data:image/png;base64,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 data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAbKklEQVR4Xu3dDYzkZ10H8N+zd20FSi3Ia5AGrBCkgiUEgpIinAGh3TnbaiHBCERMaKKAEkrs3WyvvZ1rERAMkCiIUYyI8mLbmy21DQyQNCivivIioiJgBArIW3k5bm8fM7d3ZHd6e727uZvn+e/z2eRCws38f7/f5/ck3+7czPxT+CFAgAABAgRmLpBmXlFBAgQIECBAIASwQ0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBAgQIEBAADsDBAgQIECggIAALoCuJAECBAgQEMDOAAECBAgQKCAggAugK0mAAAECBASwM0CAAAECBAoICOAC6EoSIECAAAEB7AwQIECAAIECAgK4ALqSBLogcG3uPWIl4rkp4jk54qyI+EA/DX+5C73rkUAXBARwF7akRwIzELg6X3K/0+LAthyxLSJvi4hzJ8vmiDcspOHlM2hHCQKbXkAAb/oVG5DAkQV25Sdv3RpnbpuLNA7bcfA+7hisvt5Pw/scw+M8hACBuxAQwI4IgYYEdufe41LEtvGfcehGxNbjHf+M2HfmFenW7x7v8zyeAIH1AgLYiSCwiQUW88XnRiwfDNu0+pvu/aYdN0VcuDMNb572Op5PoHUBAdz6CTD/phK4Ll90rwMxd/i32/H/PmLKAb8cEQ9Ye40U8ZqdafiSKa/r6QSaFxDAzR8BAF0XWMy9HwVuivj5Kef5RESMxn9OizRajrgoR37r+mvmf+2npUdPWcfTCTQvIICbPwIAuiawJ194fj74W+7qm6ci4m4nOkOO+N/VwM2jFCujfnrX59dea1e++OzT4sA3Jq+/HFvvf3W6/vYTret5BAhECGCngEDlAi/P8+cciHTo40EHA/dBU7T8/dXATaMUc6Od6YZ/vqtrDfL2f4rI569/GTr9xs6096/u6rn+ngCBjQUEsNNBoDKBl+Xt9zxr9XO4h//87DQt5oh/OPyy8kIajl9ePq6fQe69MiJeOvGkN/fT8HnHdSEPJkBgnYAAdiAIVCCwO190wZaDv+UefFn5SVO29Jl86GXl5dg/uibd8n/TXG8xzz8tRbpl4hq399Pw/tNc13MJtC4ggFs/AeYvIrA7984bfxZ3bvULMMahO/6qxxP9uT1FGq0cDN250UK64T9P9EJHet5r8zPO+HZsvWPyM8NzMXfejnTjp05mLdci0JKAAG5p22YtJrAnX/rAHMuHvgAjj0P3IVM0szx+STlFjA5EjK5Kww9Pca1jeuogz4//3fgpEw9+cT8NX3tMF/AgAgTuJCCAHQoCp1BgkOf/PiKNX1I+4XcqH2rvI6vvVM6jz8eXR29MH91/Ctu+06UHubcjIvZM/MVSPw17s+xDLQKbSUAAb6ZtmqUqgUGevyUiPe3Emkrjl5EP/pZ7emwZXVH4Iz/jr7Cci/jQxCzf3R/fOfua9L7xb+R+CBA4TgEBfJxgHk7gWAUGufdfEfHQY3z8+LO2B78AYy5itCMN/+0YnzeTh+UcaU/0xm/mOnt9wXxBPy3dNpMmFCGwyQQE8CZbqHHqERjk3lJEXLRxR/m9h78Eo59u+kA9nR+5kz25984ccenE3+7up+Gu2nvXH4EaBQRwjVvR06YQ2J17vzgX8b6JYQ5EzF2yHCvvuToNv9elQQd5/vKI9McTvwF/oJ+WntilOfRKoBYBAVzLJvSxKQUGufelyZsZ5Fh56kK66d1dG/i6vP2nD0T+7ETf+YzYd0+3J+zaNvVbg4AArmELeti0Aou595YU8ey1A+bI1y2kpfG7ijv3M8i9L0TEgycav7ifhjd2bhgNEygsIIALL0D5zS2wmHvPTxFvmgjgDy6kpSd0cfJB7o1nef7Ey9Cv76elF3ZxHj0TKCkggEvqq73pBRZz76EpYvxu6HU/yxH3vToNv9Y1gEGef1ZE+puJvj/TT8Np7zvcNQr9EphaQABPTegCBI4uMMi9T0bEI9c+aiXiWVel4du6Zuf2hF3bmH5rFhDANW9Hb5tCYJC3vy4i/876l6HjDQtpeHkXBzzS7Qlz5N9cSEt/3sV59EyglIAALiWvbjMCg/wrl0Ss/N3EwJ/tp+HDu4iwmLe/IkW+YqL3t/bTcN2bzbo4m54JzFJAAM9SW60mBV6eL/vx5fjBNyeHz5EfvpCWJj/WU73RBrcn/GY/De9VffMaJFCRgACuaBla2bwCi7l3W4pY94UVOeLyhTR8Q9em3uj2hCuRz78qLX28a/Pol0ApAQFcSl7dpgQW8/zuFGlh7dAp4m070/BZXYTY4PaEV/TT8FVdnEfPBEoICOAS6mo2J7CY55+cIo2/+3ntz9f6aXjfLmLsyduvzJGvXd97uqWf9j69i/PomUAJAQFcQl3NJgUGuXdHRNxj7fArMfeEq9KNH+wayAa3J9y3P75zptsTdm2b+i0lIIBLyavbnMAg9/ZGxLob2KdIO3amvdd1DWOj2xPmiF9aSMPxbRX9ECBwFwIC2BEhMCOBQe79bkS8Zn25/O5+WnrqjFo4qWUGufeOiPjVtRft8vdcn1QcFyNwDAIC+BiQPITAyRDYk7c/OkeefJfwyldi+e6vSzfvOxk1ZnmNI9+eMD7ST8PHzbIPtQh0VUAAd3Vz+u6kwJHuJpQiLtyZhjd3baCNbk+4P7bc+5p0w50+99y1+fRL4FQLCOBTLez6BNYIDHLvLyLiuRMor+qn4eQ3S3XC7Uj/QZEjX7aQlsYvT/shQOAoAgLY8SAwQ4E9ef45OdKbJ0p+rJ+Gj51hGyet1CD3/jQifmvigm/sp+ELTloRFyKwSQUE8CZdrLHqFPiDfOlP7o/9X5zs7vQ48MCXpXd9uc6uN+5qg9sTfrGfhud0bRb9Epi1gACetbh6zQsMcm/8RqxHr4VIEb++Mw3/ums4G92ecEusnHtluulO90Hu2nz6JXAqBQTwqdR1bQJHEBjk3vijSOOPJK39+bN+Gk6+lNsJv0HufSwiHrO22a5+z3UnwDW5aQQE8KZZpUG6IjDI872INP5SjrU/n+un4U91ZYa1fW5we8J39tPw17o4j54JzEpAAM9KWh0ChwRemZ92j31xxvhrKdf9zMXceTvSjZ/qGtRGtyfcGcN7pxS5a/Pol8CsBATwrKTVIbBGYJB74xszPHk9SnphP+19fdegDt2e8FsRccba3lciHn9VGn64a/Pol8CsBATwrKTVIbBGYE/evpAj754I4Ov7ae+lXYQa5N57ImLb2t67+j3XXfTXczcFBHA396brjgtcm7c/cSXybevHyN/qp6WzuzjakW9PmN/bT0vrQrmLs+mZwKkSEMCnStZ1CdyFwCD3vhERE4GbL+inpYlgrp9yg9sTLp8Vy2e+qIPfc12/uA43g4AA3gxbNEMnBfbk3jtzxORLzrv6aTjx0nT94210e8IUK0/fmW66pf4JdEhg9gICePbmKhI4KLAnz/92jrTuTVc54v0LaTjx5qxugG1we8I/XEhLL+3GBLokMFsBATxbb9UI/EhgMV/0Mynm7vSxozNi35lXpFu/2zWqDW5P+C/9NPy5rs2iXwKzEBDAs1BWg8AGAoPcG39d40PX/3Xe3k9Lw66hbXB7wliOrfe/Ol1/e9fm0S+BUy0ggE+1sOsTOIrAIPfeFBHPn3jIH/XT8Pe6AndtvuQnVuLA+N3O2yLy+Os0t67tPUXs2ZmG/a7Mo08CsxIQwLOSVofAEQR2596z5yLeMvFXVb9sO37D1bUxvy1HOhS68YSjLTdFfGJnGj7KASBAYL2AAHYiCBQU2JUvfMBpseVLd25h7px+uvFOty0s1ep1eftjViK25ciHQ/fHjqOXz/fT8CHH8XgPJdCEgABuYs2GrFlgkHsfiYjHTvy38fP6ae+bS/W9K1/8kNNjZVuOlW2x+pvuA6foZXc/DXdN8XxPJbApBQTwplyrobokcKS7CeVIf7mQ9j53VnPsys84a2ts3TZ38Lfcg18ped6UtT+XI76wJfLrd6Sld0x5LU8nsCkFBPCmXKuhuiSwmLc/PUW+eW3PKdL/7Ex7H3wq5xjk7U8ah+1q6OYLpqz16RRptBIxWo650TXphm9OeT1PJ7DpBQTwpl+xAWsX2JUvO/30+MH3csSWtb2uRD7/qrT08ZPV/+584aNSzB38N9y0+rLymVNc+ysRMUqRRz+MPLom3TT+OJUfAgSOQ0AAHweWhxI4VQKD3Ls1Ip669vo54iULafiaE605yPMPOvTvtwdfVk4R55zotSLih4cDdy62jq5MN3x0imt5KgECESGAHQMCFQgM8vzvR6TrJlpZ6qdh71jbe3W+7G7fj32H/w13/Jnc84/1uRs87kOroZtGD4szRs9Mbz8w5fU8nQCBNQIC2HEgUIHAIM8/PiJ9cKKV7/XT8B5Ha2+QL/qFw7/lRqSnTDnKf4wDNyKP5uLAaEe6+atTXs/TCRA4ioAAdjwIVCKwmHtfTRH3WdtOjvyUhbT0vsP/37W594jx53FXv3Xq4J97TdH+18dhOw7duThttCNd/+9TXMtTCRA4TgEBfJxgHk7gVAks5t7fpohnrr3+XORX55j78OpHgw5+Cca5U9TPq7/hrv7pp+E/TnEtTyVAYEoBATwloKcTOFkCi7n3ghTxJyfreoeu87HVf8eN0T1jefSidPO+k3x9lyNA4AQFBPAJwnkagZMtsJjnH5YiTfsy8H8fflk5xf7RznTLEb7m8mR37noECJyIgAA+ETXPIXCKBAZ5/o6IdNQ3Xk2U/nY+9JLylph7z450453uL3yKWnVZAgSmFBDAUwJ6OoGTKTDIvU9GxCOPds0U8f7V0M2jflq67WTWdy0CBGYnIIBnZ60SgbsU2JPnX5wj/dHEAz+dI986DtzluPvomvT2O+7yQh5AgED1AgK4+hVpsDWBxTx/ZUQ8Y/zvwXOx9RU+HtTaCTBvKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwICuJVNm5MAAQIEqhIQwFWtQzMECBAg0IqAAG5l0+YkQIAAgaoEBHBV69AMAQIECLQiIIBb2bQ5CRAgQKAqAQFc1To0Q4AAAQKtCAjgVjZtTgIECBCoSkAAV7UOzRAgQIBAKwL/D16TaZYsgHdRAAAAAElFTkSuQmCC Square 0.3 Pentagon 0.4 Diamond 0.3 Equilateral Triangle 0.3 Parallelogram 0.4