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EEuhMggLtzYxUCCCCAAAI9CRDAPfGxGAEEEEAAge4ECODu3FiFAAIIIIBATwIEcE98LEYAAQQQQKA7AQK4OzdWIYAAAggg0JMAAdwTH4sRQAABBBDoToAA7s6NVQgggAACCPQkQAD3xMdiBBBAAAEEuhMggLtzYxUCCCCAAAI9CRDAPfGxGAEEEEAAge4ECODu3FiFAAIIIIBATwIEcE98LEYAAQQQQKA7AQK4OzdWIYAAAggg0JMAAdwTH4sRQAABBBDoToAA7s6NVQgggAACCPQkQAD3xMdiBBBAAAEEuhMggLtzYxUCCCCAAAI9CRDAPfGxGAEEEEAAge4ECODu3FiFAAIIIIBATwIEcE98LEYAAQQQQKA7AQK4OzdWIYAAAggg0JMAAdwTH4sRQAABBBDoToAA7s6NVQgggAACCPQkQAD3xMdiBBBAAAEEuhMggLtzYxUCCCCAAAI9CRDAPfGxGAEEEEAAge4ECODu3FiFAAIIIIBATwIEcE98LEYAAQQQQKA7AQK4OzdWIYAAAggg0JMAAdwTH4sRQAABBBDoToAA7s6NVQgggAACCPQkQAD3xMdiBBBAAAEEuhMggLtzYxUCCCCAAAI9CRDAPfGxGAEEEEAAge4ECODu3FiFAAIIIIBATwIEcE98LEYAAQQQQKA7AQK4OzdWIYAAAggg0JMAAdwTH4sRQAABBBDoToAA7s6NVQgggAACCPQkQAD3xMdiBBBAAAEEuhMggLtzY1VBBe6w5cv61fdeyf28oC1kWrbJHlrmtl2Q6aEchkBJBAjgkgyaNvcKTNuKyyRbLWkKk8cXcHJPMNmBSzVVcU4P4YUAAskKEMDJerJbAQSmbaghadugm3puAcrNtUSscuXn8MAFCODAB0x7jxTYboec5uT+syU9f7mb+heMHlsAK+4OBNITIIDTs2VnjwWmbehbJh21zE0d6XGZXpSGlRdjoIgABQjgAIdKS50JTNvQQyZ71zK37f2drSjvVViVd/Z0np4AAZyeLTt7LrDDhj5p0ssH3dSBnpeae3lY5T4CCghQgAAOcKi01LnAtA1NS/rXQTf1u52vKueVWJVz7nSdngABnJ4tOxdAYNoOebXkPr1Yu4f2d9vvLEDJuZWIVW70HByoAAEc6GBpq3OBaTvkeqnvwUG39dmdryrnlViVc+50nY4AAZyOK7sWSOAOW/7UfvVfZ3IvXua2XlKg0jMvFavMyTkwYAECOODh0lrnAtM2VJf0jEE3taLzVeW8Eqtyzp2ukxcggJM3ZceCCmy3oZ190seWuqnzC9pCZmVjlRk1BwUsQAAHPFxam5/AnTb0oT7pDYNuar/5rSzf1ViVb+Z0nLwAAZy8KTsWWGDahtpf0vDdQTd1doHbyKR0rDJh5pCABQjggIdLa/MX2G5DL3HSV510/FI3dcP8dyjPCqzKM2s6TUeAAE7HlV0LLDBtQ99zskVL3bb/WeA2Mikdq0yYOSRQAQI40MHSVvcCO2zJCtPAbX3Sq5e4qS90v1P4K7EKf8Z0mJ4AAZyeLTsXWGC7DV3kpN8cdFPLCtxGJqVjlQkzhwQoQAAHOFRaSkZg2obuc9IXl7qpNyazY7i7YBXubOksPQECOD1bdi64wLQdfIFT318sdVMDBW8l9fKxSp2YAwIUIIADHCotJScwbUO3OKmx1E39dnK7hrkTVmHOla7SEyCA07Nl5wAEttshL3RyV/TJnbrEbb0qgJZSawGr1GjZOFABAjjQwdJWcgLbbehKJy0bdFMjye0a5k5YhTlXukpHgABOx5VdAxIwU+UuDd1ncm8ddFs/FlBribeCVeKkbBiwAAEc8HBpLTmBHTb0BcmNLXVbn5TcrmHuhFWYc6Wr5AUI4ORN2TFQgWkb+rmTLl3qps4LtMXE2sIqMUo2CliAAA54uLSWrMC0HfJmyX14qQ450LlrH0x297B2wyqsedJNOgIEcDqu7BqowLQN3ShpetBNnRZoi4m1hVVilGwUqAABHOhgaSsdgR126Mmm1uY+2ZlL3LZvpHNKGLtiFcYc6SI9AQI4PVt2DlRg2ob+xUnVpW7qiEBbTKwtrBKjZKMABQjgAIdKS+kLTNvQTJ9a713i7nhP+qcV+wSsij0/qk9PgABOz5adAxbYbkN/I+m8ZW5q/4DbTKQ1rBJhZJMABQjgAIdKS9kITNvQdkn/NuimXpLNicU9Bavizo7K0xMggNOzZefABe6yofNa0udm1Dz8UHf37YG321N7WPXEx+JABQjgQAdLW9kIbLdDrnNyuwbd1DOzObG4p2BV3NlReToCBHA6ruxaEoFpGzpG0k/7pN9d4qYuKknbXbWJVVdsLApYgAAOeLi0lo3AtA1dJrlnDbqtQ9mcWNxTsCru7Kg8eQECOHlTdiyhwLQNtT+a8hODbuptJWx/Xi1jNS8uLg5YgAAOeLi0lp3Adhv6gJPePOimFmd3ajFPwqqYc6Pq5AUI4ORN2bGkAtttaKuTfjDoplaVlKDjtrHqmIoLAxYggAMeLq1lK7DDDo1MrXUVzZ5wgLvz+mxPL9ZpWBVrXlSbjgABnI4ru5ZUYNpWXOPU2m+p2/bUkhJ03DZWHVNxYaACBHCgg6WtfATusOXL+tW/TXKvHXRb/y6fKopxKlbFmBNVpidAAKdny84lFZi2oX8y6fnL3NTSkhJ03DZWHVNxYYACBHCAQ6Wl/AWmbejeluwry9221+Zfjd8VYOX3fKguPQECOD1bdi6xwA475HyTu3DQTS0qMUNHrWPVERMXBShAAAc4VFryQ2DahrZIdsug23aGHxX5WwVW/s6GytITIIDTs2XnkgvssBW/ZbJ/Ndlzl7lt/1lyjsdtH6v8746Gxj5Q1fj5+VdSngoI4PLMmk5zEJi2oe+YbMUyt204h+MLdSRW+YxrQtEbnfRRSQsku3dWA8cdq69N5VNNuU4lgMs1b7rNWMBMC3ZoaGdLOn+5m/pwxscX6jissh9XQ9FGSaeadN2I4hMbWrNdsqWS+3RV616XfUXlOpEALte86TYHgWkb+qyTW7vUbT0oh+MLdSRW2Yzreq198oBmt0g6wKnv/cO65IJfntxQ9A1JL3ByjWGtG8mmonKeQgCXc+50nbHAtA3dLdmGQbft3IyPLtxxWKU7sgmN/R8n90ZJd1cVP+p71RuKzpH0FUnWJ605WvHl6VZVzt0J4HLOna4zFthuQ29w0sf6VVnyZLflFxkfX6jjsEpvXBMau8HJHWOyb41o/HlznTSp6CaTjmr/x2NV47W5rud/n58AATw/L65GoGuBaRv6qZN+vtRNndr1JiVZiFWyg75J0fNaUl1Sv2TnVTXefrrt6Keh6HOSXinZ9qrGD+5oERd1JEAAd8TERQj0LjBthzxTct+blVYf7Kba/zLk5zEEsEru1mgoGpf0Ikm3VhUf0c3Ok1o73NLsD/qkxS213j6iSz/UzT6s+VUBApg7AoEMBXbY0DdMOn7QTT0lw2MLeRRWvY9tUtGUSe2n1i9VFf9Brzs2FH1P0jNN+u6I4mf3ul/Z1xPAZb8D6D9zgWkbakr64KCbemfmhxfsQKy6G9hNWvOmluzDkpvZrd2nHKfLftzdTo9c1VD0die926QHd6l5wvH6+q1J7V22fQjgsk2cfnMXmLYVfy3Zqwfd1P65F+N5AVjNf0ANRVdJGjXpRyOKnzb/HTpb0VC0XdJSp76/G9Ylf9TZKq56uAABzP2AQA4C0zZ0h5NdudRta7/dg5/HEcCqs9ujoTMHnRY3TDpA0nuqit/V2crur2po7OuSO1PSTVXFfNrbPCkJ4HmCcTkCSQjcaQef26e+Lz6ghUcf4W69OYk9Q90Dq7kn29CaT0jW/uSqu6qKB+dekdwVNyoac9LX2jsulL34SI1fltzuYe9EAIc9X7rzWGDahn7Y/qCDQTf1dI/L9KI0rB57DJOKbjRpxKR/GVH8/LwGNqHoJicdZdLXRxT/Tl51FOlcArhI06LWoATutMOO7tNsoyU7d7nb9uWgmku4GaweCTqptS80zV4qyS2Qzj1S8UUJs897u0mt+YzJXi1puqp4+bw3KNkCArhkA6ddvwS221DspFMH3RQfcDDHaLD6b6CGovbLvKtNdsuIxo/06a7eoujwWenHTtrPpAuqij/gU30+1UIA+zQNaimlwLQNPdCS+8xyt/WPSwkwj6axkiYVbTNpuZP+YVjxefPgy/TSSUXXmPQsSddWFZ+U6eEFOYwALsigKDNcgR12yHtM7nzJfT7cLpPqzE6S7MRBt21BUjsWZZ9JRX9i0gdNaprcScdo3Q2+197Q2J86ufe1pJ1OC59W1UU3+V5zlvUFE8ArR+3eLOGKftbGze7AovcQUv3TNnSnZPeF1FNavTi5g2a1+4zlbvt1aZ3h274Tiq52UvuTp35QVfwM3+qbq56GojslDbakLxyj+FVzXV+W/z2IAF45ag9KWlyWoSXR58bNLojZJ2HBHgj4KnCbXjo0o5mfSm5/k941ovg9vtY6V10TGtvg5Np/Hb2lqvjoua4vw/8exL+EV46amfSLTZsdX3g+x12LVRn+sabHEAQaWvMpyf5IcjuqWrcsjJ7Orkn9F7f/clvS71UVXxJCX932UPgAPvVkm3VOfTzRzX0LYDW3EVcg4INAQ2sakrU/WeqbVcUv9KGmJGv4ZX8mfXMkwP46tSp0AJ82ap806XXO6T+vvMo9t9Omy3gdVmWcOj0XTWBCY6ucXPupMPgnxEmt+VuTvUbSjqriIJ7w53u/FTqA2y+nthvm6XfusWM1txFXIJCnwC9/R+qkLcMl+R3pjVq7ok+7fxLC77i7uXcKG8CnjdptJh22oKVTv3ONa3/7Bz+PIYAVtwYCfgs0NHaH5NpPgV+olvCvhB/2V97fryp+pt/TSq66wgbwvie63Rs3u4XJcYS5E1ZhzpWuii8woehtfdL72++TrWjh055S4vfJblH0J7PSByXt7Nfuk47S+huLP+HH76CQAXzqyTbjnBbx0vPctydWcxtxBQJ5CEwousbxSVGPoH/YqwFfrCp+ZR6zyerMAgawHbRyVD+XtH3jZseHfT/unYJVVv8gcQ4CnQr8RGcdvlCVX35W8juqit/f6dqyXDehaL2Taj5+1nWSMyhcAPPHRJ2PH6vOrbgSgSwEJrTmM072aidND/NtQY9LPqlzzjS1xtt/Ee6kc4c9+LanpO+RQgXwqadY3ZlWOadLrrzKrU0aI6T9sAppmvQSgkBD0aSkoyW7oqrxs0LoKYseGoomJFXz/r7jNHotVADv+RQnU2vT1a4/DYyQ9sQqpGnSS5EFbtY5Z+9S6/+2e+iTe8mw1rW/w5efeQg0tOYTkr1O0l1VxYPzWOr1pYUJ4JUn27SclvKHV3PfT1jNbcQVCGQhMKnocpPOMmnLSEne25uW66Sev8z0hEb7PcOS3l1VfGFaZ2W1b3ECeO+Hbsxs3OwqWeEU9Zx9v/vFqqgDpO4gBCYV3WnSoMl9dkTr2p/4xE8CAg1F7c99GJXcD6ta9/QEtsxti0IE8MpR2yVpAU+/c98nWM1txBUIpCnQUHS+k95j0oP9ap5wlL5+a5rnlXHvhqI3S/qwpOYu2ejxGr++iA7eB/Cpz7bfcX3aYNItmza7I4uInFXNWGUlzTkIPLpAQ9H3JD3TSd8dVtz+/l5+UhSYVDRl0sGSvlRV/AcpHpXK1t4HMG+l6XzuWHVuxZUIJClwm15ydFO7ftgnLd4t+/NjNd7+RCd+MhC4UWOX9smdLenWquIjMjgysSO8DuDTRu1qk54tpw9vvMq9NbGuA9wIqwCHSkuFEGgo+pyk9ic2ba8qbj+N8ZOxwBaN/fas+tabrN/Jzqtq/CsZl9DVcV4HMG+l6XymWHVuxZUIJCXQUHSTpKNMdvmIxlcltS/7dCcwqTU3mOwYk31rROPP626X7FZ5G8ArR+1eSQfwh1dz3wxYzW3EFQgkKdBQdI6k9lOWSbNrq7qsnuT+7NW9wISijzvpDeUlbC4AABB7SURBVJLuripe2v1O6a/0OYDNSQ9cuXnPe774eRyB9tMvVtwiCGQjMKHoG056geQmq1pXzeZUTpmPwPVa++QBzW5pP8SZ9P4RxRfMZ31W13oZwKeebLPOqY+n37lvA6zmNuIKBJISaCjaLmmpyX1mROtem9S+7JOOQEPRJkmnmHTdiOIT0zml+129C+DnjNrbW9L7JF23cbPzDqx76uRXYpW8KTsi8GgCE4oucNK7JLu/pQXHH6OLtyJVDIFJRW806aOSHlqg1sojdekPfancuwDmrTSd3xpYdW7FlQh0KzCp6FqTnmHSNSOKT+52H9blK9BQ1P6PpiEn96VhrTs332r2nu5VAJ82ajeaNGLSeZs2uy/6AORrDVj5OhnqCkVgi1YfM6sF7Q/WWOykPx1W/JFQeitrHxNas87JIkm3VRUfnreDVwG874luduNmtyBvGN/Px8r3CVFfkQUair4g6RWSba9qnPf2FnmYv1b7DRo7o1/uckn9Tn2vGtYl/5hXe94E8MpR2ympwh9ezX0rYDW3EVcg0IvAhMZ29alvx7DWHdLLPqz1V6ChaJeTtg7n+OlZPgWwyXTPxqvdk/wdmR+V7Xn6xcqPYVBFkAINrfmuyY4dUXxAkA3SlBqKWpL+oqr4/XlxeBHAvJWm8/Fj1bkVVyLQrUBD5zxfan2zqtiLf0d22wfrHl1gUtG7bW/49uVplPvNddqofaH9R1dO+taVm533Hx2W57CwylOfs8smMLHnJUqLqxp/Sdl6D73fhqKfmdQ3onhFnr3mHsC8labz8WPVuRVXItCrwISiHznp8Krig3rdi/V+Cex7+fkvq4rfnmdluQbwylHb876s5i4dd+217oY8IXw/GyvfJ0R9oQlsUXTOrHQxL0OHNdkJRW9zUjt8c335ua2adwCbpF0bN7tFYY04+W72Pf1ilTwtOyLwmAINRbtN7ssjWvcKmMIQaCjaItl+Pry9LLcAXjlqM5IW8bajuW9qrOY24goE0hBoKPqJpOVVxUvS2J89sxdoKJo12SdGNP6m7E//1RNzCeDTT7cjdjV1s3PaduVVbihvBJ/Px8rn6VBb6AI3aeyVLbnP8zJ0GJNu6OzXSf2f9GWeuQQwf0zU+c2MVedWXIlAGgLtJybJfaaqda9LY3/2zE5gUlH7446X+PI9wZkH8MpT7JsyPd+kL2/a7F6eHX3xTsKqeDOj4vAEGoomJR1YVbwsvO7K1dHknt/p6++ril/tQ+fZB/ComZlam652/T4A+FxD++kXK58nRG1lEJjQmjc52V/78FezZfBOq8eGovYD3z/68vJzu89MA3jlqN0t6Un84dXctxhWcxtxBQJZCTQ01pLcR6uK35LVmZyTrEBD0fWSVlQVe/Nxx1kHcPttR82Nm93iZGnD223f736xCm+0dFRAgUlFt7TftTGsmD8aLeD82iW3v3xB0kVVxb/vSwuZBfDKUdvd/vonnn7nHj1WcxtxBQJZCkxq7M9N7j28DJ2lenJnNRStlnSZTy8/Z/YS9CnPtt/t69M/SZrcuNlVk2MNbyeswpspHYUh0P74wj71vftoXfKuMDoqTxcNRd83aXhE8YE+dZ3JEzBvpel85Fh1bsWVCGQp0FC01aTWiOLDsjyXs3oXaCh6yKQNI4qj3ndLbofUA3jlyfYDOT3NpAs3bXb8l+PjzA6r5G5sdkIgaYGGxj4guT/lZeikZdPd72at/Y3dmv33LyseuFB6KN3T5rd7+gHMW2k6nghvO+qYigsRyEWg/TK0k71tWOMfzqUADp23QENrNkt6alXr9p/34pQXpBrAp51i95lpf/7wau4pYjW3EVcgkLdAQ9Gdkh6oKj4q71o4vzOBCUUzTvatqsbP6mxFdlelGsDtJzrndP+VV7kDsmupmCdhVcy5UXW5BCYVfdyk11cV80FCBRj9zVr7tN2a/YHT/cuH9c/bfSs5tQA+9WSbdU59PP3OPXKs5jbiCgR8EWgosj7Za4/W+Kd9qYk6Hl1gQtF3+qRnDSvez0ejVAJ45Sn2AZn+zDl978qr3LN8bNyXmrDyZRLUgUBnAg1FOyTdVVV8TGcruCovgYainZKuqio+I68aHu/cdAJ41NqfeCWefuceOW87mtuIKxDwSaCh6HNOesWw4gU+1UUtvypws150xG713dyv3ccepfU3+uiTeACvPMVukumoVkvRVde4cR+b9qUmrHyZBHUgMD+B9svQkv1+VeNfmd9Krs5KYELRPzvpuVXFlazOnO85yQfw3qff3Rs3u4XzLaZs1+97+sWqbIOn38ILTCr6uUm3VxWfUPhmAm1gUtEDJv2wqnilry0mGsArR639enuFl57nHjdWcxtxBQK+CjQUtZ98X1xVzIOGh0P6nv7wiU/UjnsWaHb0SF12tYcl7ikp6QBuP/3etXGzW+prw77Ute/pFytfBkIdCMxToP0y9Kx2n32s1q+f51IuT1lgQtF6J72gqngg5aN62j6xAOatNJ3PAavOrbgSAV8FGorubX/LXVXxM32tsax1TSi6z8ndUNU6r9+Fk0gAnzpqX3XSSyVdsXGz8+7TRny6CbHyaRrUgkD3AhOKYietqipe1P0urExDYO8fyfW9oKpL/jmN/ZPaM5EA5q00nY8Dq86tuBIBnwVM71w0qR/P7JadfpzGv+NzrWWqraGxi0wuGinA7+d7DuCVo3aHpOVDh+mQiy927f+bn8cQwIpbA4GwBBpac79kP64qPiWszorbTUPRPU66dVjxib53kUQAt//w6qGNm53Xv+z2YRD7nn6x8mEY1IBAAgINRVeYdMaI53/sk0Crhdli33u0X1zV+MW+F91TAK8ctfZ3Ky7kbUdzjxmruY24AoGiCdystQfv1uy2WbkTj9W664pWf2j1Tir6e5NeXi3Ip5R1HcDPPM6eUXmirpW0deNmd2hog0yyH6yS1GQvBPwSmFT0oEnXVBWf7ldl5aumoeguk7aPKD6uCN13HcD8MVHn48WqcyuuRKBoAg1F35Z0SlXx4qLVHlq9e19+1quqij9fhN66CuDTRu3fTDrdmT575dXuD4vQaF41YpWXPOcikI3A9Tr7+AH1/1efHjr8aG24LZtTOeXXBRpa8ynJXlOk72ruKoDbT3Rmam262vGl1HP8c4AV/6JAIHyBhqKmyb4zovEXhN+tnx02FG2XdG9V8bCfFT6yqnkH8C8/xUlSsyhN5lWnmQack+OP1PKaAOcikI1AQ9EmSSdWFT8hmxM55ZFPwFFL0h9XFX+sKDrzDuCVo7ZbEk++HU7YTLbpatfX4eVchgACBRRoaO0p0uymYd19gNO/31/AFgpd8qTW/JWp9SdVjRfq37XzDuBCT4niEUAAgZQEJhS135Z5xYjis1M6gm0fQ2BS0ZRJu6qKDy8SEgFcpGlRKwIIeCvQUPQ9k44ZUXyAt0UGWlhDUctJ7xhW/N4itUgAF2la1IoAAt4KTGrtC02zV1TV/o4GfrISaOicd0mtd1QVF+rl57YPN0pWdwnnIIBA8AITinY5aV1Vcfvb4fjJQKChqP3Wr/6q4hUZHJfoEQRwopxshgACZRZoaOw6yT2lqvigMjtk2Xv75WfJPljV+PlZnpvEWQRwEorsgQACCEi6UdFL+qSv8TJ0NrfDpMbeYnIfKuLLz7wEnc09wikIIFAigUlF7bdqfmlY8XklajuXVicV3WTS/lXFy3MpoMdDeQLuEZDlCCCAwMMFGop+atKyEcVLkElXoKFo1kmfHFb8v9I9KZ3dCeB0XNkVAQRKKtDQOa+SWp/lZeh0b4AJjf2Rk/vbIjsTwOneI+yOAAIlFGg/mUn6dFXx60vYfiYtNxTdKGlJVfHSTA5M4RACOAVUtkQAgXILNBTdJOmAquJl5ZZIr/v279pN+mJV8avSOyXdnQngdH3ZHQEESijQ0Jr/LdlHivrXub6PrKGx35Pcl4v88nPbmAD2/U6jPgQQKKRAQ2Ptj0f88LDG31bIBjwuuqHox046dFjxkzwuc87SCOA5ibgAAQQQmL/ApKJbW9LCEcVD81/NiscTaCjaZbKLRzT+siJLEcBFnh61I4CAtwITii5w0oW8DJ3siG7S2KqWXL3oLz/zEnSy9wW7IYAAAr8isPdjEveE8IXQJCPQUHStpGpV8YHJ7JjfLjwB52fPyQggELhAQ9FWSbNVxU8JvNXM2mvs/d7ly6uKxzI7NKWDCOCUYNkWAQQQmFD0QSd7a1XjhfuqPB+nt0XnPGdWrf8Y1gkDThe2g7jQPwRwocdH8Qgg4LvAvi+Lf+uw4o/4Xqvv9TUUXSW5E6pat7/vtXZSHwHciRLXIIAAAl0KTCq606T7q4qP7nILlu0TmFA046RvVxWfGQIKARzCFOkBAQS8FWho7BOSe21Vcb+3RRagsJu09oSWZq/bpf2GjteXtxWg5DlLJIDnJOICBBBAoDeBhiJz0muGFf9dbzuVd3VD0b9LOrmqeHEoCgRwKJOkDwQQ8FZgQtFdkk2PaPxYb4v0vLCGop2Sba5q/Dc9L7Xj8gjgjqm4EAEEEOhOoKGxLzi5c4cVL+huh3KvmtTZh5n6b5Nm/0dVl/0kFA0COJRJ0gcCCHgt0H4Z2tR62Ygu/arXhXpY3ITGvunkfqOquOJheV2XRAB3TcdCBBBAoHOBhqJ7JPtZVeMndL6KK9sCDUUPSPpRVfGpIYkQwCFNk14QQMBbgQmNfVVy54woXuhtkR4W9m86ff9D9eT7dqtv5XG6ZJOHJXZdEgHcNR0LEUAAgfkJ7H0ZWqtGFF8+v5XlvXpC0WVOOrOqeFFoCgRwaBOlHwQQ8FagoeheSRNVxSd5W6RnhYVsRgB7drNRDgIIhCvQ0NilkjsrxKe5tKa29z3UfWcN65Ir0jojr30J4LzkORcBBEonYFq7eFKzD/bJnnO0xq8sHcA8G24o+ppJa0L9vTkBPM8bgssRQACBXgT2fUcw/+7tGNE9EMqXL/x6y9wEHd8EXIgAAggkI/ATRc9IZqfwdzle8fdD7ZIADnWy9IUAAggg4LUAAez1eCgOAQQQQCBUAQI41MnSFwIIIICA1wIEsNfjoTgEEEAAgVAFCOBQJ0tfCCCAAAJeCxDAXo+H4hBAAAEEQhUggEOdLH0hgAACCHgtQAB7PR6KQwABBBAIVYAADnWy9IUAAggg4LUAAez1eCgOAQQQQCBUAQI41MnSFwIIIICA1wIEsNfjoTgEEEAAgVAFCOBQJ0tfCCCAAAJeCxDAXo+H4hBAAAEEQhUggEOdLH0hgAACCHgtQAB7PR6KQwABBBAIVYAADnWy9IUAAggg4LUAAez1eCgOAQQQQCBUAQI41MnSFwIIIICA1wIEsNfjoTgEEEAAgVAFCOBQJ0tfCCCAAAJeCxDAXo+H4hBAAAEEQhUggEOdLH0hgAACCHgtQAB7PR6KQwABBBAIVYAADnWy9IUAAggg4LUAAez1eCgOAQQQQCBUAQI41MnSFwIIIICA1wIEsNfjoTgEEEAAgVAFCOBQJ0tfCCCAAAJeCxDAXo+H4hBAAAEEQhUggEOdLH0hgAACCHgtQAB7PR6KQwABBBAIVYAADnWy9IUAAggg4LUAAez1eCgOAQQQQCBUAQI41MnSFwIIIICA1wL/D4JOHDuug+eXAAAAAElFTkSuQmCC Square! 2 Equilateral Triangle! 2 Diamond! 2 Pentagon 2 Parallelogram! 2