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10%,11.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
14%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJeElEQVRogb3ae5CW5XkG8N++e16WZZfCLgFZEBEBieFUCKkoY4kaI2aSoDamjUka/6k5mZpmmnGSqTOxmVYnkxqdaTXJmJlMDjKNBhvBWIuxCTVDgPEEwQUR4uIuZMFlz4fv7R/39/oR3NVvl4VrZmd23vc5XPfz3s9938/1fKUmBjVYhPMxgO4JGvcdUXIGfeuwGOtwOeajCvvwFew4U3JnC1NxA36G40gLf0n2/33CmGKRiK9YM1YyZWNoW4Ur8Dmx6lXKKqifzuxFLFjBc79iz3ZYmW/fV+S41+FDGMKPsK3IvkUbMBO34jNoVFpG0xxWXs17r+XCFbHurfuz9n3IFTFuIr7mvcIl4Wo8KL5i60QYsAT34EoSZjRz6Uau+BjNi6nIe0rbq3Qey/rsFZv5ndCIW1CnaS5S2g43kvuq+Ip/jxfOxIDlYiVWqaxmyWV89DYWv4/qWkryMSA3TMcRTrRn/X4/BgPmKivnsutZ9pf857d4/lf0967HA+LL7xyPAcvzAyxVUZW4+m/50GeZOZ+ktED80J7w/f/dlLlQl/gCxbjQNDSqrIlxl69nxlwe/Q6PP5gY6FuV53DLaEaMZsASsfJLTZ6a2PB3fPjzTJkeb9McRw6w7Sds/zn7dzE0mPXdMdpkI2AuKlRNij2VlHLeRfz115hUz+b7Eyc7lua53GIEdxrJgJnC51epqAryH7mNuqnxdqCXnU/yX//Ojq0MDxGbtgVP4rt4vUgDYrMPDSaO/YH+XiqrY6E+clu02HR39iXuwaectrFLTxuwCrfjkyqrS3zgM9z4D0yZFm+7jvPLh/iPL9OyizQ3gN/hm/gyHkG74pHiA/p7Gux9lurJnHchFdVhyPnvpvckB58vMTx0AfrxGxFuRzTgStxJMsmyK/ibr9PYXCC/5bv8+JscbyNW+fv4oojbPWMgnuGYSIar9XVP1rIziDcvCiOqJjHzAl7dw5FXkF6E5/DySINNxeNIzZibumtLastQ6ok0tbkndeu9qYamLNPuF8mnYhykT0eCa/NjxhyfvTf1WE/MvWUouMyYm839eJ7rW3ADepWWpTbennqkMz/AcOqfHj2d/Pr8xBOFJD9mwYg7f57aOhwcHukMTqVlKXrzXN/sCPX4OKo0zYkkVV0bb47sZ/P9mdu04gt4SnFhsljk8mPehtcdb4sgceRAvK2uDU5Nc4h9+jH5zJ0ZEFVleSWrrokMW1IScX7bT9j1JBEx7sMvJpj8qUZswY8xYMfWmDs3HFyaF0fpUlZB1GKLTzXgCtSpn87qawvlwasvRpwfHobd+N5ZIp9hQITL3YaHYu5De+JNRVXUXfXTCY9ZlxlQi7VgzsXMXx4dcsM8/wwHdhMR5vvGFiLHi9b8XH3274osnxuONxeuYPbCrN3lqEkwD/NJuPgvqMkXhX09bN+cZdgD2OTsrn6GHH6KFkODPLs5uBDcllyatVuA+YlI5zNUT2LGPMrzkfHwXl7blzV+Ah3ngHyGDrGpObyPP+yNp+WVUTNFgGnE3ERYUqO2nqbmwhCH9/LGMcJ9njl33N/E/6BH59HgkqFpLrUNhOsvSMRBPKyaPjsa5YYjbPZ3E35/6NzxfhOH0K6vm+PthX0wbVZk6MD5ifgUkbrr/iweDw7wxlFyOeh0bt0nQwc65XKcaAtORKFXMKAxO0yH75eVx+PcED2dWaMe46tzzhSFebs7s6qXsrICz3wUeitSpOnZJlg8SkpGFYASmZVDgwzlrSwtY1J2xh6f3DEBKMxbU0eSP7oMDRbciZ5Elpz6u8PvCXeqbyJJiJpjxOrvLGMq6iRJ+H0W3jv/GIeqQHuCV0BvN8dei8dJKQ2N2WZpRLNzj2Y0qpxEQ1PhHH70ML1dWZtXEiEFduk6TtvBQvfZC6mbTnzGy88Z7QLWosaUaaeWD7QdousE4fr7EhxEu94uWlsY7I+G5y1k9oKs23rn1o2mitMhsxYUDBgc4PUD4S1xIjyYiMN41Awv/LoQPqtqWL0hC1nzxSFiIg8xoyHBRsxTVs6aDcGF4Pbir+VLshYcyKLQ0+DwHl7+XX6YUi65jAuWEYeITwnF4myjMT9XjXlLeffagv+37IwSP/AMurIV3YYTThzl/x5jIK+rNi9izXURVlkqpL6JOAePhgSfxlKlpTH3nIvjzUAfzz7GiaNEdfBU1gFewjZDA+zYwqGXIpElpay7kZVXyRP/KyG+ng1XSnCNkBKrLFsfcyelweXQS/z2F9ke3Zbn/Kas0i/y7wY9J8tU1bJ4TZSvtfWRSHY/RV93LVbjRbH5JypdJ+JUeB+aNTRx850sfG9k4d4uHr0vhLQ014c7hR71J7rQEayQ5ubraGXee5hxfqxAYzM1k3l5J33dDbhUKAgtE2BEhVj572CehiZuuoO1GyN55YZ57mke/hdOdhDq391CnfgTA3qFyPR+XZ2TnGhn0WrqplFazqwLQ3Q68FxmxDocxfPjNCLBLHwN/4jZGpq4/nauvDkWDF57mR98nX27kLbjq0LccroBcBiTSdfqaI0K8KI/j4xckVfMahsiGvR1T8Z78N/Gflaeik/gn7EBUzQ08fE7eP/N2YElSpuH/5XfPMLwIHwbDzlFWhwJM7EVwyqqUjfdkdr0xxCYMpXuSw+mpkxPMYybxkB8Cb4lvlovQqxa/cEQsjI17ok05rzpjlRFVTbPViOE8ZHU6VYRLh8w0LfK5vsj4mTyemU1087LElyi+Mu8GeIqaV3MXB45Zs11EW3eNY+SfHB74yg/+7cQ1Ab6cvhtntNbrpxGux94QYSzB5zsWGrT3YnuE4ULjrZX6esmdJwDRRqwHCuVV3Lx++Ka6pLLwi1PvTBpbckuODLyu/Nc3vaq6e0m3Y5hldWplVeF0Hr97amy8lTsmUuKGCfBl5Caszj17e0F4fiJNLU1F/rnXVtSK65KVVZnbrM9z2FUvNMd2U5xM3KP/t4r7fhlXiEoyfSig4rbwBW4CNQ3MvVdhVUf6Isk9dSP4prq9UPytc6TirjkKxYz8Q20KVxsvyEiSTFZuU7UW6m1G1M/bU893J666/HUdbemZl6QKc9pfo5vOAt1V5UoIx7CD0V1WuwGrsezSC1ak7rxK6ll61PTZqXKKjLivUL7v2YM444L2Vl1LPVQlSgTTv05QvZ3XPxs4QbjOHOM5acGGcYjsfQJwXYhuQUKl4JPKxRmnaP2fhucya9VxoNGISb3CAPOWG/6f9lfTsyEs1orAAAAAElFTkSuQmCC) 24 24, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
20%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIbUlEQVRogc3afZBWdRUH8M/effaFXVx2F1jWFQETEMlmFEnBpDQRXwKdLCuzyRkrs6DpxfqjKadpGu2PpsxBe5nU6g+TtEjEQhlTDAt1DJ3JAHlR3oPlfV32nef2x3kuzwISu4BL35lndvbe+3uec+49v3PO93tuiZODKozFKEzAaDQWjkMrduItrMZ6rEXbif5wyQmsrRXGXobLhQMNGHyMdW3YJhxZiiVYgb3HY8TxOFCP6bhJGF978MygwQyuo7KaiirKyuN4dyddHbS3sn8vbfuRz1a1FJx4GIv760h/HKjEh/GVguGVcuXUNnDmBM67lKazGTGaoSOpHU4uFyt7umnZRfMmdmxk8xpW/INNq9jbHA7Sgfn4NjaebAeaMBufR4PSHI1jmHwVF89i3CSqaiir6Nu3dXfS1sK613jxSV7+C9veIn8gj5/iOwWHTooD5+HHmEFC42imfZzLb2LUuZRXHrkif4DuLvI98X+Si3BKSo+8tquDN17mN3fyr7/Bi7hGH0Mpd4zzk3A/LlIxiPd9kI99g3OnRryXlBQN7mhj8yo2vRFhsaeZ9hbSNJ7OkOHUjWDUBEZOoLKKkoT9+3j1r2xZTWyM1/Xx7h/LgUn4Fc5XXpm4+nNcP4emscU7mT/AhhVx5156Moxv2UnHfvL5Q78tSaioZsgwzhjH1OtoGM2yBTz3SKxhFe7pjwNHC6Hz8EtMcVp9YtaX+OhX4y5Cmuc/b7JkHsueiFju6c7WtqFZZJfMkErUiDQbtaE0R/UQWvYoePsC7sArfTX+aA404deYrqwyceMd3PB1aobG2c52lj/Dn3/BPxdzoEfB0LV4Bs+LLLK34Ey+YHS9KHTTMAMjC8fbCsZ/SzyBE0Il7kKqYlDqutmpR5tTi9P4zN+dmj03VTciRYpOLMPtBQP7ilpRS24v/D1W8eszrsV2ktSFM1IPrjzU+Nt+1Nv4LSJeRyI5WQacCOqxCKnGMam7F6We6gnjF7al5hxy59dhJspPpcGH4xNoV5pL3fjN1OP7wvinDqS+v+Bw46f7P7nrGWqxAKmmsamfLU89nQ8HHlqdmnxV77CZ6dQaf8hvZ3VgIi5TVsFF10aFLSmJPP/8vCg0dOFR0XAdluTfdeREH/ZJkY4XYR7aMgcuQ43aBqbMLLYHG1bw4sIsVS4XLUXXgJrOMNGDzRYJg0jDbZiXiFw8DdFVnn1+XJI/EBV27asKF/8WWwfQcIIU/RA/wEj1pzO0iXgKt6AqEURkPAkTL4m+hehtlj2R3f03RfgMZOhU4Xu4VVlFzns/wOy5XPnZ7Px4jM1hDBpVVTNyXLEl3ryKLWuyixdj9wAanxk4Q1KamHw1n7kzoqOrPRrJ9tYGjEoKF1aprmX4qOLyjavYt5MIn6UDbDzRNw1TVh77ctykaCJHjA7WF9V7QoKzEF41nBlL8wfYs53O/URj1meGdBKxE7sPkp+sux06MihrYHQidnlknqxh6+5i345sUYuBDx+iGWyRzwe36C4kv9rhwbcDjYmskSqrIFcWh/M94XWgw0mQP44DbbJ2vL2lyO5yuaJYUMhC74ySQzrtU1F5ixkvTY96USK7u91d9PTisINqsmsqFQWqgURV4bcjtSe9FI5QMaA1ESITnW3s3RGHy8qpawgaGEWjqP0MHOpRI0mCCWZh07IrhIDAzgQbEJx01+Y4nCS9ZZJ62UYfWIxCg4rqEAMyHt68KQSywFuJoHGtWvewfUOk0DXLQ6+Jnb9TpNKBxjRUGTIslIwMzRtD3YvQX50TOb5Ze+tgG/7N3x9n/j2sfiUTmhYLHXMgUS8atlAwRhYc6O6M7qBtPxH664nNEkxsaFOq/vSs9+8WskrjwNouEVx5v9Jcas59RWb4WHNq0pWZfYtQlVPsNC+xa2uWejYLQesBEUIDiSaFTtPYC0JMy+J/3WuhpwaW6sUHnhBP4hpReX+PZ9EzcHYjOPYdmKQ0x5RZjJ4YZ7o6Yl/ubaaoaB+BU00VZwraGjT2odUROk/ng+Y2jc3CZ4FCaj/c4IGmihkSQRnvRZO6Ecz6csj10P42z/2O7euJ9uJhxzkQeTdQLu78OoT6MWduSDmL09jAdy9KjRjTe/P2R0R715AIjnuPLGzqRoR4Nn93UVB7cGWIbJIU24X4dhDHktf/FwZjiqCka4Uo29fHWi90qFuECl6ubgSf/i5X3JwRlmhtFtzH60sVovsBkVxO2IEJ+BEuVRRoN4uit1QUx92F45lwUCvagw8JYWwsKpXmuHAGH7mdSdOpGBS/0LKLx+9l0YN0d+SFcHy/w6T34xnyTRbyyqUkiZq6GFIcOJhx+yav58qC4069jss+xenviYEHQab+dC8Lf87bu/NiavNFMfw4BP11YCIew0SV1TFmmno9zRtCwdiyJnh051EGHJXV1AzjzHO4eGYUqdETDx2YbF0bYbPoAbo68ngNXxC61BHo75RyLm5V35i49rZIdbUNMfDIRkwbVwWf3rcjWF1JSXCLuobCRPOc4ogpMzxNo8NcuYw//iT0qM72PF4WgtY7Gk//9kClmNwkzhjPBVfEhKWkhJJSqk5j/Pvj098h38aVMWZa+ge2bVDYsM+IqnxE2PRGf5/AXfiapDTReFboqFNmRiwfz5h1zXJeWsgrT7NtfbaPmkW2uV8flMD+7oFRQuq7AZXKKoqD7omXhDA2fFTIMzVDiyJBT0+kxF2bg3NsXcfrLxQH3T1dxIZfIsL0WSdxTnw4akWvfrNMFAYJVdVU14bGVF5ZfCLdXUFZO/bTuqc3oyJqxxI8IsKmXxLOib7sMbHgxDSh8PV+Q+VoaBVhshbPCeNXGcCXPd4J2es2Y4QjZwkenQ3vsjdUNghjNzpJr9v8F/AnCcydlvJXAAAAAElFTkSuQmCC) 24 24, auto;}
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26%,27.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
28%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIlklEQVRogc3aaXCV5RUH8B83IbkJBEhkF8IWdqyCFtGBFhxccK2ttcXOdLF2iqW2Y/3iOP3idPniaKdjbe3UTherddxaRyruWLVK0YIbKBCQRZEAYgJZbkhy334498I1RMQQlv/MMzeTe9/nff7Pec95zjn/t5eeQTlqMBoTMAYD0RdZNGMXNqAWm3KfzUd6415HcO0ATME5mIOxGCoWfSg0Yjs24t94Fu+gvjuL6A6BKszHNzAX/fZ/U1ZB3wGU9aV3aQxoa2VfK5m9NDbQsrdwvj14Dvfgaew+WgTSYrevyy08rXcpAwYzagqTZzF8PIOrGTySfgMpKo4rO9pp2MnOrezYwrZaVr/EljU07AqCZHJEbhdWyfQkgeFYjGswWFExQ0Yx8yJmXcy46ZRXHNjxT0NbK00N1K5ixWMx6jYFUXbgLtyBbT1BYBpuxXmkGFrNnCuYt5DqKZSkD74i20HbvviEVBG9S+KzM/Zl2PI2y/7OCw+yfbPwe0/jerx1JARmCJPOUlqWMm0OX/kJU86O57xXrwMLzjSxdS1b36F+Jx/VkWmM78v6UjmE/oOonsyICaT7HCCUJLQ08vbLPHQbbz5Pa0sWK4TlV3aHwAz8AafpnU5Z8F0u+yEnjz9w42xH7N7rz7HiX0GgYRctTXK7WIAUZX3oP5CRkzjzQj43NwgVzretlkd+w9K72JfJ4jV875NIfBKBSfgTZqqoSrl4EZf/OBwWslm2bwyzL19C7cr880uEyV0iuuQdMS2i1WBxZlDcO3xn1iXM+zpDx5JKxa8bdvKPX/Po79i7O4vl+L4uHqeuCKRzi79SSTrlihv48vX0Oym+bW1h5VMsuTM+Y+EZcTA9LWL7FhEOCwlUoRrzRDSrQVpRMdPnc8m1zDiX0rK4Ys+H8Tg9eBttmWxu7u84DMcejXeRGDExccuyxD8bEkvbEg/tTiy+PVE5JEGCVvwHi3ILPFxU5a55OTdHzLn49sTDuxNPJjHur0tcujhRWpa/3y9ym7EfXYQFJfgahuhoZ92rrH+V1mZWPcMDt4SDxk7cipuwDC2fgUALXsUT6I1qmaYKtSvDAtWTKSkLRx82ls1r+OBdJBPxBtYfavIUrsbb+3fn4LEBF+d+e6Qoyc21QaElHm0OKzzenvjl44mho/P3XqrA2l1ZIMHrWIKX0IT+ud+2CvY/wFMODjXdQYfwn9WYLdNUqXYlo6YeiHgDhoRjr11Bkh0hrLD6cG+QFs53Hi4QPtITO98ZKWGJ95H4/ILEn9eHFZ7IJn77v8TwcXkrPCKSyS4t0BntaHAgFa7PTdLTSHLzl2G2uk1F+p3EtNkRXvtWUreZDa+R7RiGJ7H1cAgcS+RJzJZkR8o0MfXsOH+KimOseobmPaWipnj+aDwKR4ptuBsZtSvjlM/nVOOmR+YbmIPyE5EA3I9aHe2RomSa4r/lFZG2B8ai5kQlsFucvLkEcW38t3dp1BxlFUT1N/pEJUCkJI0adkWGm8fg6qj6onSdcKI5cSGKcbH29iqlaUrKqagi1YsXH2bPLlhXXHBBWsTW7cdjtV1gI5aTrfH8A7y2jOHjqJke1VzgA+IoX4RVItY/hRsxW2HBfnwwVkSkOgenM3WiNjf3ED+4OzfJ8UQ/sZk3is3dIDZ7kdh8NyFRNSzxpesS02bH38W980T+Il+EnBgYqiClLsYw0Kc/ly6Odsg7K3j2bzx7H7JnCyscsrg+hviYj6awGXFYfLQjKq+ZCzjjgqhhg3HNMV/mYSKFdWjUWB9NpzxGTooCPOLtF4/L6g4DKZEUbdeyl23r810yRk6MEZjvs5WMxwwpkf1tBG8vpznXt0z3ic5btAdrcOXxWeKhUYQ2UaSco20fk2YybBy9UqTLWfsKH75fLCzwOPYeYr5jjnwq0Y6vamstVd6PU+fFzvc7ifo63nqBJDtELP5FR6eg6RbyBPZiumzHRHt2cepcKodGJTTwZN5bx7baItHwWiseu54mkcIozBJhu03U4O2HuihPICMK9Es07y1W1pfJZ0X62mcAffrx+jIyTRW5G6wWzt9TJFIiI/ir6IBfmRtTxVnVIjp9B92vMBv9AKdLsjV2b2PsqQwdE12BwdWRg9euJNNUKY72DTkSHT2w+AvxW0xEaW5UYjoux0VCjnq9M4lCAi34COdq3NNHfV04dP+B0cccMT6aThvfyJOYK3SD1WJ3uoPh+BFuRrXKISy8ifO/HdVXUTGtzUXaWgcK3e0h0ebpkgBsRQXJHLu30d7GhDMipJbkOmZ9K/OWqBAd7Dmiu7bR4XfnqvAt/BwLMUDlEK76KedfzfjTo0865pSoifd8KDf3vTppaZ0JtAvB7RQd7WNsfLOXVIpxp1FaHiTGnBJNp8Z66jYV5RpN83GZcPK0SP5Kc3/3FYrlWJwpusw/w1UYo6i4yBnn882bQzgpr4jg0dLIsnt5ZSkd7VnRhrxHJ6f+pPb6NPwes1RUpVxybbTX+w+Kb/e31+9j+aNsWBXWCjQLmair9npeeo3Ho2ZGSFTzFn68vV6/I9rrS+7Mt9dXiM50QW15aAIUChwl6ZQF14TAMbzmYIHjjef472NRux6WwDExTvlT5x4scLy/Pidw/DHfVu+WwFFI4g7MVFqWcsoXQmKafFbXEtN764JQQ05iaslJTOmcxDRgUCSJIyd2LTGteSk0gbdeyEtMy4Uq2i2JKY9p+BXmh8g3qkDkm9xDIt+aApFvi5z1nsQNjlDky6MLmXU0My+MUTM9CqLPIrM27w3fWb4kmld1m4+azJpH10J3/4Eht049O/xjcDWDRobDFwrde3axIy90r4/Md/OacNhjIHQX4lNeNehPuoKSTq8atLXGc95Yf9xeNeiMASLunyMqtu687PGC2O01juHLHl2h8HWbGowTMb9c5Dp56fVdUcJu0kOv2/wfV6skx1IOe4gAAAAASUVORK5CYII=) 24 24, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
36%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJ1klEQVRogc3aaYyd5XUH8N997539ejzjZca18XgbG+MFG+xgIHExVqAU4WYpJURR2lL1A1IrpVGjiLSVUFJV3T9ETaJGjdLyKaGpxNoAIWFzymKBVzBeZ4yNbTwDnvHsnrn3vv1w7mUmro0H8Dg90qsZvcvznP/znOcs/3Mzpl6asAkrMIoDOIJDGLoM838sacL3MYi0fPXjMJ7Afbgejb8uBS8mt6FfrirV0paaPT9Vl68AqVw9eAh3YcaHnSB7KbU9j9yI39M4K+PL93PHvaz6FIuvJltF4SyjZ2uVisuxBesEoGMoTGaCyQLIYzHmlAcenuR30/AZxUK9q29i450sWcOKG7j+Dq78BHXT6D/NUH9OWmrHLeXv9glz+9gAVuG7+AbuwWa8hq5JfDuCW5SK8zXO4prNVNeRzVHbwNx21m5mzSZq85w+wUBfA+lGrMbOi81zMQDX4l9xs2y2UZJrkJbahO0+6+LbPIg12GBkKFY7g7rGAJFJ4m/znNiVxWvo7QogxcIiYVI7cPKjALgW/4Z1qmsTm+6maTYnD2eE13gQAxcBoAzydgM99fZsZdsT7HqGoX5q6micSZJQVcOcRVy1gWKBzt0ZxcJcXIdXLwTiQgBWiZVfZ9qMxOe+wt3fiO1/5THStBrPoWMSAI7iLSxTGG0w0FPtxCG2P82+bZzpZuZc8k0kWRpnxdlIshx5PWN0uBVr8YrzmNP5AMzF97BRdW0o//mv0txCqRgrONRXJezz5UkAKGEvfoEXcAp5pVKj947n7HmBE4eob6SlLbxTbQOL18Z8+7dVdmIpnnHOwT4XQC2+hj9UU5fx23/MF77O9FnxdGSQnc/SfSxTXtmfoTgJECnew348JczvbbRIS7MdP5i18xnqpzFvaex0TR2LVjPcz5E9GcXCEpzFiyacvXMB3IpvkTRYu5kv3x+rAgM9PPsjXnqEs8MlEXxeKCv3YWUY20U0rsJCI4N5B7eH4m1XBYjaBuYu4eibnOhEeiV24+D5AMzA32ONOQu4529Ytj48xegwTz/Ag38XNhsD/K0P8A6TkBR9wpvtwwYjg806dpNvjtXPVcX/Ta28sZWB3gbMLAP/P7HoLgzL5lJ3fi31cF/qZ2nqqWLqW4+mmlsrof8wPo3kYyh/riTlMQ8j5vrmI6kni6HDw32hUzaXlhW/a+KHhFv8Imq1LmDzF6nLx5OTHfz39+k5Be/gq+IwlS4hgFJ5zK/ghJ5TPPY9Th6Op3X50Kl1AXFOvyQSxfcBrMAmuWrW30bbCjKZ8ALPPcirTxGp8I/x5CVWfiKIn4qoP2LHz2PuUjF0aVvBdbdHvBhPz98HsAlNmmZHjlJdG3ePvslLj0ZgCbf5z2UgUyUl/BA7FYsx91tvxJPqWjbcEcE0LGZzBUA9bgLzr2LpuvJQRXa/wOEdRE7z7zgxhcpXpKs815COnezZGrpA+7UsWFl5byPyCdqxDKz6ZAQUGBmKqFsYI6qn/zQ1pnOulPBf6FAY46XHQhdCt5WfVDacdixOsBAt6vKRHYaN8fY+jh2oDPpznL4MylfktAiSHD/AsX1xt6qaOYupayBS+4WJWP28fDOtC8eHOLaPvm6ibn3+sqk+Llsx5My74wCgtS3ypjD9ZQkWIVDNmhcvlYr0dEXqEDZ59DIqXpGj6HJ2MFx45RzMnj/u4lmUoAXUNDB9dtweG6X3FKUSES0vp/lU5DT6lEoR/cfKzq9xZqQZIS0VLxRhO5eL28UCg32Vl4b8euiP8XmH+iiV87dcVZyFkPrzpwMZETz+v0iaXjBlTFRQjo1WXCZJbtydxg7VT7GK55PxeRvKJSgUCuN6MpSoVDmjw/S9F7erquM8JAkR9T40X3MJZAYaJUlkoxWzOdNdcS7QlaATDA/QfSxuJ1maW+NgxyFvu5yal6UNLWobohpMypn/u8cnAuhMBFc5ZKCXUxO85fzllUqsXoTtyy03o17j7NClIqeORHEVhMKBRBCt7xge5J2OcXc1fznzllU+u9XlNaMZysma+cu4ogxg7GzUz8MDhOkfSQSzcIgSb/xPuCyoreeGLeG2gpW706UtYi4kiShY2uWq2LAldCF0e/2XlfcO4FAitmIrInU9tL08TJbVG4MdCDO6RyXoTa3MLc9Va8k1XP2b4/Z/8LWJacXzyl6IqIb69HbzyuOMjsTdBSu54XfIZglu5o9M7S5U48+xVjYXc7ddFU9GR3j5cXq7oVfwUu8rsxfPGTvLtp9ydG8EjyTLpi9wzaeJUu5PcPsUgUgEHX83qq3/rZg7yYYuR/fy6pMURpWV38s4KzEi8vAthvpzavPBVVbVBCvQMJ1dzzIyOE00JN4Qh/+jUCoXUn4zvoP5mlv5/W+yfENkBMMDPPLdKG3T0gj+WtAyv0KrnMQ6aand6RNBtM5ZFCvQ0hbE7KHtjAw241MifnSaHLF1MVkjqrB2za186a+Cis9VlyvD5/nJPwQNH7XJPynTKhMBDIvmwi0G+hqc6YoVaJwVnuiKpUE6deyugLgZvyF2Y8BH341EHNo7Nc7MuOvr3PoHsWBw/CAP3M/BHUi78BeC3HIuAKIzMo10o/dORFZ65SeCIasuM2bTmjm4nZHBvGCwbyqP02HyjY+JUiUonfWWXMPd943XJWe6+ck/8uLDFMfg23jAB1CLBcGSrVYsLNK5OyPJhiutqQsQi1azcFX45Hc6s9LSPEFKfUZUdzXGe1+T2ZWiqG9vRcaNnw22uu80D32bR7/D6EgJT+Mvy+O+L+djp/sFhbJOsTDXkdczSsVQvLYh2ON5S8O8ps+OA3amK6dUahEHfItoE/WUF2MyREAenzMyUGP59ZGHPfIvQW4N95ewDX8qmLtfkQv1B7pEZ+Q6o8Ot9m/LGO4PojXfHAd72oxgCFbeGHRMWooKrlioVhhtFVzTaybXQxjC70rTWUaHefNlnvhBRfmduBe7zvfhB3VoTorOyNrYiT0Zb70Zq9PUGh4iSWhqYem13PhZ1m4KBu3YfgZ66kXAeXISAArCjNbrOppxZDeFscrK36vsMj8sgAqIV7BUsbDEyc5giXu7aZoVu1HpdVXVMHMe89rp3BNX2Pfjold2MQDHsFJaqpemZ0Sw+jMXWPnJAiDM6RmcJb3SQG+D/duiRXSyI3ahYXoAyebI1URdses5SsU64bcnw2p04THRd/iP8vX2xT6abJ+4X3RGdmOmtHSF/p6cw7vY8YugILve4t23o6My2MveFxkZrBVNkA9cxQkyXAbyrinkYGeIdPch464yrrp8/JygpS2Vq6r8LuK2qVLk40qjcJv3iY7JYaFwBdCg+KFH01Qqcam4k3rhRRaKYFatkuGGJ5oy+V9322GOYxTSbwAAAABJRU5ErkJggg==) 24 24, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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44%,45.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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}
div.testarea{
animation:rwdcur156383 1.6666666666667s linear infinite forwards;
}
