1 draws a square. 2 draws a triangle. 3 draws a diamond. 4 draws a pentagon. 5 draws a parallelogram. 6 draws a star. 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/aw0FtgGIQGKAAATxATKZCAIHZBXxN69Uq2dczOXX9NbaienmmsQxCYAQFCOARbBolIzCqAh53Piv5Sdnqt4ssKr8521hGITB6AgTw6PWMihEYSQF3N8WdX8m0W6YNuNYpKu9hZp5pPIMQGDEBAnjEGka5CIyqgK/tHKmufzuh/lse+7d9+54r2SvsmPIVo7pn6kZgNgECmPOBAAJDEfC4/SlJJ/cvZuc++m9+ZkIhn7aocspQCmQRBIYsQAAPGZzlECiqgMft2yTt2bd/m3jWo/k7/dMEm9stqjytqGbse7wFCODx7i+7QyAIAW/e/TL59JV9xbh+afXKplD2Rvt2mZ6aENBHWG3Zd4LYCEUgMEABAniAmEyFAALJAt7sfFzub+8PV33EapV3bwrgZvt8uU7vH2OfsFr5NGwRGDcBAnjcOsp+EAhQwOP2LyQ9vf8V8PTzrL7zdY++Ar7rENnEtQnl/7tFlb0D3BYlIbAgAQJ4QXxcjAACaQIed14k+Xf7x9mUReWdN/93jzt3Jf9Klr3YovL30tbieQRGSYAAHqVuUSsCIyjgcfsCSe9MKP1CiyqnbhnA7U9KelvC2L+yqPKuEdw+JSMwowABzOFAAIFFFfBG+2aZ9utbxHSY1So/2CKAm+0/keuf+sa6fm71yv6LWiiTIzBkAQJ4yOAsh0CRBHxt+zB1dXX/nv1ei6pPTrLwuPUbyXbqe66kw+2YSn84FwmUvY6VAAE8Vu1kMwiEJeBxe7WkM/pf0drnrF5O/E1ob3QukvmJCTs5z6LKyrB2SDUIzF+AAJ6/HVcigECKgMetn0n2zP5Xs6WX2jHLr0p8Bbx2/UvU7f5DwqvmmyyqHgA6AuMiQACPSyfZBwKBCXhz6lB56YcJZT1oUWWH2cr1uP2ApO37xlj3BVabvCawrVIOAvMSIIDnxcZFCCCQJuCNzrkyf2/CuEssqhyfEsAXS3pj3xi3D1m9nPSb0Wnl8DwCwQkQwMG1hIIQGA8Bj9s3SDqw/1Wsvcpq5W/NGsDNzivl/s2EMT+xqHLQeAixi6ILEMBFPwHsH4FFEPBm+7lyXd8/tW3Q/Xc90U46aMOsAXzRDdtox50fknyb/gDXwVar/HgRymZKBIYqQAAPlZvFECiGgMft90t6X/9byIqtXqlnUfBGuyFTlDD2AxZVevPzQGCkBQjgkW4fxSMQpoA32tfJdHBCANesXlmbpWpvtI+RqZkwx/VWrxySZQ7GIBCyAAEccneoDYERFPDm3QfMcG9fySZ2sNqyB7Nsy5t3by+f7n0auv9hE8+y2rKfZZmHMQiEKkAAh9oZ6kJgRAU8bp0p2TkJqfkNi8qvnsu2PO5cLvlR/df4WRZVz53LXIxFIDQBAji0jlAPAiMu4HHrGsme37eNrr/BVlS/Mpft+ZrW61WyLycE8I8sqh46l7kYi0BoAgRwaB2hHgRGWMCb7X3l+nniFqb9KXZs9Tdz2Z5f2nqyJuyexGtM+1mtcstc5mMsAiEJEMAhdYNaEBhxAW90Vsr8wwmvWL9jUfWI+WzP49aVkr2s71q3VVYv935rmgcCIylAAI9k2ygagTAFPG737lb0Jwlh+Sarl78wn6q90TlB5p9PuPYHFlUOm8+cXINACAIEcAhdoAYE5ijgzfbVchE+c3QbynDX961eedFQ1mKRkRYggEe6fRRfRAGPWz+VjLsCBd18585NQfcnjOII4DD6QBUIZBbwuL1R0kTmCxiYg4BNW1ReksPCLDlCAgTwCDWLUhHoCXjcdiTCF7Cown9fw29TrhVyQHLlZ3EE5i7A33/nbpbDFf9gUaX/k9s5FMKS4QoQwOH2hsoQmFHAm+075NoNogAFTOusVtk9wMooKTABAjiwhlAOAlkFfM3Un6tUSv9qT++2gK6VtqLS+4rQwB/evLssn24nTjzAH8uY9Uc+bKJitWWdgW+u95b/2rtfIO+ulvsfpc9vJ1pUTvrKVPqljCicAAFcuJaz4XES8Mvv21EbHr5F7pXZ92UbJV9lUeWCQe/f4/bJkj7VP6/faFH1wEGu53HrJ5I9O2HOUyyqfHqQa/Xm8rj1DsnOl5T2gap7ZdrHapXkX+0adGHMNxYCBPBYtJFNFF3A43YvAHtBmPZoaImvtNdW16UNzPq8NzvflvuR/ePtvRaV/zLrPFnGedx5j+Qf6htrdoXVyq/IMkeWMf61u3bWxtJqyY5LHe/+RatXT0gdxwAEthIggDkSCIyJgDc7L5T79zNs5zbJV1pU/VqGsbMO8eadfyhfsj7xFaJ3D7T65I0LXWPz670x9WxZ6ScJc26UbVxutV3+c6HreaPzKslXy7R36lw+/Qqr73xF6jgGIJAgQABzLBAYMwFvdn6U6e+V7qutXl21kO173HqTZJ/rf0Wqn1utsv9C5p7pWm+2b5Zrv/7n/USLqgv6+6vH7Q9KOiu9bvtXi8rPSB/HCARmFiCAOR0IjKGAx+13Ssrw9177rqy7ymrVpFeVqTIz36+3e45Fk2enTjCPAR5PfVAqJYSkzfl+w79b3i+98xkqLem96s1yw4hzLKosyt7mwcElIyxAAI9w8ygdgdkEvNnZQ+692/VtlyJ1n8xWWq3c/0p2lgu9eff28uneh47657fSH1lt+bWL0SFvrn+evPv/Eub+rWziKVZb9uBc1vVG+89k+oiknVKu2yDvHjLot9XnUitjx0uAAB6vfrIbBPoEvNH6qsyOTafxz2vDQ++y1+31X+ljN/0i1xslXdw/1m6zqLxXljnmO8bjzq2SPy3h+uMtqlySZd7H/geidzvD9A+vmV9ltepLs8zLGASyChDAWaUYh8AIC/ja9a9Rt5vlQ1c3yrurrD55Vdp2vdleK9fRCePOt6hyRtr1C3ne4/Z5kt7dN4fpMqtVjkmb29e0D5Op95bzwWlj5Xqr1SufSR3HAATmKEAAzxGM4QiMqoB/6Vc76g+26711u0/6Huw9FpU/PNM4b968VL7TvZK2TxjzQosqV6evMf8RHrcPl/SPCTM8KLt3J6vt/8iMtWf++7haeuThg+z1uyf/yMj8y+dKBDYJEMAcBAQKJuCN1rkye2/qtk1f14ZHTrfjdvvl1mM9nlohlS7tn8Pvsqi6S+rcAxjgcetOyXbun6p7rEWTa/pqbk7tKrfed3tXpC5vuthqlT9LHccABBYgQAAvAI9LERhVgVm+T7vVlvzXUmmlReUtAs3jzhrJ6337N/uE1cqnDcPFm52Py/3t/WtZw6LyFiHrzfWvlroXyPXU1NpKdpQdU/5m6jgGILBAAQJ4gYBcjsAoC3jc/jtJf5q6B/ePWr3a+2rTpofHrfsk27E/gP0Iq1W/kzrfAAZ4s/UyuV3ZP5Xfb1H1SZvV+iHJ3pO+pN1kUfmA9HGMQGAwAgTwYByZBYGRFch8UwfpB3KdLvNdJbssYcP3qFZebmZDuV+xu5uand6vcD0lIYSPli25XeqeJ/eXpDfHP2xRNUNIp8/ECASyChDAWaUYh8AYC/hlnaeqq2vSb+qghyT1vlv8nITQu8ii6puHyeRx67OSnZSw5nUy20/uO8xaj9n9kr/UapUfD7Nu1kKgJ0AAcw4QQOBxgTnc1CFBzV9tUfUbw+T0uHWUZJfPb037nkXlF8/vWq5CYOECBPDCDZkBgbES8EunXqyJUur3gLfa9AOP3Qzhv4eJ4c07n/DYzSBmf6W7dVGmt1mtknALxWFWz1pFFyCAi34C2D8CSa9le3c50ja92wxmuAl971NZutjq+XxtxxvtL8l0fMZG3qYlSw+31+50V8bxDENg0QQI4EWjZWIERl8g+00ddKNsIrLastuGuWtv3rGHfNve95EPSV/X/tai8uvTxzECgeEIEMDDcWYVBEZWwC+75yBNb/xh6k0dzNpS9wyrVb8yjM16s3203D8u2WTKehskXzGI+x8PY1+sURwBArg4vWanCMxbwN/nJe3b+XdJSTdA2Gpeu9Ci8qnzXizDhd5ofbh3B6cMQ9fLfjhptdp0hrEMQWCoAgTwULlZDIHRFZj5px8T93St3P7C6uXrBrljb9zzbJU2/pVch2Wbd3g/jZmtHkYh8HsBApjTgAACqQKz3PxgtmsfkXylRdWPpS6QYYCvaZ2oki6UbGmG4ZsPWfSbQ8yxHoYjsEmAAOYgIIBAqsCCvh9sdqmWbDzVXrNz7+5Jc374V9c9SUu2PV/yE+Z88aMXfNqiyinzvJbLEFg0AQJ40WiZGIHxEfC4/StJu/fvyD8pWZa/9/6H3N5p9fIVc1HxuPMiyT8had8M1zUl1RLG3WFRZY8M1zMEgaEKEMBD5WYxBEZPwOOp50ulaxIrX+K762E9pAm7JNNNHeR/aVE1/VaIm2740D5D0up0MbtJXT9KS9210e5IHt891KLJH6XPxQgEhidAAA/PmpUQGEkBj1sflewdCcX/vUWVl//u373RfqtMn07dpPtVKvmpVpvsfaq67+GN9XvKuh+V9MoMc33R6tXH35qe+e5O/jGLqn+ROh8DEBiiAAE8RGyWQmAUBTxu35r89SN/u0XVT26+J1/TOVgTujz1pg6mezWtd9mKysVbXB+3e28h934iMuEOR5uN7N1EYXr6zbZiMt7y+tapkvXest76cZtFlb1G0Z+ax1eAAB7f3rIzBBYs4I32c2RKvlOQdfdOehXrV/sS3d35uKST0wuwi3TLZ96q97/fFbcvkFmGV6n2Pdnyl1vNHtl6fm9OPV1e+kXiuq7nWr3yz+k1MQKB4QgQwMNxZhUERlLA43bvb7C9v8Vu/fhHiyr/e7ZNedxZIXnvZyLTHv8mqfdDGfunDZTZaquVV82+bvv7kl6YMOY8iypZfrwjtQwGIDAIAQJ4EIrMgcCYCnij9W8y27tve6Z3W63ykbRtb3pFqom/yXxTh5knvE1d/z+2otr7ScxZH95sny7X+X2D3H9h9eo+adfzPALDEiCAhyXNOgiMmIA37nqmbOJniWVPlJ5pRy//l6xb8rh1pmTnZB2/xThXw+qVFVmv9cvWP0PT3ZsSx/v0AVbfOfm5rAswDoEBCRDAA4JkGgTGTcDjqQ9KpbP69+U/sqh66Fz362vbR6irr6fe1OH3E2+QlVZabXnvE9Fzenjcukay5/df1D3Hosmz5zQZgxFYJAECeJFgmRaBURfwuP2vyX+XtbMsKp87n/153D5P0ruzXWsXWVR+c7axW47yuHOm5EmvuG+2qPK/5jMn1yAwaAECeNCizIfAGAh4o7WPzG5J3IrpYKtVkj8ZPcPe/bK799L0dO8rSy+bI8/Vcj/Z6tXeB7UyP7zZfq5c1yde4L7vXOfLvDADEZiDAAE8ByyGIlAUgRn/Zmu6wWqV58zFwde0jlWp9NeS/4+5XLfZ2AckO82i8t/M5Xpvtv9ZroP6r/GzLKrO6xX8XNZnLAJpAgRwmhDPI1BAAY9bP5XsgL6tu33I6uUzs5D4+65eon32/phMA7oRgn1By5a/xQ63jZnWb3TOlXnCz176zyyqPivLHIxBYDEFCODF1GVuBEZQwBu/3lO2zW2JpZf8j+2YDF8F6v0iVsl7P0t5YAaCsyX/lWRfSR1r9i+a7p6S6etIa1svUNf+b+KcvuFpVt/19tT1GIDAIgoQwIuIy9QIjKKAx+3eh6R6H5ba+pHpA0zeaL1dZr1fwkp52E2Sv8OiytW9gY/93fmCbDd10BkWVfq/67vVijN/kCzb9Wk74HkEFiJAAC9Ej2sRGEMBj9u9Dy89N2FrF1hUOX2mLfuXO8u0nX9SriiVxX2LmyhsPt6b7bPl+kDqHLJvyEpvsdqyzow1xe3ej4W8K+H5H1tUOTh9DUYgsHgCBPDi2TIzAiMn4GumdlGp9OvEwq37EqtNfjfpOW+2Xy73z0i2y6yb7t1EwburLKp+drZx3rjrSJWWfC71pg5SS+anWK16eXJdUy+Wl65KXKvb3dVWTN45ck2i4LERIIDHppVsBIGFC3ijdZrMPtY3k9mtViv/z+SQ65wrT/qw09ajezdRmD5lptsQbj3av3JHRUu37f0W9RtSd+b6iNUrid8v9mbnP+Tefyck93dYvZrhrfLU1RmAwLwECOB5sXERAuMp4HHrh5L1/8qV61NWr7xt8117856nyzd+RtLhqRoZbqIw0xwed06VPOkWg1tfco3c3mL18s1b1NloX5j8SWy/xqLqC1JrZwACiyRAAC8SLNMiMGoCfukvl2viCcl/T3V7hdXLV/xuT95sHy9XL3y3S9nnbZKvtKj6tYV4eLz++TI/P/2mDv6wpLdZVP3847U2OkfK/NuJ60//d9mOfer6hdTGtQjMV4AAnq8c1yEwZgLeaL9Vpt5Xh7Z+/Fp7lp9mB9kGb968VHryhXI/MXX7roY2PniSvW6v/0odm2GAN+98gnxitWSnZhj+Ja1/8C126l4P+w2+jW7v9L5WtWvfda6TrV756wzzMQSBgQsQwAMnZUIERlPA45nuo2uft6h8ojenDpWXeq960+7bO++bKGSR80b7DTJdlPrq2/0Xm96SXlH5J487n5P8TQnzp97XOEtNjEFgPgIE8HzUuAaBMRPwr657kpYs/c/EbXV1jCa0R+I9dvsvuFaaWGnRsuQfwBiQm1/W3k9dWy33I9On9Peoa7eqpLWJYzc+8od23G73pc/DCAQGK0AAD9aT2RAYSQFvTJ0gKz3+d9PNNvEbma6TK0PQ6UKLKlneHh6YkTfaH5Ap/faC7lfKrPcb1k/uW9y7b7L65BcGVhQTIZBRgADOCMUwBMZZwOPWlZIl3KnIfytZ2getWnKtsnrly3kYebPzSrn3vq60T8r6v01+29q/Y1H1iDxqZ81iCxDAxe4/u0dA/uXOE7WtPzhPim/JtMpqleRbF85z0rle5s3fTMo3rpb8dXO9dtP4h217e0P5oXldy0UIzFOAAJ4nHJchMC4Cj32o6ZJ57OdsiypJN72fx1SDucTXdk5T1/t/SCRtetcb83oFn1Yaz4+vAAE8vr1lZwhkEvC4/U1Jr8w0eNMgu0nuvbecr8x+zfBGetz6Y8l6b0k/bw6rfsuiyqvmMJ6hCCxYgABeMCETIDC6An7RDdtox8lHMu/A/Yua/oPT7bgdg/7U8Ka31Zf66jndi/j+qaV20kEbMlswEIEFChDACwTkcgRGWcAbU3VZaU3qHjLeRCF1niEPePQXu3qvhn156tLeXWH1yUbqOAYgMCABAnhAkEyDwCgKeNy5VvJDZq/dvqdud5WtqN4wknu89M5nqLSk92o47ZPON1pUOXAU90jNoylAAI9m36gagYEIeNy5S/LJGSdbwE0UBlLgACfxuHOO5GfOPKW1LCrPbDHAWpgKgZ4AAcw5QKDAArPc/WidzN+50JsohEbr8fqjpO5HJe3RX5tdZ1F5Lh/cCm171DNiAgTwiDWMchEYpICvmXq/SqXeL0n9/r8Frhu0jR9tr62uG+Raoczla+7dRaVHendn6v0y1u8eLu+eY/XJ94VSJ3WMvwABPP49ZocIzCrgl3UO1rS+Jvf7Zfq5RZWoCGTeaF0ms/1leqJKdrQdXb6+CPtmj+EIEMDh9IJKEEAAAQQKJEAAF6jZbBUBBBBAIBwBAjicXlAJAggggECBBAjgAjWbrSKAAAIIhCNAAIfTCypBAAEEECiQAAFcoGazVQQQQACBcAQI4HB6QSUIIIAAAgUSIIAL1Gy2igACCCAQjgABHE4vqAQBBBBAoEACBHCBms1WEUAAAQTCESCAw+kFlSCAAAIIFEiAAC5Qs9kqAggggEA4AgRwOL2gEgQQQACBAgkQwAVqNltFAAEEEAhHgAAOpxdUggACCCBQIAECuEDNZqsIIIAAAuEIEMDh9IJKEEAAAQQKJEAAF6jZbBUBBBBAIBwBAjicXlAJAggggECBBAjgAjWbrSKAAAIIhCNAAIfTCypBAAEEECiQAAFcoGazVQQQQACBcAQI4HB6QSUIIIAAAgUSIIAL1Gy2igACCCAQjgABHE4vqAQBBBBAoEACBHCBms1WEUAAAQTCESCAw+kFlSCAAAIIFEiAAC5Qs9kqAggggEA4AgRwOL2gEgQQQACBAgkQwAVqNltFAKkNsjgAAASfSURBVAEEEAhHgAAOpxdUggACCCBQIAECuEDNZqsIIIAAAuEIEMDh9IJKEEAAAQQKJEAAF6jZbBUBBBBAIBwBAjicXlAJAggggECBBAjgAjWbrSKAAAIIhCNAAIfTCypBAAEEECiQAAFcoGazVQQQQACBcAQI4HB6QSUIIIAAAgUSIIAL1Gy2igACCCAQjgABHE4vqAQBBBBAoEACBHCBms1WEUAAAQTCESCAw+kFlSCAAAIIFEiAAC5Qs9kqAggggEA4AgRwOL2gEgQQQACBAgkQwAVqNltFAAEEEAhHgAAOpxdUggACCCBQIAECuEDNZqsIIIAAAuEIEMDh9IJKEEAAAQQKJEAAF6jZbBUBBBBAIBwBAjicXlAJAggggECBBAjgAjWbrSKAAAIIhCNAAIfTCypBAAEEECiQAAFcoGazVQQQQACBcAQI4HB6QSUIIIAAAgUSIIAL1Gy2igACCCAQjgABHE4vqAQBBBBAoEACBHCBms1WEUAAAQTCESCAw+kFlSCAAAIIFEiAAC5Qs9kqAggggEA4AgRwOL2gEgQQQACBAgkQwAVqNltFAAEEEAhHgAAOpxdUggACCCBQIAECuEDNZqsIIIAAAuEIEMDh9IJKEEAAAQQKJEAAF6jZbBUBBBBAIBwBAjicXlAJAggggECBBAjgAjWbrSKAAAIIhCNAAIfTCypBAAEEECiQAAFcoGazVQQQQACBcAQI4HB6QSUIIIAAAgUSIIAL1Gy2igACCCAQjgABHE4vqAQBBBBAoEACBHCBms1WEUAAAQTCESCAw+kFlSCAAAIIFEiAAC5Qs9kqAggggEA4AgRwOL2gEgQQQACBAgkQwAVqNltFAAEEEAhHgAAOpxdUggACCCBQIAECuEDNZqsIIIAAAuEIEMDh9IJKEEAAAQQKJEAAF6jZbBUBBBBAIBwBAjicXlAJAggggECBBAjgAjWbrSKAAAIIhCNAAIfTCypBAAEEECiQAAFcoGazVQQQQACBcAQI4HB6QSUIIIAAAgUSIIAL1Gy2igACCCAQjgABHE4vqAQBBBBAoEACBHCBms1WEUAAAQTCESCAw+kFlSCAAAIIFEiAAC5Qs9kqAggggEA4AgRwOL2gEgQQQACBAgkQwAVqNltFAAEEEAhHgAAOpxdUggACCCBQIAECuEDNZqsIIIAAAuEIEMDh9IJKEEAAAQQKJEAAF6jZbBUBBBBAIBwBAjicXlAJAggggECBBAjgAjWbrSKAAAIIhCNAAIfTCypBAAEEECiQAAFcoGazVQQQQACBcAQI4HB6QSUIIIAAAgUSIIAL1Gy2igACCCAQjgABHE4vqAQBBBBAoEACBHCBms1WEUAAAQTCESCAw+kFlSCAAAIIFEiAAC5Qs9kqAggggEA4AgRwOL2gEgQQQACBAgkQwAVqNltFAAEEEAhHgAAOpxdUggACCCBQIAECuEDNZqsIIIAAAuEIEMDh9IJKEEAAAQQKJEAAF6jZbBUBBBBAIBwBAjicXlAJAggggECBBAjgAjWbrSKAAAIIhCNAAIfTCypBAAEEECiQAAFcoGazVQQQQACBcAT+PyXqjcO0Qn/JAAAAAElFTkSuQmCC