data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu2dB3hUxfbAf5vdNBJCekIghBoghBB67yWUCEoRAaUpUv8oNlSe0hEFbICID0SfgPQuiEiTIk2kSgsQWkICCQnpyW72/517sxAgPBPKYzF3vm+/bHZn5s6c89szc87Mnaszm81mtJSnBG7cuEFiYiLWKiKDwYC3tzf29vZPrQZ1GoD36i4rK4sTJ04gADo4OGBjY2OVCpZ2Go1GypQpg7+/v1W28e8apQGYh4QOHTqEra0tVapU+Tv5PfHvU1JSOHbsGKVKlaJ48eJPvD0FbYAG4F0SS0hIUKxf3bp1rdby3a3k+Ph4zpw5o7T5aUsagHdp7MKFCyQnJz926yfzSp1Op1xd3svrYYb63377jSZNmjxt/KEBeJfKzp8/T1paGkFBQX+rTJPJRHZ2tgKSvOS9Xq8nMzNTmTvKX/lfXlKno6OjUmdUVBRTpkxh6tSpynezZ8/G3d2dTp06KfUIiJa68gvl9u3badq06d+22doyaAA+BIALFy5k8eLFiiPQoEED/vjjD2Uudu7cOXr37s2sWbMUB0G+W7duHV27dqVnz5789ddfDBo0iC1btiCebKNGjXjppZdYuXKlAl94eDgrVqzghx9+yPe8TgPQ2n5aD9iegljAuXPnkp6ezvLlywkNDeXFF19k6NChtGvXjpIlSyJQREdHM2TIEObNm0fjxo156623lJY9++yzLFu2TAFQvq9WrRpXrlwhJiaGIkWKEBISQr9+/fLdCw3AfIvKujMWFMDVq1fTsmVLKlSoQPXq1REPes2aNQwYMECxjjLstmrVivnz5ysWUN5L+vbbb+nbt69i8QTgsLAwxowZg7Ozs5JHytWsWTPfwtIAzLeorDtjQQDcs2cPdnZ21KhR44l3SgPwiavg0TSgIABarijDsHixFicjd0uuX7+Op6fnfRsnYR9XV9eH9oQ1AB+N/p94LQUFUMI24jAIZLVr11bmbxIQPnr0KBUrVmTSpEkMGzZMWVUpWrSo4g2XKFFCcUQk0N2nTx+WLFnCpk2b2L9/P4MHD1bikFKXWNf8Jg3A/ErKyvMVBEBZhRCHQ4CqVKkS69evV5yS1q1b4+TkpEApc0SZG8bFxREbG8vFixcZMWKEMu+Tz0+ePKkAKPPFbdu2cenSJerUqaOEcCZOnJhvaWkA5ltU1p2xIADKRoVu3boplkw2BOzbtw9fX18FvhYtWigQSShFQBMof//9dw4cOICHh4eSv1ixYsj1BEAJJEuo5uDBg4pzIvm++OKLfAtLAzDforLujAUBUHqyY8cOrl69qjgiMnTKECzvBSoJtYhXLEFmPz8/xQLKnFAgPX36tDJUZ2Rk0KxZM+Xvhg0bFJglPtirVy/FI85v0gDMr6SsPF9BAbSW7mgAWosmHrIdFgDFSv3666/KEGtZZpOYXV57A+V7WZabNm0ab7/99q11XUveX375hcDAQEqXLq20zrLua/l+1apVyjAt39+vflmakznhqFGjSEpKYty4cUr8sX379kqdGoAPqXhrKW4BUDzW5557Tgkwv/POO3z66aeKZyperAAnw6ysZMhargy1stIhKxmyBCfOhKyISPBZkiy1SX3ieMgePin/8ssvs2jRImXIlqFW1oGlzvfeew/Z3dKlSxclvyzzSd7p06dz+PBhxbuWJT+Zf8pasgzb8sPQALQWgh6yHbkB/Oyzz5Tabt68SWpqqhIW6d69O/3791cU/tFHH7Fx40ZlDvf+++/z2muvIXE92ZUiS2ziJUuYZfPmzbi5uSlzxd27dyurJKdOnSIiIkJxTGSFRF6y/Pbqq68q38n/AqdYx3LlyinLfFJO5pTiactacufOnZUfiWYBH1Lp1lTcAqB4qmKhZEiUEMucOXOoVauWApFYMwmxSNxOwisCmcQC5fOqVasqnw8cOJBvvvlGCU7Xq1cPFxcXJRZ45MgRBRqxZAKfWFTZxSJDadmyZRUPWFLz5s2V7fZbt25VQj1yfbF00qa1a9cyc+ZMZalOhmXNAloTQQ/ZFs0JeUgBFrC4th3rLoH9NwBlPibWJq89euKEyOeWTaYF1MMd2cXhEMsr88v8pkI1B5x1GWq7gAk4eBMGl7xTTEeT4Yer8KwXNCiWXxEWLN/GOAjzyH+ZTXHQOif/gqtQygEau95b/n4ACnw9evRQ5n0SQJYh1bIhVZyIL7/8koYNGypxPJn/iZMg+SQYLUnmj/KZrPsKWAsWLFCGUNm2JXXL55JkSJbdNPJZx44dFahlLijDt9R3PygLCuCeRKhXAN0cuAly+6To/VGmB7KAr5yARq4gv89vo2FjKMyNUpvVzw8cbOCbK6DXwct+kJEN3+Z8Lx2o5gxzcuWfl/Pe1gaqOEEdF7W8pP5+YH/XTWnbb8Do89DdG7r6QDH97evnlX/LDfgoEjp7QXcf2JUIq69BzaLwagnIBubkXK9l5nmM6ffuiBYwZaOozPf27t2rgCXzRAt8Y8eOVZbVxHpJgFkCzc8884wyN5QbnMQ7luW24OBgZd4mToV41eJkiNWcMWOGMteUFRRJMi+U1REBUMD/6aefFCdFrpNX2rp9OxcCm5JmUmVmkbf0788kSM2Gv5Ih2BliMmHlNWhYDAaUAKMZLDqQ/w8lQZZZ/Vu9qAqqGB1Jdxubh4XxgQCcfkn9NaSaoJhBBexiOtjowM0Ao8rcCeC0i9DMFdKz4VgKJBmhuTvY6uDry1C+CPjYQXwWrI+D5m4QkwEGHRiBaRXu7ObvifCvs6rwGrrC91HQ3lMF/vto+PSu/DsSYGIk9C0OTV3hQBLIL7qsI9jp4FQqJBtBbtGwiTlPH/e8t+SLZyphGbF0sslA3n/11VfK0tvo0aMV52L8+PHKPSXijMj34kSIBRPwjh8/rgArS2yST3ZL//zzzwQEBCj5BVixerJsJx6yvCSPbO8X+AXkNm3a5Knzzdu2cymwKWUcYVksFLFRIfJ3gBGloO5++HdlMJkhMg3WyYjgDl28YPApeM1f1ePuRBjufzu/XCzE2coAlF/DX6mQaYLQopBiAkc9eNiCnz00cb0TwNHnoE9x9fszqbAxXu24QNfnL2jmBj18YNU1WHMd6hdT4RRhSr2d8tjN9OwRWBUCiUaYFAkDS4CzHkacgQV53E35wjFYFAw3jbA9Aa5kQIUicCZFBVCGZF97SI+KpK59ap73hMjGArnzTLbay4YBGWrFYgkYu3btUoLNEmaRILZsTJAwidytJuEYCTJLCEV2yLRt21aJ6YlHLZsPZHh9/fXXlXrEy5V7RsQCiqWVJF6wxBkl3ni/vYe/bvuNBd5NmBcEXY6oP0hHG3A2QEdPVUbvq3FwJcmI8F5p1Yh0FFlWhfPp8Gu8CuxnF9W/liQjnOgr/P47yx7IGD6QBRTrYUlipcTy/PuKahUFNEn7c/LIkCtDqAy58r1YIbE60iGZQ8r/exOhkpMKhVjHKs6wIhYyzeqw2cr93r7NiwYZijt5QXlHtT6pv19x9Udxd5IhaWcCPOetTh3EGku7ZGgKLKIOWTIUtdXFUDIlSlmZeFqSTAc27d6Hc2gjxcIfTFKHVLHoPX3UH5iAlnsInX0FZK7e01edMn0XrY44MmWSESZL5iW5htx3zkB9V3jO69FK5YEAfLRNsK7axPuU+JwMn15ej1jaj6Gr0l7ZWyjWUyzw05Y0APPQmHirEjAWJ0OCywUJhzxuACQALh61rM5IEFxe4qiIgyJTgqctaQDeR2OyZnv58mUl1PKkk2WDgvyVLV1inWWFRfYOynvZEPu0pn8UgOLFybxOQhHivEiSuY+8lzMIcr/PrbC0bHDQqXMmS1pzTXVKJCR0d/olDtrkxBRzv5d5pcynJIm3KUnmx7nTz3HQNqds7vyWPItioK6L6oBJkr588NW3lC0dQIOyfvh5eSiOi1hBWROWfYa+fiVUD/4ppPCpBXBTPCyNUeHq5QMfnlMdktKOaignMxte8FGdGXdb1TNffV19P6bMbU1JvgEnQWeG73J5z3/chFlXVE9SYmFSThwpKSufy7X87NT3MjEXr/2PJDXGJk6TePTiFc3NdcCCOG+Sv5u36jCJExCdoYaZJIQlSQCVMIqLQW2zOAShUfuZFFsMo94Wr6QoKpsTCDQnUs3fhzS9A3tKNuC6UcfsSk8fgU8tgOfSQALMl9JVhW6IU4OkC6/CpQw13NLLV4X0RAp8UEZV7F8p8FPobUVJAPqGUYVzWw3VE5Qkij+VooYmahSFBCMsj4XV1WBUhGoBZSXlg3PQxl31NCXALgFuiXFGpMKRJPiq8p2W6YOz0DInf6h4+9fg3dJq/FTSuuuqpZbgsXyWkg1OenDau5qvijXE4Ho7DuIZH0mfItfhZjxZtvZ0CK2ohICepvTUAiggLYmBbj5qWOVEKlQuooZzfohW45El7NWgs4RpXA3qe4n9yRBnSRLDXBoLZRygshN459yIdjIFzqWDp606DEudbrbqCtCFdDWe2dUbDiersHXxhvlXQaASiAXY6Ew1qC7XtiQBS6CW8NL8aDVkJKsTliTXlfqlHWJ5pU4ZjuMObOedG37Y+9+OspuSE7GLjaRMRiy19DdpV7WcckLD05SeWgBFUSdT1fXmf3o6fuoMvffeIKtsNcxXIykeH0k9Nxvq+7lQo3xpfHx8nloRPLUAPrUSf4CGvzRhOu7lKlPL2Uiz0CpP7WmoeXXdagE8G5vC3rMJZFhC8g+guH9KkcysTOxs83+TuqXfcrJwkF9RqpcuhsHi5ViZUKwWwNd/OMKfFxIxZmtnqD8oMxKaKenuyPsdAwnxL8Deqwe94AOUs1oAG3z4KyYNvgdQ6Z1FBMIPOwfTvrp1nh9ttQDWfGftQwv/7gps5BRTxaAW3KpKWUnZj+ipFrmP533kHb2rwjHPh/JMLes8Rd9qAaz2+rI89VKllBsVS7hhys4mIjqR01GJZBlztm78F03a2ep5oVFZdh05x9m4gi2v6WygbXV/jKmJbD6ZQLbZRllasdPbYDRl50Cd98WF2xYhJXB1sict08ixi/FcuZ5C3UBv9Nnp/HYqHp0u/1vvHwTW8T1r0bFOrr1YD1LJYypjtQBWGbogzy4PaV+V8BAPtm7bTs3addkZkcis9Ucx6QwY9DrEUlmgEOUb9OoClc5sJjzYhR37DnHDsRxm5FBwHWLQss3ZGGxslCFfXpZyYvOMypqambG96pF+9Qwfb7qKUWeLSxE7hrevzMJfDxOZqFPqU65lBqNyT4fafL2NjgVvhRF77hiJSclUCa3Fa9PX4+nhRlbMKY6muGPn4Ew2ZvQ6HVkmtay0TRwHqUb6I5/ZGuTsaLXdijXOaa96XfN958sTX6rPs/XKPiaEHq5aqwUwcMDcPHv2WqcahHgaGTL9F+pXD+KDFxvzxox12Ll40b9lINmZaUTGZzF7wxG6NAmieRVvkpOS+fTHzXw4sAuzFq1XtsIXdwZ3Z0ccnYty+tI1KvkV40pCBmN+2EHFAB/6NilD0SJ2nIxOZvqaPxnduynpMRFM2nCRLGzp06ISQztU4+DRk3y1Yid169ejUSUvMNuwcs85Vu87J4grP4rl73fixyXLOJvqzNg+zRg+4WsaNgvDLj2Wg9FGRr7QmAuXo/H382bFrlMs232evq0qU9PfCScXV+ZvPs6eM9f5YlALrsXF42xnQ2xcIglpRuZsPcek/s1Y99MGNkXq0BnufWrS5H5N6Nzgrm3iD8fNIytttQCW7TMzz06O6FyXUB8dg2fvxMPDne/e7MDUuctp37o56VdPse9iGiN6tmbiNysY3qsdn82ax4lEB2Jir/HL1+8y7svvaNqsBZXcTEyY9zOzxw5lxeq1HIvN5r2XWtN7wkIy7VwJcjMRVKkcHWqXZcCUZQx9oT3psWcZv/YsWeipXd6Hj/s24J3PF5Gsc2bOyG6M+PATKlRvTN+wUF4Yt5h4o51iWVeN6YYpJZ60rGwSrkXz7twt9OveEYeUy+w8l8rUwWEMGzOd5q3C8NQn8cHSvwgu442ng4nnw+oTe+UiU9ZHsHp8T5YvW8yS7SeoElqHl9uGMH31Qcb3b8kr//qCc+a77g7LkeCUAS3p0sg6F4qtFsCAHp/mCeCb3RpQ3c/AoK+2Uj+kIh/0qMObH89lcN8X0CVHsWPfMWWIkvnhhDf6MWzqIo7HZONob8uGyS8x9vO5NG3eAnPcWT5Ze5qfpg1i2jfzOZvqwowhrRg2ZRG9O4fhSgJnzl2gQ8tG9J/0I4N6hJNx/Txjlp/AiJ6gAC+mD27O4MkLsXX145vXwug2YgoVQuoxsU99uo6czVWjC3obG9ZO7MmixUv4M9rItNef58sF6wmsWAnH9Bh+O5PEpAFtCH9jJh3btiDUNYnvd8cwYWAHtm7eRLXgIOJuJDBx9SnWftSHkZNmsjPaHk9XJ+a80YHIiFOkJSUwct5ObNxy7aHPJb1pg8Lo2tQ6n/pktQD6dZmUJ4BvdW9Ml/pl2XUiiqqlvVknpwT8fJJ+3cOVifbuE9EkJ91k3e4TjH61IwadmYuxN1mw+lfmjh/CuM+/pUkzATCCT9YJgIOZ9s0CzqY4MWNYGMOnLGTYi8/gYE7jfHQ89YL8GTJlKQN7PkNmXCSjlx4ly6ynlLcrs0eE89fZy6zcfpj+HRtjzs7CycmZi6ePMHLudsxFfRUA133Um7iYKG5k2RFc0pnXx02nVdtnKJJ1ne2nE5n0alvCR0ynY1hzqrun8uO+WKYO68T2P04Q4FOMazFXmbTqBGs/fpl3P/6a3y6pc8T/e7Y+gzvW5O3xX7DmZBY627wfWvj5sHCebx7yyIbNR1mR1QLo/czoPPtZK9CPqiUcyUhP588jxzkVk4bZ2Rc7gw3VSjpRoYQ7J0+d5s/L6Xh4etI0yJvU5CS2HjipKHjPH4fxL1MBU8JlDkab6NSwMn8cOspNnSvNKnvy6x8RFHV1o155dw7+eYRSAQEcPHuNkKBAjIlR7LmYQTZ6xbmoUcaN0u52bN1/HJODB42DfMlIuamAk+7kDzq5iV1HxzplcXMwK7dy7jlwiHM3DdSoUgF9ehxRKQYaVPRm9e6TlCsTgCc3+P1iBrUDfZUh+MjJc/j5+ijWs2Pdcuzcf4QrmUWUob1Dg8oM71CVbm9MId7u/mGW6a8/R/eW1rlJwWoB9Gj77n1/aGazSfE2lViaxEhuJTOYJSRj2V2qU/4XT1LJa4kBKu+z1bK3PpP3ucoq7y1J6lPOVcvjejnurlJXThklZphrJ6ryKC71u9ttlrYqnbj9VzJY2pX7fe58gI1ez4thtekdVpNlS39k9taLmO3uf8f4jDe70aN1/h/58Cgt3N/VZbUA+oWPJDk14+/aXyi/F4iDSrjglBHDkcsppNvLbYN3bb3OkYxBr+eb93rRtcWTf5REXsqyWgCHfDyfbQdOPcCaRaFk8r6dLl3cg5kje1G2hHXuW7NaADWMCocENAALh56ttpcagFarmsLRMA3AwqFnq+2lBqDVqqZwNEwDsHDo2Wp7qQFotaopHA3TACwcerbaXmoAWq1qCkfDNAALh56ttpcagFarmsLRMA3AwqFnq+2lBqDVqqZwNEwDsHDo2Wp7qQFotaopHA3TACwcerbaXmoAWq1qCkfDNAALh56ttpcagFarmsLRMA3AwqFnq+2l1QL43W8XWbz3CknpBTvJymol/QQaZqvX0aSSB2+1L09RB+t8ipLVAth60naS0uVhrVp6GAnI4UhjulShVbB1HmRutQDWGvnTw8hdK5tLAiOfC6ZbvQCrlInVAlj9jRX3CkwH7kUdcHG0VU4qTUzJJDE1E69ijrg56om4mkS2Oe8btB+39A0GG3xdiyjHsaVnmbh+Mx1jPg7OlPvJi7sVUY5cOxtT8PY7O9pS3teZExeukZGd9zD7XpdQnm+onQ9YIAaCh/14T35R7v+FhxAW4sONxCSSTLZMW74fbzdnKuij+O7ATcyOOQ9iyymtHBSZc7KGoKkckJFzIsbdF7CcgKFkyTlxQw6ifK5uAIu3HiNDZ68e85G77pz3JT2d+PTlRtia0pSpg5xYMOeX4ySkyqPY1aclKUddWk7yyGmTFG8d6odv5gXmH0ojO9cRG3ldSzmNJFddwQHujOsaxNBPfiRaL8ez3fsD/Ff3WrzQWDsfsEAAVho4Lw8AbXi3a22M0ceYvWoX86aMZMm6LUSkuVLaIYktZ1IIbxiM0WikuKcLByNi2HbsCiFlvGhc2Rc5puL3k1EciLjGM3XLkXwzgZLerlyPv4mzcxGW7jpLyxrlcMxOZtX+SxgcnOjVrCKvtq7Mss1/MH/7aWpWrUhQSVdSM0z8tP8sF6+nKO0s5eXCV4OaMmHql0SnOzDlrb6s33WY+buv0KpmeSqXcCElw8Tq3yOUh0F3qlcej6J2HIu4Qnq2DR7E8/vFLNrUDsRozMLX05XjF+Io5eWMo70di7cd50aqkfa1yhDg5URalpmlO07i5+nChO7VGDzpO6Js5ECke8X8YY/69GymnQ9YIADL952VJ4CjejSkdkARImJSKevlwPDxX9GoTSca+ev4ZNURvh7Zg3Vr1+DgGUDT6uXp+sF85YSrck6pBFUsT9UyXgz6YgMfD+uMr10yPyz7iUS9J6P6h/PKRwsZN7QbK5b8yKozNtg7FVMsx6ttg3l36rekGoox9uX2LFm9npp16pOUlMSEZYeV49rkGLWvh7Vm0teL2B1t4P0eDSlul8rXv5xiXO/GzPp+CeHhHTh8IgLbol60ruLBvFXbiIy6TpOmzajsbmL25rN8+Xpnlq5YRdmgatQLCuDLeUt5uWdnlv+8gzk7o2lQrhjONum80jWMJRt+48QNWyb3qcfAcXO5RPE8T4gZ27sJvVpo5wMWCMDSvT7PE8APXmyCjy6ehRt+580BL7Bux2Ey7d1o7K/jo2UH+ey1zrwxYQZeFevy6astaD1wIq+98iJehiTl5Kmy/r50fffffPr+QI7u3cbMzRdw9ynBF0PDuHTpMg2rVaDX21O4aghQTq5qVb0s73WtTocR02nUqBFDW5elz8RFhLVoQo96fvScsJh0Ow8CfFyZM6I9E2YuZHeUjo9eaY0u4SLL91/h8+Gd2Lh1h/Lw6z1799GiTXvir1/j7e9+R2/vxPAuDajsms6sn08xcUAb/m/81zRp1Y4Owa70m7yMGaNe4fzpv1i0N5r3X2zKpbOnqFezKms27WT7uXSmvtqKAWNmc9HknacFHN+vBS+10s4HLBCAJbpOvie/rUHP6N4tKG6fyuoDl3mzV2uWr1xFiqM/TcraM3HRXj59vStvTp6DR9kQvhzShtavjGPZ9FEsXLQYvzIVqV+5BJ3fmcVn/xrCvl3b+HZXLDZ2jvRqVY2RLzRg1crVjF5yiOwi6mE+jUNK88WQMD74ajnX0m0QZS7ecpRaweW4HvEnY5ccwuToQZnibnw/sjOrNu1AX9SH9jX8eWf8pyQVrcDM157hhzVbuZJoJCrmGmFN6hJWuxwzVu0nMyODquVLUsndxIz1x5j4ShjDPlIP0WxXxZVXpq5mxnv9uBBxkr2RyXz4UhPGzvyRYS89y6Ztu9lyJpnPh7an/wczicyUU7LuTZMGhNEnrHqB5P+/ymy1XrBvp7H3yECvt6FXi2BahpTAZDSy/+CfzN+wj7pNWhPikcmi3RcYEF6bfy/fTDG/CgxsG8R7XyyiQ6vG1K/gya69+6hYsRJTF27h1e4dOH3sIBvPpGNjsCfQ34uV41/ktQ8/YdM5MzqD+mgslyL2DGwXgrcTTJu/kfKBlenSsALRVy7x7xVbueFQCmwM+LgX5Z2udfBwMhB58RLL123iWIIjBmdP6gd68WyD8mSkpzFn6UbiDcXp06IilUp5sXzdLziXqEypIpmsPRRD75ZVmLVsC1Wr16JmcR1frP6TId3bEHMxgo3H4xn8TE2MKTe4ej2BuJupHI1FmSJ8Nn8Dsea8AZw8qD1929X+XzFVoOtYLYCe7d7PuyPZJuUoXHl8vc5Gj05vq+QzGzPQ6e0wm4xyfq3yndmYic7GoPwv77GR53HIYxhslPKYTUqZUr7u9OtQlzoBTvR4bwY3be96qpDZhNmUpV5LypqyFHfW8r+loWZTJuZsk1K/Tm+AW8//MOeUyUZnY6u2I6dOySN5lbbqbdV80i+l/Tl9Ev8526i0VS0n7Tao17KUkWtKX/NInwztSP/wegUC43+V2WoB9Gr3DplZ/5uVkNCyPoQHu7Ju+34OxdmBweF/Jf/Hfh0bGxumv/E8L7at89iv9SAXsFoAXxo9l593H3uQPhW4jMTWbMwmTBIkVKzkPydVKl2c/4ztTxm/209at6beWS2A1iQkrS2PTwIagI9PtlrN+ZCABmA+hKRleXwS0AB8fLLVas6HBDQA8yEkLcvjk4AG4OOTrVZzPiSgAZgPIWlZHp8ENAAfn2y1mvMhAQ3AfAhJy/L4JKAB+Phkq9WcDwloAOZDSFqWxycBDcDHJ1ut5nxIQAMwH0LSsjw+CdwXwNhUE5supRJ504jJcivX42uHVvM/UAJ2eh2V3OxoUdIRF7vcDxa/3dl7AMzKNjP8t+vMOX7zHygSrUtPQgK2NjpG13Hj7Rpu2Nx1194dAKabzLRaGcXemHTaBhTh5SAXgj3sMDyZe72fhKy0az5CCWSYYM/VdGYdS+SP2Ax6BDrzn9Z3HhFyB4Dv7o5j2p8JCq3/qp33/QWPsH1aVYVEAjKq9t4Uy7KIZOa38aF7BedbPb8FYHJWNqW/u0AFV1t2dS15j6ksJLLSuvmYJCCja4lvIynjYuBAd/97AVxwKom+v8Yypo4bo3KsX2ZmJnFxcWRnZ6PT6ZD7C+SvlgqXBETnrq6u2NmpdwqaTCbWrl1LZGSkenPXXUk4CQwMpF27dnd802dTLCvOJpM06PY5Nbcs4IT98Yzdd4PJDfNcNdEAAAN0SURBVDx4s7qrUjA1NZUFCxYoN1RLI3K/CpcKCldvLUbGYnQcHR1p06bNLeMzZswYWrduTbly5fIUjBisrVu3KoCOGjXqVp6x++KZsP8GWUNvl7sF4Lh98YzffyeAaWlpLF++nIoVK6LX65WXpVGFSyWFq7cWQyOWTHRua2tL6dKlFSEcP36cgwcP0rhxY8US3i/J+TwzZ85k9OjReHioB0ZZGMs3gGIBV6xYQeXKlW81xGAw3LKEhUsthae3FgsoAFog9PdX521btmwhMTGRatWq5Tn8WqSUnJzMpEmTmDp1KpayDwxgcHCw8iuQOYAAqM0F//kw5raCom9fX9+/BfDMmTOKcSpfvjwC4MSJE5k2bdrDAxgSEoK9vb3yEhAtQ/E/Xw1aDy0genmpZ+XczwIeOnSIcePGsXjxYoWRRwbgypUrFXMr8Dk4OGgAFiImc0c8LPO4uwHcs2cPsbGxLF26VHFYxThlZWU9OgBXrVpFaGjoLQBlCJaLiFnWUuGRgLu7ujBxN4ACX9OmTfnPf/5Ds2bNSElRD+x8JBZQvGABsHr16ncAaJmcFh7xaz11c3O77xC8c+dOOnfurFjC3E7II5kDrlmzhpo1ayoOiAzDucMxmloKjwT+G4AiBTFKEv975ABKxLtOnTrK3M/igGhecOEBz9JTC4A7duwgKiqKWrVq/VchSKhm8uTJfP755/j5+Sl5/2sYRiLUEqnOvRKSkZHB1atXkYtbhl2LV1T4VFC4eywOqGVuJ6sbw4cPV9jIK4klPHnyJBs2bLjlFUu+0XvjmXTgPishS84k0+uXmDt2wkikW1v5KNzg5dV7CbnMnz+fU6dOKR7v3UmmaaVKleKNN96gQoXbj4fosTGG9ZEpJA7MYy04w2SmzPcX8HTQc/CFkhju3jmo6UGTwENIIDEjm4DvI6nqYc+OLiVu1XTHfkAxj2ImB1ctxpdNrPNAw4eQgVb0CUlAjFv42mi2XUljdYfitC9dJG8AjdlmwtdFs/lSGjW97XklyAXfInptb+ATUtzTflmjGc7fNDL9cAIXkoyMCHXlk4Z3PsnqnntCTNlmZVfM54cTSZFH+mhJk8BDSsDLUc/E+h70rSTb+u6s7L53xcmdcGvPp/BXfBZiGbWkSaCgEnAw6Kjj40CzEo73LardF1xQqWr5H6kE/h8sYUeJUyo6xQAAAABJRU5ErkJggg==data:image/png;base64,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

binary numberdecimal number is in binary!

211 as a decimal is !

11121314151hexadecimal is in hexadecimal form!

BCDEFcounterlast^1616last in decimal form is 410100010025621F