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ECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYDsCp+LsLafj82/dznu9Z3gCU8NbtTUTIECAQJMEOtGZPh0LPzsVnU9MRfs7mpTbJObSmsRBGzMBAgQmTWA+5m+YjT3/Oo3726cjPrI/9v/xpBk0bby2gJtWEfkQIEBgwAKn4swds7H7ZDs6X52J1l2a74CB+1ydLeA+4SxGgACBpgs8FU+9Ziku/lJE62+nXP/ewdj/cNNznqT8ZiZpsMZKgACBSRE4FZ//zqVY+fep+b6UvvM9PBdzT0/K2EdlnHZBj0ql5EmAAIFtCpyKhQ+1Yvmzreh89oX4+lHNd5twNb/NFnDN4MIRIEBgWAKn4tQbpmL2VzvRfncrpn/qQNx2ZlixrHfnAraAd25oDQQIECgusBALb2/FTD7Q6prl2HVY8y1ekldNwEFYr0rkDQQIEGiuQDq9aGYm9nwsfZj/XCdav3Yo9v2n5mYrs14Bu6B7NTwnQIDACAk8GU/esBztfxPRuTF933vvXOz/kxFKf+JTtQt64qcAAAIERlHgiXjizovRzruc/7QTq3enA6003xErpF3QI1Yw6RIgMNkCn40/3Ls3zv9S2uL9YCumfnEubvvMZIuM7ujtgh7d2smcAIEJE5iPhe+ejZfTub3xQid2pwOtfuiZCSMYq+HaBT1W5TQYAgTGVeB0nPnwbLR+J33f+8gb4rqjBzXfkS+1LeCRL6EBECAwzgLp9KLr29H652mMB9NNFH5yf8ydHefxTtLYbAFPUrWNlQCBkRI4FYvvSM33ZEp6djamDqebKGi+I1XBV07WQViv7OOvBAgQqF0g3URh9mKsfCwd4fyzKfivppso/HbtSQg4dAG7oIdOLAABAgS2L/B4PP6tS7H8G52IG1qx+mMH4+D/3P7S3jlKAnZBj1K15EqAwFgLpJso3J2u5XwyHWj15dR8f1TzHetyh13Q411foyNAYAQE0uUkr90Ve/5hO+JYK1q/cDD2nRiBtKW4QwG7oHcIaHECBAjsROCxWPye6Wj/h/R973OtaB9OW73O7d0J6Agtaxf0CBVLqgQIjJfAE7H4k9PROZG2eh/6y/iLD2i+41XfVxuNLeBXE/J3AgQIDFjg0Xj0jdfEa36tE525tOX74dtj7skBh7C6ERCwBTwCRZIiAQLjI3AynnjnNbF3Pp3f21qKqcOa7/jU9mpH4iCsqxXzfgIECPQhkM/tTacX5fN60717W//sQOz7eB+rscgYCdgFPUbFNBQCBJopkJpvPrf336bTi96Ubh14z8E49KVmZiqrOgXsgq5TWywCBCZO4LE4/Z6lWDmZBv7Hy3HhPYc034mbA1casF3QV5LxOgECBHYgMB/nrp2NF/9R2up9f1pNOrd3f7qTkR8CmwJ2QW9aeEaAAIGBCJyKs9/bihf+Y1rZ19oxmw60uvUvB7JiKxkrAbugx6qcBkOAQGmBhTj7U+mCGo9EtD61J2Y/qPmWrkhz49sCbm5tZEaAwAgJnI2zb1yO9r/oRPu2iNUPpYtqPDVC6Uu1gIAt4ALoQhIgMF4Cp+LUban5nkxbvaut6OTLSWq+41XioYzGQVhDYbVSAgQmQeBcnNv1XLz4c6np/ky6sMY/vT32/edJGLcxDkZAAx6Mo7UQIDBhAqfj9Fsipn4zXVTj9akBf3Qu5v7XhBEY7g4F7ILeIaDFCRCYPIEn4uw9rZg+mZrvH10br7lH8528OTCIEdsCHoSidRAgMBECaav3tZ2Y/uU02PvSXYx+PjXez07EwA1yKAKOgh4Kq5USIDBuAqfj82/txPJvpQOtnunExcNzcbtze8etyDWPxy7omsGFI0Bg9ASeiDM/HbHymZT58ZU4/6HbNd/RK2IDM7YF3MCiSIkAgWYIzMf8m3bF7n/ZiXhnO+ID6daBX2hGZrIYBwFbwONQRWMgQGDgAqdjcd9s7D6ZdjlfmErn9t4e+zXfgStP9gptAU92/Y2eAIFLBE7Eid3Xxet/Pt1E4e+kP/2TA7H/v1zyFr8SGIiABjwQRishQGAcBBZi4cbViH+XtnqvTddzvvtAHPjf4zAuY2imgF3QzayLrAgQqFngVJy5N13NKp3bG3/wUrxwr+ZbcwEmMJwt4AksuiETILApkM/tjZj5lYj2e9OVrT6W7tv7uc2/ekZgeAIa8PBsrZkAgYYLPBZn/mba3Zzu29v56nLMHD4S7/q/DU9ZemMkYBf0GBXTUAgQ2L7AqVj4yHTEw+3o/NflWPqw5rt9O+8cjIAt4ME4WgsBAiMi8FQ89aalWP71dG7vD6XrOR+9Pd71ByOSujTHTMAW8JgV1HAIELiyQDrKeW4pVk6m5vtyurLV4QOa75Wx/GXoAm7GMHRiAQgQKC1wIr68+7XxV7+QPvA+mu5g9CsHYt9/K52T+ATsgjYHCBAYa4H5WLxpV/xVOrc3rmnHyl0H49D/GesBG9zICNgFPTKlkigBAlcr8EQsvm82OvPpOs6/tztm33tI871aQu8fooAt4CHiWjUBAmUEFmPxuuXo/ON0etE96TrOP5Pu2/u7ZTIRlcCVBTTgK9v4CwECIyjweCy+bSU6v5W+7/2z6Wgd3hf7nx3BYUh5AgTsgp6AIhsigUkQ6ESndTrOfDRt8T6Unn/8mfjqh/fFPs13Eoo/omN0FPSIFk7aBAhsCjwej3/LVMz+erqq1S2dWP7p9F3vH27+1TMCzRSwBdzMusiKAIFtCqT79h5Mzfdk+r73xb2x+4jmu004bysuYAu4eAkkQIBAPwLzMb9nNnb/3bTV+5G0/C+nmygc72c9liFQSsBBWKXkxSVA4KoFzsW5XV+PFz+WFrwx3b3oB1Lzba3GxTvfHe/+06temQUI9Ckwny5nOhsrv5gW/9ob4rW/eXPcfLGfVWnA/ahZhgCBIgJfjxfuToH/Vfovf3326XTA1QcOxrvPF0lG0IkVmIkLfz9NwX+QANppTuYLuzzcD4bvgPtRswwBAqUEllPgtc+tdD3nW/bH/gulEhF3MgXSEfZp/rU+WI0+z8U8J/v60YD7YrMQAQIlBPbE7KPpYKtv5Njpms5/fSE+n3ZD+yFQn0Cec3nurUfsfGN9TvYXXwPuz81SBAgUELg1bk1bG61PVaHTQaSrRwukIeREC6zNueoA5tan1udkfyAacH9uliJAoJBA2gX4SE/oow/EAz7HekA8HZ5ANdc2/tF3yVy86sAm7lWTWYAAgZICK3Hhd1L8F9dzaH3XXXHXW0vmI/bkCPxw/PD3pT0w31WN+MVqLvYNoAH3TWdBAgRKCByJI0sp7tpRp/mAmNVobWyRlMhHzMkRmIpd968fhLU25oerudg3gAbcN50FCRAoJbB111/naPrdRYVKFWNC4q7Psc7GP/a2zsH+EDTg/twsRYBAQYGXY2/eAu6e//u2hVj4zoLpCD0BAtUce1s11PPVHNzRyDXgHfFZmACBEgJ3xS0vtTYPxprq2A1dogwTFbOaY2s9M8+9PAd3CqAB71TQ8gQIFBJoPbIZeOr+zeeeERi8wNZ/5PXOvf5jacD921mSAIGCAtPRejCFr67B2/nBx+LJ6uIIBZMSeiwF8txKBxncUg3uYjX3djxWDXjHhFZAgEAJgX2x74V0IMz/qGJPT8XysRJ5iDn+AtXcms4jzXMuz71BjFoDHoSidRAgUEhg6tPdwOnygO/vPvdIYJACW+fW5pzbaQwNeKeClidAoJjAdLQ/mYJXF8NvvfPJePKGYskIPJYC63Oq9c5qcMvVnBvIWDXggTBaCQECJQTmYu65FPdkFXvmQqzaDV2iEGMcs5pT3Vv3nqzm3EBGrAEPhNFKCBAoJZCOTn2oGzsdKPPj3eceCQxCoHdO9c61QaxbAx6EonUQIFBMYCpWP5GCr1QJHJqP+TcVS0bgsRKo5tKhalAr1Vwb2Bg14IFRWhEBAiUEDsSBr6VjU89UsWemY8/G5QJL5CPm+AhUc6na/dw5sz7XBjc+DXhwltZEgEAhgXa0/ns3dPpQu7f73COBnQj0zqXeObaTdfYuqwH3anhOgMBICixH53g6P3O1Sv6O+fj914/kQCTdGIFqDt2RE8pzK8+xQSenAQ9a1PoIEKhd4Edi7umpaP1eFXh2Ns47J7j2KoxXwGoOzeZR5bmV59igR6gBD1rU+ggQKCKQtlLyOcFrP52IH+s+90igH4HeOdQ7t/pZ15WW0YCvJON1AgRGSiDdoSbvIlzbDZ2uXHT36Tj92pEagGQbI5DnTp5DVUKr1dwaeH4a8MBJrZAAgRIC6QIJf57ifrGKvacVM+8rkYeYoy9QzZ091Ui+WM2tgQ9MAx44qRUSIFBCIG2xdNJFE/I5wWs/7ejc033ukcDVCPTOnTyn8ty6muW3+14NeLtS3keAQOMF2jGVPiyjnRNNj/cuxMI1jU9ago0SyHMmz52cVJ5LeU4NK0ENeFiy1kuAQO0CB+NdX06bKl+qAu9NXwg7GKv2Kox2wGrO7M2jyHMpz6lhjUgDHpas9RIgULvA+q7CzsYWS/rdbujaqzDaAbfOmc7Qdj9nJQ14tOeK7AkQuEQgfajlBtz9zu6+c3Fu1yVv8SuBywpUc+W+6o+dai5d9r2DeFEDHoSidRAg0BiB/bH/XOq+f1YldN1z8cJdjUlOIo0WqObKdTnJPIfyXBpmwhrwMHWtmwCB2gXSLsR2+mDbuGxguoqR74Frr8JoBuydK3kO5bk0zJFowMPUtW4CBIoIdGL1k+nDc203dLqK0f1PxVNrlxQskoygIyGQ50ieKznZPHfyHBp24hrwsIWtnwCB2gWeiWd+P53L2b127/UvxYUjtSch4EgJXIiVPEeuz0nnuZPn0LAHoAEPW9j6CRCoXeBYHMuXpNzYDT0drffWnoSAIyXQiXbvHDlezaGhjkEDHiqvlRMgUEog7X9+cDN26+h8zFc3Vt981TMCWWB9brSOdjW2zp3uq4N/1IAHb2qNBAg0QOBQ7FtMaTxbpfLmqdg114C0pNBAgWpuvLlK7dlq7gw9Uw146MQCECBQQiAdSHPpbuju+Z0l0hGzwQLpK4reuZGPfs5zZ+g/GvDQiQUgQKCUQDqY5qGe2MeOx/Hpnt89JZAOFFibE8e6FJfMme7LQ3nUgIfCaqUECDRBYDUuPJYuqP//1nNpveWmuOkdTchLDs0RWJ8TrbfkjPJcyXOmruw04LqkxSFAoHaBI3FkJR1Qs3Ft6HRnm7XzPGtPRMDGCvTOiTxX8pypK1kNuC5pcQgQKCTQ+vRm4M6xdLEFn3ubIBP9bH0udDZ2P6dt4J65MnwaE3H4xiIQIFBQ4Jn480fTB+s3qhS+7XQ8+f0F0xG6QQInY+EHUjrftp5S6xvrc6W+BDXg+qxFIkCggEC6oMLFVrS75wS3WrHSs8VTICEhGyOQrk+az/1NX/3m/7UfzHOlzuQ04Dq1xSJAoIhAJ1qPbAaevv+BeMBn3ybIRD5bnwPTG8cEbJ0j9ZCYhPU4i0KAQEGB5Vg6kcJ/M6eQNne++0jc9daC6QjdAIE8B/JcqFL5ZjVHas1MA66VWzACBEoIpCNbl9IRrg/n2PnAm1Z0Ni47WCIfMcsL5DnQPSAvz408R+rOSgOuW1w8AgSKCEzH1Ge6gdOVj+5PH75r3/11X/M4OQK59nkOdEfcOze6r9XxqAHXoSwGAQLFBfbGnrwFfD4nkrZ4bj4dT/2N4klJoIhArn2eA1Xw89XcqD0XDbh2cgEJECghcEvc8lKKm78Lzj9TU7FiN/S6xcT9v6p9t/+dqOZG7Q7dBGoPLCABAgTqFug90rW9fgpK3SmI1wCB3tr3zom6U9OA6xYXjwCBYgJLMZPPB1471zN9AfyDi7F4U7FkBC4ikGuea18Fv1jNiSK5aMBF2AUlQKCEwN+KW59P3wB/roo9vRq9lyEskZGYdQtUNa/uitX53PqcqDuL9XgacBl3UQkQKCewcb3ftCvy/eXSELmEwCU135gLJXLRgEuoi0mAQDGB9KGX7o7UWbvjTdoV+a75mL+hWDIC1yqQa51rvh60s7I+F2pNYUswDXgLh18IEBh3gbmYey4deHOyGufMrtjjaOhxL3o1vqrWM/nXPAfyXCg5dA24pL7YBAgUEUhXQXqoGzhdlOHHu889jrdAb61750CpUWvApeTFJUCgmMBSvJx2Q0d14/XW7Wfj7BuLJSNwLQLrNW7dXgVbqeZALbGvFEQDvpKM1wkQGFuBO+KOZ9PgFqsBzixH227osa32+sCqGq/tfs61r+ZA0VFrwEX5BSdAoKBA9x7BOYV7C+YhdD0CvTXurX090S8TRQO+DIqXCBAYf4Gp6BxPo1zNI21F6450hOzrx3/UkznCXNtc42r0q1Xti2NowMVLIAECBEoIpCNgn05xv5Bjp4Nzds3GbucElyhEDTFzbXONq1BfqGpfQ+RXDqEBv7KPvxIgMMYC6ZzQT24Or/WezeeejZnAPd3xbK1599UyjxpwGXdRCRBogED6AMy7odPFkdZ+3jMf566tnnsYE4H1mrZ+tBpOu6p5I0anATeiDJIgQKCEwL7Y95UU94tV7D2z8cL7SuQh5vAEqpruqSJ8sar58AJexZo14KvA8lYCBMZLIB2Y00k3Zs/nBK/9pN83dlV2X/M42gK9Nc21zjVvyog04KZUQh4ECBQRaMVq/lBe2w3djs57F2LhmiKJCDpwgVzLXNO84lzjXOuBB9nBCjXgHeBZlACB0Rd4NB79cjoO+kt5JOkAnb0r0bEVPPplXRtBrmWu6fpwOl9ar3VzBqcBN6cWMiFAoIDAA/FAO23+bhwNPRVTGnCBOgwjZG8tc41zrYcRp991asD9ylmOAIGxEUh3xsm7Jte+G0xbTPcdj+Pdc0bHZoyTNpBcw7Tb+b5q3Om7/rUaN4pBA25UOSRDgEAJgUNxWz4SOh8Rnbvw6741brqzRB5iDk4g1zBdfON11Rq/UtV4cAEGsCYNeACIVkGAwGgL5AN0UuPN5wR3f3qvG9x9zeNoCWzUMNe2e6Bdk4agATepGnIhQKCYwFS0N74HTh/W96frB3fvnFMsJ4H7E8i1yzXsLt1b2+5rTXjUgJtQBTkQIFBc4Ol4+gvp+9+/qBK5fjauOVI8KQn0JVDV7vq8cK5prm1fKxryQhrwkIGtngCB0RA4FsdW067KfDBW9bN+/mj3N4+jJLBZu1zTXNsmZq8BN7EqciJAoJBAq/c+scfshi5Uhh2ErWp2bHMVW2q6+XIDnmnADSiCFAgQaIbAcpxfTJk8W2Xz5tmY3d+MzGSxXYGqZm+u3v9sVdPtLl7r+zTgWrkFI0CgyQJH4shKyq9nN/R09zzSJqctty0CW2r2iaqmW97RlF804KZUQh4ECDRCIH1n+FBPIsfSBR2me373tMECVa02dj9fUsvGZa4BN64kEiJAoKTASiydTPGfq3K48Ya46R0l8xF7+wJVrW6slniuquX2V1DzOzXgmsGFI0Cg2QLruyw3L1s4Ha33Nztj2XUFttaq1ejdzzlnDbhbOY8ECBCoBNJFHD7dg3EsXdLQZ2UPSBOfVjXa2P18SQ2bmLIG3MiqSIoAgaICT8dXPpcSeD4nkb5H/PbTcfr7iyYk+KsK5BrlWlVvfL6q4asuV/IN/lVXUl9sAgQaKZAu3HAxfZh3zwluTcXsxmUNG5mwpNLW5FqN0oWv1v7R9GCuYdNZNOCmV0h+BAgUEUi3r3ukGzg146PpXrI+L7sgDXvMtck16qbVW7vua018NKGaWBU5ESBQXGA1zucG/M2cSNqs+p47487vLZ6UBC4rkGuTa1T98ZtV7S773ia9qAE3qRpyIUCgMQLpaOillMzDOaF8gE+7ZwurMUlKZE0g16bnQLmHq9o1XkcDbnyJJEiAQDmBzsZu6JRD/pBf+46xXD4iXypQ1WRj93P651JvzS59e6N+14AbVQ7JECDQJIHluJC3gPOWcPpp3fx4PPkda0/9rzEC6zVp3VwltFTVrDH5vVIiGvAr6fgbAQITLZB2ZebvgE9UCFMz0e7Z0ppomsYMvqpJt5edqGrWmPxeKZFu0q/0Hn8jQIDAxAqkXZwbuzTTcw24YTOhtya9tWpYmpdNRwO+LIsXCRAgsC5wTez6VPritzqntPX2+Vi8iU0zBNZr0Xp7zibXKNeqGZltLwsNeHtO3kWAwIQK3Bq3Pp/OK81Xxso/0zPR2bjc4fpL/l9KoKrF2t2qco1yrUrl0k9cDbgfNcsQIDBhAluuDf0TEzb4Jg+3pxZbatTknDdy04A3KDwhQIDA5QXSYdCfTH9ZyX9NuzpvW4zFv3b5d3q1LoFcg1yLKt5KVaO6wg8kTsrfDwECBAi8msCpOPNo+sD8kep9D3ai/Uevtoy/D0+gFVP5BhlrW8DpMpS/eyj23zG8aMNZsy3g4bhaKwECYyaQPvA/kYaUPuvX/nt5zIY3isPJNVirR1WbkRvDzMhlLGECBAgUEFiOl397NvZ8PW0Fv+5iLH18VC53WICqlpDzMb9nV+x5PHXg51Nt8gVT/BAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgYkU+P/+dbp96VULnAAAAABJRU5ErkJggg==24Were you thinking of a square?23Were you thinking of al Trieangle?25Were you thinking of a Pentagon?28Were you thinking of an octagon

05