You have to click a number 1-6 1. Square 2. Equilateral triangle 3. Diamond 4. Pentagon 5. Parallelogram 6. Star 7.Decogon 8.Circle *Click 'space bar' to clear*data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3dCbRkVX3v8e+u2w3dVdVNA9GIERNCRFQccHzihD7nvBgjap4TqFGfaBxQuKeawaa1oevcRnGKBoMREdSo7Rjn57SiJioKDvgaB0wiQY0M0n2ruqH71n6rgGQlJtY5NZ46Vd9ay4WL+u/93/uzD/3rO9Q5AV8KKKCAAgooMHGBMPGONlRAAQUUUEABDGAvAgUUUEABBQoQMIALQLelAgoooIACBrDXgAIKKKCAAgUIGMAFoNtSAQUUUEABA9hrQAEFFFBAgQIEDOAC0G2pgAIKKKCAAew1oIACCiigQAECBnAB6LZUQAEFFFDAAPYaUEABBRRQoAABA7gAdFsqoIACCihgAHsNKKCAAgooUICAAVwAui0VUEABBRQwgL0GFFBAAQUUKEDAAC4A3ZYKKKCAAgoYwF4DCiiggAIKFCBgABeAbksFFFBAAQUMYK8BBRRQQAEFChAwgAtAt6UCCiiggAIGsNeAAgoooIACBQgYwAWg21IBBRRQQAED2GtAAQUUUECBAgQM4ALQbamAAgoooIAB7DWggAIKKKBAAQIGcAHotlRAAQUUUMAA9hpQQAEFFFCgAAEDuAB0WyqggAIKKGAAew0ooIACCihQgIABXAC6LRVQQAEFFDCAvQYUUEABBRQoQMAALgDdlgoooIACChjAXgMKKKCAAgoUIGAAF4BuSwUUUEABBQxgrwEFFFBAAQUKEDCAC0C3pQIKKKCAAgaw14ACCiiggAIFCBjABaDbUgEFFFBAAQPYa0ABBRRQQIECBAzgAtBtqYACCiiggAHsNaCAAgoooEABAgZwAei2VEABBRRQwAD2GlBAAQUUUKAAAQO4AHRbKqCAAgooYAB7DSiggAIKKFCAgAFcALotFVBAAQUUMIC9BhRQQAEFFChAwAAuAN2WCiiggAIKGMBeAwoooIACChQgYAAXgG5LBRRQQAEFDGCvAQUUUEABBQoQMIALQLelAgoooIACBrDXgAIKKKCAAgUIGMAFoNtSAQUUUEABA9hrQAEFFFBAgQIEDOAC0G2pgAIKKKCAAew1oIACCiigQAECBnAB6LZUQAEFFFDAAPYaUEABBRRQoAABA7gAdFsqoIACCihgAHsNKKCAAgooUICAAVwAui0VUEABBRQwgL0GFFBAAQUUKEDAAC4A3ZYKKKCAAgoYwF4DCiiggAIKFCBgABeAbksFFFBAAQUMYK8BBRRQQAEFChAwgAtAt6UCCiiggAIGsNeAAgoooIACBQgYwAWg21IBBRRQQAED2GtAAQUUUECBAgQM4ALQbamAAgoooIAB7DWggAIKKKBAAQIGcAHotlRAAQUUUMAA9hpQQAEFFFCgAAEDuAB0WyqggAIKKGAAew0ooIACCihQgIABXAC6LRVQQAEFFDCAvQYUUEABBRQoQMAALgDdlgoooIACChjAXgMKKKCAAgoUIGAAF4BuSwUUUEABBQxgrwEFFFBAAQUKEDCAC0C3pQIKKKCAAgaw14ACCiiggAIFCBjABaDbUgEFFFBAAQPYa0ABBRRQQIECBAzgAtBtqYACCiiggAHsNaCAAgoooEABAgZwAei2VEABBRRQwAD2GlBAAQUUUKAAAQO4AHRbKqCAAgooYAB7DSiggAIKKFCAgAFcALotFVBAAQUUMIC9BhRQQAEFFChAwAAuAN2WCiiggAIKGMBeAwoooIACChQgYAAXgG5LBRRQQAEFDGCvAQUUUEABBQoQMIALQLelAgoooIACBrDXgAIKKKCAAgUIGMAFoNtSAQUUUEABA9hrQAEFFFBAgQIEDOAC0G2pgAIKKKCAAew1oIACCiigQAECBnAB6LZUQAEFFFDAAPYaUEABBRRQoAABA7gAdFsqoIACCihgAHsNKKCAAgooUICAAVwAui0VUEABBRQwgL0GFFBAAQUUKEDAAC4A3ZYKKKCAAgoYwF4DCiiggAIKFCBgABeAbksFFFBAAQUMYK8BBRRQQAEFChAwgAtAt6UCCiiggAIGsNeAAgoooIACBQgYwAWg21IBBRRQQAED2GtAAQUUUECBAgQM4ALQbamAAgoooIAB7DWggAIKKKBAAQIGcAHotlRAAQUUUMAA9hpQQAEFFFCgAAEDuAB0WyqggAIKKGAAew0ooIACCihQgIABXAC6LRVQQAEFFDCAvQYUUEABBRQoQMAALgDdlgoooIACChjAXgMKKKCAAgoUIGAAF4BuSwUUUEABBQxgrwEFFFBAAQUKEDCAC0C3pQIKKKCAAgaw14ACCiiggAIFCBjABaDbUgEFFFBAAQPYa0ABBRRQQIECBAzgAtBtqYACCiiggAHsNaCAAgoooEABAgZwAei2VECB0QlENq2Cnath9aqd7F1dYWHVAiurA9VVN938z7Bqf8KqfXRWB+KdIp0NkdVfr3P2ZaNbhTMp0L+AAdy/mSMUUGCCAtfyikPXsPpeEY6pwFMiHAZUgAgM82fYTcB3gO9G2BGIOxZY2LGGrT+Y4PZsNccCw1y8c8zm1hVQYBwCezjl8A7h6BXC0RXCvSAeDRwyjl495tzLrYEcqeyIdK4IVHbsYt+O23FOa8Jrsd0MCxjAM3y4bk2BaRbYReMRAe4InaO6YRuhG7YHTfOab13bVcCFVdZsCmzeV4L1usQpFTCAp/RgXJYCsyiwm8axHTpvgnDUDOzvpkj4m0DcXiP9yAzsxy1MWMAAnjC47RSYN4EWpx4S2ffMQHgGcM9Z3H8kXhcI2yNsr5N+ehb36J5GL2AAj97UGRVQANhJ408WiN3QPW7OQK4GtnfobF/Hti/N2d7dbh8CBnAfWJYqoEBvgWWSu1eIz4i3fLV7B724MsAHYOWDVc75mh4K/EcBA9jrQQEFhhKIbFrT5sZnhpuDl2OHmmy2B69E4ifrLP3RbG/T3eUVMIDzSlmngAL/SaDFKSdC5SXAnW/9XG5RQt3fRN4XYG+E7v/vfozo5n/X/f/dfxcIewOdAyKsg7AG6P6vkFeEnQtw4lrSdxeyAJtOjYABPDVH4UIUKIfADZx00Cr2+xRwv0mtOMCPI1wG8VJYuHQv+644gBv+Gd7WDd7uDTn6ekU27deidWSFVXeOdI4MhCMjHMkt/6v2NdmAxRG+sEDYspbm5wecwmElFzCAS36ALl+BSQq0SE4MkN7yleTYXt8PhEs7xMsWiJfuZeGy9Wy9dmzdfm3i3Zx8WIeFIyPhyEDsfnX/YOAIYPU41hCJ74ksbFnH1u+PY37nnF4BA3h6z8aVKTA1ArvZ+JAVOlsCPHTEi7oRuLwDF0S4dB0rl4YpvdtU1yDSeVKH+Mgwhs8xB3jdXm466wDOvW7Exk43pQIG8JQejMtSYBoEIo0D23S2QHjRKNcT4KIO4eI6ze63skv3arF43whPDoTuR6z+YFQb6P58uELYUqW5bVRzOs/0ChjA03s2rkyBQgV2kZxYgdcAB49oIV8LxItuonLxBprXj2jOwqfZySkPqVA5LtzyeeeRfPQqwg8gbqmz9K7CN+gCxiZgAI+N1okVKKdAm+TBHeKWQHjYsDuIcG0FLoqEi2s0vzHsfNM+fjeNR3ZvPLJC508D4cBh1xsIP+vAG+o002Hncvz0CRjA03cmrkiBQgQimza02bMFePEIFvDxSOfiOtveM4K5SjnFbk49foWV0wPcaQQb+HqN9AEjmMcppkjAAJ6iw3ApChQl0Gbx3RC6z9pdNcQabgrwvpsImzbQvHKIeWZqaJuND4x0zgAeN+TGvnUjPOIg0huGnMfhUyJgAE/JQbgMBYoSaJF8D7jbcP3j22os/Z/h5pjt0W0afxKJpwP3HmKn34d4Qo2lS4aYw6FTImAAT8lBuAwFJi1wNWdWN7Dn85E4zLc2P7BAPH0NS1dMev1l7beLxRdVCKcBtx9wD/sqcIJ30hpQb4qGGcBTdBguRYFJCfyKUw5fTaX789mB7mYVYUcknrGOpQ9Mas2z1Kd7J642N54OsRvElcH2FjbXaJ452FhHTYOAATwNp+AaFJigQPe3nCN0w3fAj8z4B/+ojqtNcscI3W9LP3+QOQO8ey3XPzvwtu79r32VTMAALtmBuVwFhhFo03gKN9/6kIUB5tm+isrp+7N1xwBjHdJD4AZOfsAClW2B8JABoC7pwLPXkV4+wFiHFChgABeIb2sFJinQZuNLI5039NszwhXd3+Jdx7b39zvW+v4EdpOcGuFVEfbvZ2T3Dlrhll/O+nA/46wtVsAALtbf7gpMRGCZxWYgJP03i+fXWBro26P993JEV6DFqYfAygeB/9GvSAe2rCPtfuTJVwkEDOASHJJLVGAYgWWSdwY4vs85blghPGc9zQ/1Oc7yEQm0SN48yE1Rur8gVye9y4iW4TRjFDCAx4jr1AoUKbCTjQdX6HwgwLH9rCPA51dYedo6zvnXfsZZO3qBNosvjYS+f2wAXFUjPXT0K3LGUQoYwKPUdC4FpkSgxeITA+HCfp/bGwgXV2k+c0q24TKAZRqPDcR3ArftE+RjNdIn9DnG8gkKGMATxLaVApMQ2EPymBXiJyH09d93hHPqpKdMYo326E/g1s9tXwA8uJ+RgdCo+iCHfsgmWtvXf6ATXZnNFFBgIIEWyTX9PkIwwivrpK8bqKGDJibQInk78Nx+Gt5616wL+xlj7WQEDODJONtFgYkItEi636rs6xeuAjytSvreiSzQJkMLLJM0AmztZ6JIfHSdpc/2M8ba8QsYwOM3toMCExFosXgahO7jBPO+fl6h8r/XsvVLeQdYNx0CbRafFAnvI/8NVa7tsHLsOs7pPnjD15QIGMBTchAuQ4FhBLp3uIrE7h/IeV/fWqDytDVs/UHeAdZNl8Ayi48KhL8F9su3svC9FcKx69l6bb56q8YtYACPW9j5FRizwDKn3CtQ+SqwNl+r+L02HHMblnblq7dqWgXabHxApPNl8j/H+bM10kdP637mbV0G8LyduPudKYHImdU2u7vhe8+cG/tRjfROOWstK4FA9yNnEPq5YcqFNdITSrC1mV+iATzzR+wGZ1mgTeN9kfiUPHsM8OO1rDkisLmTp96a8gi0SE4E3pJ3xZGY1llq5K23bjwCBvB4XJ1VgbELtEjOAk7N2ei6BeIxa1i6Ime9ZSUTaNF4NcTc94GOhDfWab6sZNucqeUawDN1nG5mXgSWWTwhELo3Zsj7ekKN9GN5i60rp8AyyfkB/izv6iO8vk56Ut5660YrYACP1tPZFBi7QJuND4x0uj/3zfWKxJPrLL02V7FFpRdosfhxCI/Pu5HIwu3qnP2LvPXWjU7AAB6dpTMpMHaB7i0J96Py7Qi1nM3Oq5G+MGetZTMgEFlc1yZ0P9t9dM7tfLpG+tictZaNUMAAHiGmUykwboFlFn8ZCL+Vp0+EL9RJH5Gn1prZEtjJ4p0XCF8EbpdnZyt0HryebV/JU2vN6AQM4NFZOpMCYxXYxeKWCuG0nE3+JbDqgVXO+mnOestmTGAXjWMrxC/k2VaAL1T9y1oeqpHWGMAj5XQyBcYnsEzy8wC/nadDJD6yztLn8tRaM7sCbZKXdX/RKucOX1gjPS9nrWUjEDCAR4DoFAqMW6DPB7O/qEb61nGvyfnLIdAi+QzwqByr/eVN3HjEgbz+VzlqLRmBgAE8AkSnUGCcAj/n5No6Fn4C3CarT4DtVdInZ9X5/nwJLJP8LOT6eXB4c43mS+ZLp7jdGsDF2dtZgVwCLRpnQ9yYVRzhmjppZkhnzeP7syewi+SpFfibPDtbgYesJ+3eX9rXmAUM4DEDO70Cwwjs4ZTDV6j8KOccj6+RfjJnrWVzJtAi2Q48KWvbAb5YJX14Vp3vDy9gAA9v6AwKjE1gmeQdAZ6d1SAS31Vn6fisOt+fX4FdvPKuFVZdnk8gnFij+Zf5aq0aVMAAHlTOcQqMWaDNxgfd+qi5zE4rVO683mf7ZjrNe0GLZDPwqhwO1+wlHLGB5vU5ai0ZUMAAHhDOYQqMW6DF4ichZN6hKMBSlTQZ93qcfzYE2iQ7Itw5azeR+P46S0/NqvP9wQUM4MHtHKnA2ATaNI6LxA9kNYjE625k92EH86adWbW+r0BXoE3jKZH4vnwa8cQaS34rOh9W31UGcN9kDlBg/AItkkuBe2V1CoRXVGmem1Xn+wr8R4EWSfcvd8flULmhRrohR50lAwgYwAOgOUSBcQr0ccvJy2ukR41zLc49mwK7WLxLhfD9PLtbIDxmDc3uzTx8jVjAAB4xqNMpMIzATznpoIPY79o8c0Q6T6+z7T15aq1R4NcFWjTOhLgpSybChXXSE7LqfL9/AQO4fzNHKDA2gWWSTwd4dFaDAJ+rkj4yq873Fegl0CLZBdQzlH5eIz1EydELGMCjN3VGBQYWWCbZGWBd1gQVwsPX0uw+bs6XAgMLLJO8LsBJWRMEwpOrNLs38vA1QgEDeISYTqXAMAI3cuo99rHy7Rxz+AD1HEiW5BNo02hFYjWj+kM10sy7aOXraNW/CRjAXgsKTIlA3pskRBaOrnP2ZVOybJdRcoG8XwXvIR56MEtXlXy7U7V8A3iqjsPFzLNAi+R7wN16GQTCjirNu8yzk3sfrUCLU+4NlW9mzRoJjTrNNKvO9/MLGMD5raxUYGwCbRbvHwlfy2oQCE+t0nx/Vp3vK9CPQIvkK8AxGWO+WyO9Rz/zWttbwAD2ClFgCgTaJGmExYyvfpfXsv8Bgc2dKViyS5ghgV0svqhC+IusLXUID1/nL/9lMeV+3wDOTWWhAuMTaJP8KMLhGX9ffmeNZuaTkca3SmeeVYHIpvVt9lwHLPTeYzy/xtLzZ9Vh0vsygCctbj8Ffk1gN8lDO/ClHDBPqJF+LEedJQr0LdAieSfQ85GWAXavZc1Bgc17+m7ggP8iYAB7UShQsMAyjTcE4kszlnFNjfQ2BS/V9jMssIfFR60QctxyMjy/RvP8GaaY2NYM4IlR20iB/16gRdL9aMfvZPicVyN9oYYKjFMg36MK4z/VWPq9ca5jXuY2gOflpN3nVAos03h0IH46a3GR+Og6S5/NqvN9BYYRaLF4BoRXZ80RqBxXZesHs+p8v7eAAewVokCBAi0Wz4PwgowlXFUjPbTAZdp6TgR2c/phHfZemWO73o0tB1JWiQGcJeT7CoxRoE2yJ8L+vVpEeEOd9OVjXIZTK/DvAi0al0O8ay+SAD+skh4h23ACBvBwfo5WYGCBXSRnVeDUrAlW6Dx0Pdv+LqvO9xUYhcAyi68NhFdkzPWvNdLfHkW/eZ7DAJ7n03fvhQq0aHwX4lEZi7i6Rpr1C1qF7sPmsyWwm1f+bodV/5i1qypsCKQ3ZNX5/m8WMIC9OhQoSKBF8gvgtr3bx4/WWPrjgpZo2zkVaJFcD2zotX3vijX8xWEAD2/oDAoMJJDn2b8VwnPW0rxgoAYOUmBAgRbJp4DH9BoeCa+o0zx3wBYOAwxgLwMFChD4FY0DVxO7t/7r+boRNhzkt/mymHx/xAJtkq0RGhnTXlgjPWHEredqOgN4ro7bzU6LwE5OfuACC1/NWM/Pa6SHTMuaXcf8COyi8acV4nszduzTkYa8JAzgIQEdrsAgAsssPicQ/rr3t/j4v3XSRw0yv2MUGEZgDxuPWKFzRdYc13FT9VDO3Z1V5/v/vYAB7JWhQAECbRrNSEx6tw5vrtF8SQHLs6UCtEh+BRzQiyJQOabK1r+XazABA3gwN0cpMJRAi+TDQNZvN/95jTTzGa1DLcTBCvwGgTbJFyIc2xsovrjG0ltEHEzAAB7MzVEKDCWQ56b3kfjIOkufG6qRgxUYUGCZ5NwAWXdg+6saadatVAdcwewPM4Bn/4zd4ZQJRDatarNnb9ayAqvuUOWsf8mq830FxiGwTHJ8gO4zgnu9LqmR3m8c/edhTgN4Hk7ZPU6VwC5OPqrCwnczFvWrGumBU7VwFzNXAsucfI/Awrd7bzrGKmtXBTZ35gpnRJs1gEcE6TQK5BXYxeKTK4T3Z9T/Q430gXnntE6BcQi0SW6MsF+vuQPxuCpLPppwgAMwgAdAc4gCwwi0SE4HXpMxxwU10ucM08exCgwr0CLp/gjk9r3micR31Fl67rC95nG8ATyPp+6eCxXIc5u/QGhUaaaFLtTmcy/QIvkOcPdeEB34wDrSp8w91gAABvAAaA5RYBiBZZJfhYzPVwJPrJF+ZJg+jlVgWIE8f1kEP68+qLMBPKic4xQYUKBFErOGrrDvLut57Y6sOt9XYJwCbZI0wmKvHgGSKunSONcxq3MbwLN6su5ragXyBHCVZiUQMoN6ajfpwmZCoEVyFnBq783E02ssdet89SlgAPcJZrkCwwq0WOxA6Pnf3k9Ys/9RbL5p2F6OV2AYgRaNMyFuygjgM2ssbR6mz7yONYDn9eTdd2ECLZI9wP69FlBlbS1wZruwRdpYAejeDzrHb+yHs2o0u3W++hQwgPsEs1yBYQXy3OS+ypoDApt3DtvL8QoMI9CmkURis9ccgZBWaWY9O3iYZczsWAN4Zo/WjU2rQIvkGuDgXutbofJb69l67bTuwXXNh8AyjVcG4jm9dhvhdXXSV86HyGh3aQCP1tPZFMgUaJH8DLhd7z/UFm5X5+xfZE5mgQJjFFgmeVmA1/e+VsMb6zRfNsZlzOzUBvDMHq0bm1aBFslPgTv0/rZePLTK0lXTugfXNR8CLRZfBCHrkZhvrZG+aD5ERrtLA3i0ns6mQKZAm+TKCIf1KqwQDltL8x8zJ7NAgTEKtDjlBVA5L6OFjyQc8AwM4AHhHKbAoALLJD8IcKde4/fROeIAtv1w0B6OU2AUAsssPicQ/rr3t6C5oO59ywfiNoAHYnOQAoMLLJN8P8Bdes2winjX/Vn6f4N3caQCwwsss/isQLiw10wBLqqSPmv4bvM3gwE8f2fujgsWaNH4NsR79P6qYuWedc7p3gjflwKFCeT5CjjAN6qk9y9skSVubACX+PBcejkFWiTfBO7de/Wd+9TY9q1y7tBVz4rAbpLXdCDjJhvxpzWW7jgre57kPgzgSWrbS4Fb7i70NaDnVwyB+IAqS18XTIEiBVokbwOen7GGn9VIez4zuMg9THNvA3iaT8e1zaRAi+QnwO/12lyg8+Aq274ykwBuqjQCbRoXReIzei04Er5Up3lsaTY1RQs1gKfoMFzKfAgsk1wb4KCM3f55jTTr85fzAeYuCxNok3w+wsO9VsdzBAbweFydVYHfKLBMcl2AA3t/Bczrq6QnyahAkQItkquBQ3qvIdy/RvMbRa6zrL0N4LKenOsurUCLpPuz3fv1DuDwrirN40u7SRdeeoEbOOmgVeyXeT/yKnF9YGlX6TdcwAYM4ALQbTnfAm0aJ0Xi6zIUvlkjve98S7n7IgXaJMdEyPo9hH+ukf5ukessc28DuMyn59pLKbCLk4+qsPDdjMV3Ps6V+z2V96+UcpMuuvQCLRrPhfj2jG8/f6ZG8zGl32xBGzCAC4K37XwLtGm0IrGa8YfbfWs0u58Z9qXAxAWWWVwKhFN6NQ6EN1Z9EtLAZ2MAD0znQAUGF2iRdL+1d0xGAD+/RvP8wbs4UoHBBdo0PhKJT+g1Q4f44nUsvWXwLvM90gCe7/N39wUJtEjeDLy4d/v4lhpLGTUFbcC2My/QJrkiwhG9Azj8z3U0Pz/zGGPaoAE8JlinVaCXQIvG8yD+Ve9v7/HVKumDlFRg0gKRF6xuc+BN2X3j79RY6n5UydcAAgbwAGgOUWBYgRaN+0C8JGOe3TXSjJ8TD7sSxyvwXwWWSe4eoOfDQCJcXyfNuqGMvD0EDGAvDwUKEIhsqrTZsxeo9Gof4R510qzfmC5gB7acZYFlGs8IxIt67zH+fY2ljN9jmGWl4fdmAA9v6AwKDCTQIul+BXyf3gEcj6+z9K6BGjhIgQEFWix+HMLjew0PhPdXaT51wBYOAwxgLwMFChJYJjk/wJ9lfAV8bp30FQUt0bZzKtAi+QVw294BzEVV0mfNKdFItm0Aj4TRSRToX6BF0v0N5+5vQ//GV4Arq6SH9z+7IxQYTGAPpxy+QuVHOUafXSM9LUedJb9BwAD20lCgIIE8t/oL0KmSLhS0RNvOocAyyWKANGvrHThqHenlWXW+3/Mv2PIooEARAldzZvUAdrdy9H5hjfS8HHWWKDC0QIvka8D9Mya6suZ3Zoa29ivgoQmdQIHBBVok3d+EXtVrhgrxE2tZ+sPBuzhSgXwCu0juVoHvZVVH4nPrLL0jq873ewsYwF4hChQo0CL5FnB01hIC8dAqS1dl1fm+AsMItEheBWzOmmMP7QMO5k07s+p83wD2GlBgagWWaTw2ED+ZtcBIaNRpZv5cLmse31egl0CLxW9DuEeG0vYa6ZOVHF7Ar4CHN3QGBYYSaJFcBtwzY5Lv1kiz/mAcah0Onm+BnHdnI9J5ep1t75lvrdHs3gAejaOzKDCwQIvFF0H4i6wJOoSHr6P5xaw631dgEIFlFs8OhI0ZY/f8hDUHHMXmHPeJHmQV8zXGAJ6v83a3UygQ2bR+N3uui5DxcaN4fo2l50/hFlzSDAgsk1wRMp5+FIkX11l65gxsdyq2YABPxTG4iHkXaJG8Ezi+l0OA3WtZc1Bg855593L/oxXYySkPWqDy5axZA+FJVZofyqrz/XwCBnA+J6sUGKvAMo1HB+Kns5uE59donp9dZ4UC+QWWWTw3EF7ea0Qk/qrO0oH5Z7UyS8AAzhLyfQUmJNAm2RHhzhlfBX+xSvrwCS3JNnMi0CLp3hAm69GXb6+RPm9OSCayTQN4Isw2USBboMXiGRBenVW5ioW778/ZmTdLyJrH9xXoCuwmeVUnx2d/gcfXSDM/MqdqfgEDOL+VlQqMVeBXNH5/NfHHOZr4lUgOJEvyCbRoXA3xkN7VYWeN5gH5ZrQqr4ABnFfKOgUmINAi+Vsg67aTN9VI95/Acmwx4wItkhOBt2RtM10GeWYAAA42SURBVBC+UqX54Kw63+9PwADuz8tqBcYqsEzjaYH47hxN/rpG2vNZwjnmsGSOBSKb9muz5yfA7bMYIryyTvq6rDrf70/AAO7Py2oFxi7QJmnF7F+I2RtYdViVs/5l7AuywUwKtFh8NYQzcmzu+hrpQTnqLOlTwADuE8xyBcYt0Kbx5Uh8UI4+76iRPjdHnSUK/CeBNskdI3S/+q1k0XTgaetI35tV5/v9CxjA/Zs5QoGxCuym8ewOMdej3iI8tk6a4/PDY12yk5dMoEXyNiDzrmqR+J46S08v2fZKs1wDuDRH5ULnSaBN8sMIf5Bjz9+okWY9PD3HNJbMi0CbxftHwtfy7LdD5W7r2Pr9PLXW9C9gAPdv5ggFxi5w67cIryTz/tAQCCdXab527IuywUwItEg+CvxR1mYinFsnfUVWne8PLmAAD27nSAXGKtCmcUokLmU16d4jGuIRVZauyqr1/fkWaJH8MfDhLIUIO1e46bADOPe6rFrfH1zAAB7czpEKjF2gxeI3Idw7R6MLaqTPyVFnyRwLtEi+DtwviyAQFqs0t2XV+f5wAgbwcH6OVmCsAi2SxwGfyNMkEh5Xp/mpPLXWzJ/AMsligDRr5xF+UCfteU/yrDl8P5+AAZzPySoFChNo0bgA4gk5FnBJjTTzq5sc81gyYwJXc2Z1A7uvj7Bf1tYi8fg6S+/KqvP94QUM4OENnUGBsQq0Oe3QyL4fApm3n4xwSp30nLEuyMlLJ7DM4rcD4R5ZCw+EL1VpHptV5/ujETCAR+PoLAqMVaBNcnKEzJ/JBehUWH3XNWy5YqwLcvLSCLRINgOvyrPgSHx0naXP5qm1ZngBA3h4Q2dQYCICLZJLgPvkaHZVjfTQHHWWzLjAbhrP6BAvyrfN+OkaS4/NV2vVKAQM4FEoOocCExBYpvHYQMz1PNYAF1VJnzWBZdliSgVuveHGV/N8lvyWLcT71Vjq/iXP14QEDOAJQdtGgVEILLN4QSDk+YWsbrtX10g3jaKvc5RL4HpevmE/9u+G711yrvyyGunROWstG5GAATwiSKdRYBICbRbvEAn/lOcm+resJ5xYo/mXk1ibPaZHoE3y4Qjdm27keV1XIz04T6E1oxUwgEfr6WwKjF2gxeKHIDyxj0ZPrJF+pI96S0sssEyyLcDJebYQ4YZ9rBy9gXO6T0byNWEBA3jC4LZTYBQCLZJrgVzPaL31VpXHVlnq3gXJ1wwLtEi6TzjqPuko12uB8Jg1ND+Tq9iikQsYwCMndUIFxi9wDaf9zlr2fRc4MGe3KwOrjq1y1k9z1ltWMoHdbHxYh84X8y47EF9SZenNeeutG72AATx6U2dUYCICuzj5qAqVL0HI9ZUwxK9UWXtsYPO+iSzQJhMTaLF4+wiXBsJtczZ9U430pTlrLRuTgAE8JlinVWASAsssPioQ+vkW4gdqpE+ZxNrsMTmBFsnVwCF5Okb4dJ3Uz/vmwRpzjQE8ZmCnV2DcArtJju/AO/vo8/Ya6fP6qLd0SgV2sfE2C3QuiXDHPEsMcGWHhWPqnP2LPPXWjFfAAB6vr7MrMBGBNo0kEpv5m8WP1ljK+zGV/NNaOTGBZU6+Byy8L0DuJxet0Hnoerb93cQWaaOeAgawF4gCMyKwzOIbAiH3z/Ui8RN1lv5wRrY/V9tYJnlMgPf08Ut43TtdPa/G0tvnCmrKN2sAT/kBuTwF+hFYZvF9gdDHz3jDJzqEZ69j6y/76WNtcQLLNJ4diO/oZwWBkFZpNvoZY+34BQzg8RvbQYGJCbyPpyz8Ib/f/SjKg/to+qMVOs9ez7av9DHG0gIEllncGAhn99M6wuV10qP6GWPtZAQM4Mk420WBiQncervKbggf3k/TCuE5a2le0M8Yaycn0CJ5I/CSPjvuu4F9h9ye117T5zjLJyBgAE8A2RYKTFqgReN+EP8+/5Nw/m2FYWuN5qmTXq/9frNAZNOqNnu6P+99cp9Oy5GFJ9U52+f79gk3qXIDeFLS9lFgwgItFk+DsGWAtturrJwQOKc1wFiHjFCgzWmHwsp7IvFBfU771Ra7HnNb3rLc5zjLJyhgAE8Q21YKTFqgReM8iC/ov2/4DvDsGs1L+x/riFEItFh8AoTu57s39DnfX9VIBzjzPrtYPrSAATw0oRMoMN0CLZLHBXhHhN/uZ6UB9nR/OWsd2/6mn3HWDi/QovF2iM/tf6awuUbzzP7HOaIIAQO4CHV7KjBhgZ1sPHiBeAHE/zVA64/XSAcZN0Cr+R7S/ctShK0B7jmAxAtrpOcNMM4hBQkYwAXB21aBIgTaJK+N8IoBel8bCCdWab5/gLEOyRDo/qy3w74tAY7vFysQ2pHO02osfbTfsdYXK2AAF+tvdwUmLtBi8YUQ3jpI4wifWaCyZS1bvZ3hIID/zZhlFk8JhNcA+/c7ZYAfR8LTajS/0e9Y64sXMICLPwNXoMDEBXbReEQFut+SPnSQ5hEuXEVnyxq2/XCQ8Y6B7rebgW7w3mdAjy/vIT7tYJauGnC8wwoWMIALPgDbK1CUQPeGHR3COwM8YtA1dG9x2KJz1m1Y2jXoHPM2rs0rDo3s9xqIJwy690j82xpr/ziwuTPoHI4rXsAALv4MXIEChQq0WHwrhBcOsYhrA3FLlaXXDzHHXAxtkywCmyOsGWLD/1AjfeAQ4x06JQIG8JQchMtQoEiBNo2TIvF1Q67h8gBbqqTvHXKemRoe2bRfiz3NQPgziOuH3NyHa6R/MuQcDp8SAQN4Sg7CZShQtMCIQri7jasDvKlK2sfziYve/ej772bjQzp0ntG9ockgv2D1ayv6GMQX1li6evQrdcaiBAzgouTtq8AUCuxm48M6dLrPjO3rQQ6/YSvdW1leGInb6yx9bgq3O/IltTj1kMDKMyI8k8E+y/vra/pGhDPqpJ8e+WKdsHABA7jwI3ABCkyfwG6Sh3bgdOBRI1rdP0fY3qGzfRYfe9hi8YkQuqF73Ii8dkfCGXWarx3RfE4zhQIG8BQeiktSYFoE2iRPjbcE8d1HtaYIPwjE7VDZXqP5zVHNO+l5buTUo/ay75mB0P028x1G2P+CPcQz/HjRCEWndCoDeEoPxmUpME0CyyQvC3AacJvRrit+B8L2DmxfR3r5aOce7WzX8/INa1hzrxU6J0J4WOjz3to5VnNJpHNGnW2fylFryQwIGMAzcIhuQYFJCEROrrVYOD1AYxz9AixH+H4gfHAfnStgZcd6XrtjHL2y5oycfNsWC0cDR1cI94J4dIQjssYN8n4g3tghnF4nPWeQ8Y4pr4ABXN6zc+UKFCKwh1MOX6HS/bZ097d7x/yKK5GwI8AOCDsicUcg7qiydkdg80ieddu9D3Nk781hGwj3ioSjIf7umDf2b9N/PbD3yVVe99MJ9bPNFAkYwFN0GC5FgTIJtNn4oMjK6yHct6B1/yzArgjdu3BdV4ErO8QIrILK6gCrOsSb/wmsvuXfsypC99/dETgIqN363qS3cA3wphrpqyfd2H7TI2AAT89ZuBIFSinQYvHsQDhpyLs7lXLvfS76RxAvWqBy8RqaP+pzrOUzKGAAz+ChuiUFihDYTfL0CH8U4Rhu+QrTFxDgog7h4jpNf7nKK+I/CRjAXhAKKDBygV00jq3c/JnY2P1c7CEjbzDlEwb4B4gX30Tl4g00r5/y5bq8ggQM4ILgbavAvAgs03hsoHNcJBwX4MAZ3vc1ES4OhIt9Pu8Mn/IIt2YAjxDTqRRQoLdA945R3SDufnUcYe1seIWfRlaSOtveMxv7cReTEjCAJyVtHwUU+HeBS3jB6rtw4HMDYWOc3Ed+RnEC/3rLZ5W5PsA/7oMPrif98igmdo75EzCA5+/M3bECUyUQ2bTmRvY+rMPegyKVwwPhyEg8Euj+r/sxoYJe8adQuRTiZRAvrbD60rWc9U8FLca2MyhgAM/gobolBWZF4Hoav7eWeOcOHBkJRwbikfGWYL7dKPfY/SxxIH6uQuXrHeJlkc6ldbb9fJQ9nEuBXxcwgL0mFFCgdAI72XjwKlYeFqk8oQK3WYFfVqB7L+V9wN4I+xYIN/9zhbivQtgL3PzPfbe+t8LKIasIa24kfHUDzStLh+CCSy9gAJf+CN2AAgoooEAZBQzgMp6aa1ZAAQUUKL2AAVz6I3QDCiiggAJlFDCAy3hqrlkBBRRQoPQCBnDpj9ANKKCAAgqUUcAALuOpuWYFFFBAgdILGMClP0I3oIACCihQRgEDuIyn5poVUEABBUovYACX/gjdgAIKKKBAGQUM4DKemmtWQAEFFCi9gAFc+iN0AwoooIACZRQwgMt4aq5ZAQUUUKD0AgZw6Y/QDSiggAIKlFHAAC7jqblmBRRQQIHSCxjApT9CN6CAAgooUEYBA7iMp+aaFVBAAQVKL2AAl/4I3YACCiigQBkFDOAynpprVkABBRQovYABXPojdAMKKKCAAmUUMIDLeGquWQEFFFCg9AIGcOmP0A0ooIACCpRRwAAu46m5ZgUUUECB0gsYwKU/QjeggAIKKFBGAQO4jKfmmhVQQAEFSi9gAJf+CN2AAgoooEAZBQzgMp6aa1ZAAQUUKL2AAVz6I3QDCiiggAJlFDCAy3hqrlkBBRRQoPQCBnDpj9ANKKCAAgqUUcAALuOpuWYFFFBAgdILGMClP0I3oIACCihQRgEDuIyn5poVUEABBUovYACX/gjdgAIKKKBAGQUM4DKemmtWQAEFFCi9gAFc+iN0AwoooIACZRQwgMt4aq5ZAQUUUKD0AgZw6Y/QDSiggAIKlFHAAC7jqblmBRRQQIHSCxjApT9CN6CAAgooUEYBA7iMp+aaFVBAAQVKL2AAl/4I3YACCiigQBkF/j/xmXbhKMnBCQAAAABJRU5ErkJggg==