeoyYAArgmSM9lVPWmEMKJKaV/8eyD2ggg0F6BGONf55xPM7Nd2ztls5MRwM16D6Saqm7OOT+tLMv/HEgBFkUAgc4LFEXx1BDCp81saecxagIggGuC9Fym+oL80qVL77l27drfePZBbQQQaK/AmjVrdtm8efPN3PCnvj0mgOuzdFkpxvi4nPO1PAXJhZ+iCHRKoHoqUgjhCSmlr3Zq8AENSwAPCLapZaempp7X7/c/YGY7NVWTOggg0E0BVb211+u9aHp6+iPdFKh3agK4Xs/GV1PVN4vIi83s/o0XpyACCHRKQFV/KiLvN7M3dWrwAQ1LAA8Itqlli6L4txDCPmb2mKZqUgcBBLopoKpfzzlfU5blX3ZToN6pCeB6PRtfTVX/I4SwJaX0tMaLUxABBDolEGP8dM55iZn9eacGH9CwBPCAYJtaVlWvyzlfWZbl0U3VpA4CCHRToCiKc0MIB5rZnt0UqHdqArhez8ZXU9Xq2ZxnmtlbGi9OQQQQ6JSAqr5RRI43s906NfiAhiWABwTb1LIxxt+GEI6anp6+qKma1EEAgW4KTE1NHZpzPi+ldI9uCtQ7NQFcr2fjq6lqP4SwV0rp+saLUxABBPwEEjUAAAa6SURBVDolEGPcI+f8TTPrdWrwAQ1LAA8ItollY4z3zTn/nDvTNKFNDQQQqASqO++FEO6XUvoFIosTIIAX5+d6tao+XURmzWwH10YojgACnRFQ1dtFZMLMPtWZoQc0KAE8INgmlo0xHp9zfrOZLWuiHjUQQAABVd0UQnhTSulMNBYnQAAvzs/1alU9K+c8WZblw1wboTgCCHRGoCiK74cQZszsFZ0ZekCDEsADgm1iWVVdLyIPMLMnNlGPGggggICqfkFEfmJmq9BYnAABvDg/16tV9YshhB+klNS1EYojgEBnBGKMlnN+qJnt25mhBzQoATwg2CaWVdUfisg6MzuhiXrUQAABBFT1DBFZbWYPQWNxAgTw4vxcr1bVX+ecX1eW5XtdG6E4Agh0RqAoipeGEN5mZvfqzNADGpQAHhBsE8uq6uYQwiEppSuaqEcNBBBAIMa4Iud8qZktRWNxAgTw4vzcrp6YmNh1fHz8xrm5uQfNzs7e5NYIhRFAoFMC1f97dthhhxtvv/12/t+zyJ0ngBcJ6Hl5jHG+3+8/vizLr3v2QW0EEOiOQFEUj+n1el9JKY11Z+rBTEoAD8a1kVVV9dZ+v/+CmZmZjzZSkCIIINB5gcnJyef2er0PmtlOncdYJAABvEhAz8tVdWOv13vv9PT0yZ59UBsBBLojMDU1dXK/33+pmS3vztSDmZQAHoxrI6sWRfGNEMLVZnZUIwUpggACnRdQ1fNyzvuVZfnozmMsEoAAXiSg5+WqennOOZRlucKzD2ojgEB3BIqiuCKEkM3soO5MPZhJCeDBuDayqqp+WET2N7O9GilIEQQQ6LyAqn5TRK4ys+d3HmORAATwIgE9L1fVvxeRl/G3GM9doDYC3RKoPnsiIu8xs3/o1uT1T0sA12/a2IpFURweQjiHTyM2Rk4hBDovUH37Iud8bFmWH+s8xiIBCOBFAnpevnr16r36/f7X+D6e5y5QG4FuCVT3H+j1eo9dt25d9atoXosQIIAXgTcMl6pqFpF7m9mmYeiHHhBAoL0CqrpMRH5lZmRHDdsMYg2InktU94Pu9/vPnJmZucyzD2ojgED7BSYnJw/u9XqXcB/oevaaAK7H0W2V6olIIvJ6M3u3WxMURgCBTgio6stF5K08Came7SaA63F0W0VVvy8ipZkd79YEhRFAoBMCqnqmiBRm9rBODDzgIQngAQMPenlV/S8RucHMJgddi/URQKDbAqo6IyK7m9mfdVuinukJ4Hoc3VZZ+A/iQWa2n1sTFEYAgU4IqOrVInIj/+CvZ7sJ4Hoc3VbhV0Ju9BRGoHMC/Mmr3i0ngOv1bHw1VX2FiJzChyIap6cgAp0TWPjQ5xvM7KzODT+AgQngAaA2uSRfC2hSm1oIdFuArz3Wu/8EcL2eja/GF+MbJ6cgAp0V4MY/9W49AVyvp8tq3BrOhZ2iCHRKgFvf1r/dBHD9po2vWBTFb0XkGG6O3jg9BRHojED18BcR+VBZlvfozNADHpQAHjBwE8vzeLAmlKmBQLcFePxp/ftPANdv2viKPCC7cXIKItA5AVX9sIjsb2Z7dW74AQ1MAA8Itslli6K4IoSQzeygJutSCwEEuiOgqpfnnENZliu6M/VgJyWAB+vbyOqqel7Oeb+yLB/dSEGKIIBA5wSKovhGCOFqMzuqc8MPaGACeECwTS47NTV1cr/ff6mZLW+yLrUQQKA7AtVnTXq93nunp6dP7s7Ug52UAB6sbyOrT05OPrfX633QzHZqpCBFEECgcwKqemu/33/BzMzMRzs3/IAGJoAHBNvkskVRPKbX630lpTTWZF1qIYBAdwSq+w30+/3Hl2X59e5MPdhJCeDB+ja2enWHmrm5uXvNzs7e1FhRCiGAQCcEJiYmdh0fH/+1mZEZNe44mDViei6lqr/MOZ9WluXbPfugNgIItE8gxvi3OecTzew+7ZvObyIC2M++1sqq+uUQwg0ppYlaF2YxBBDovECMcTbnvLuZ7d15jBoBCOAaMT2XijGelHOuHhN2T88+qI0AAu0TUNWbQwinpJRObd90fhMRwH72tVdW1epDEofMzMxcVvviLIgAAp0UWHjk6aVmxoc8az4BBHDNoJ7LVV+U7/V616eUCs8+qI0AAu0RiDGW/X5/D270U/+eEsD1m7qtqKrVF+RPMLNlbk1QGAEEWiWgqptE5Awz4wYcNe8sAVwzqPdyqtoXkQPN7CrvXqiPAAKjLaCq+4vIlWbWG+1JhrN7Ang492W7u1LVb4vIF83ssO1ehAsRQAABEVHVC0VkXzN7JCD1C/w3C5784VvASFkAAAAASUVORK5CYII=

Create a draw polygon function that takes number of sides as an inputModify code for other inputs.

Add any type of Polygon...