@keyframes rwdcur48386 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsElEQVRYhe3W32vWVRzA8dd5nmfPbOiYIWJDhxdeiIYMG9JFFyWhqQiK80mKCpMQLyK66KIr2R8QKl70Q7xQS+hZOsUyHKIEIUQiEgskxMaQIQYpKmPOZ9/Txfk+bI2nsWkXQX5uvpzvOefzeX9+nM85PJX/uxRnuyFiJeXtFFcQf0i/HlvCTBdWKbTQOsaicTqLbEAXOlDAMC5Hzo3TX0njfwegytwiy/Fa4E0syzcXcuNiGo/ibuRK5NgIZ9/i3hMBVHm2xNrIe4EX8QAD45x+xI8t3LhDaS7LAmsLbMMKXMfhSHUbtx8LIPe8O/B+YHHkUsah+1zYyWicpCBS6KUl0FHkHeyIPAh8UuObyj9EojAdQJG1gT1oz/gy46Nuzu5MoXaKI33EPh6dYEeFBwNcCxzE0QKt2NnE6ouUZgVQZZHkyXKcHOdgdwrrZFmYf0tN/Ak9ZFu5GTiMC3g+sukPFswKoJDyuQaDNQ5haOqarWzYSlhC00P6p8wN4khI+d9SpmNvA3vTAWzAgkhvmesVsqlr6g2gi1qj+bupZgbQkbHqBebMGCDpVcb5MUZO8WovXXUvDlDez519xH083EfbVAV5oZ5DDa9ks4mAvMGMcq1CFvm+xM+b8z0Z9yNtBZpjisbv1QTsJN/18dXnlAKXUIp03kkgMwYATRObSnlY6uPyh4SLPCwyL9C2nbF8biPeGCYbYSgkkI7BifnpAfIwD8VkdXHuYT+u1NdExvanIxjGuc9ET6h/e8iaU20UIuWeBnXS8GyuTCG7WmBZxkuBa1g/eU2ReVnKfQyMNTM/B3OK9ZGFEb0szaFuNbLVECBXdC7Sjc0HOPrBlPDl45AbKVfy+dz7fqhSztt4zaToTZaGKfiVWsblwFCBziXpDpgKqG6w0iC3MSlfhNcDI9JpmBlAD9mjFLJqpC2w5wSLJ685w+o+4slUBz9N1XGGBYG3A6siAzXOzhgA2rlb40zkl8jLgd2nWVjvA7W8tYbk7d8ummp6M7wb2BUZzjhcadBJ6/v/Uc7SOsqWyMeB1sDxyKdzuLmBsdy4LyjtppbnfHVkV2Bd4nQo8NlW7s4aAE6kC6cS2BPoiPwW+RrnR7jeTFZgcYE1IVV/p5T7G5EjRU5umeZ1NKMX0TFaW9gY2IWuwFwTJyjLq7wW0nm/Ffk2cibjciW/JZ8IoC7HaX+GdZFNWI12yfiwVCsXI1ebGXyO210NWu8TATSSvRSWUp5P6R7ZHEYb3YxP5an8Z+UvbY86A9WoWXEAAAAASUVORK5CYII=) 16 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0ElEQVRYhe3WX2iWVRwH8M959u5lyTJbNmwNGTEkKvpDUCYRGRW1sNTVAsGsyCRCJpaEdCFeisQaRdBFdVFhreZWxoguLIKiQkJEIipMbKyhtWTo0u19n9PFeac2ttxW1EV+b57nfc85v9/3/P59H87h/44w24Pd1GcUD3G4ndF/hcAWsmtojqxBDeoDlwcWoh99gV2j7GvjxD9GoI/iSerLtGVsQiFQEzkRqEMWk7ETOQcCH5V57QH2/W0CXdRWcUtgLe7FAeyODOKnMb7OGSxyRcaywF24DMORl0p0tDE0awI9PBzTrZsjXYEXIgfrGFpKaXzfFgpXMj/jlox1uBmDkW0jvLGa4RkT2MGiIruydKO3qli3jJEzD+3kx8DcyBc1rGnhly7mVrE58Fjk25yn9rNnK/lEH9lUzvsoFlPOmyMHhmm/d4LzCppQF2g5VrllG8NltkTeDdyQcd+VzJnMz5QERrkicB/6I51rpsjjSkKBS9HadkY7tjEa2R5TUW4spk6ZPoFICy6P7C7TFyfZ+zIFWMbACnZOXJ+TWvMVZDlbZ0rgnsCcnO7f6O+lp4ffu1OVe57mETo7KHfw/XMsn2jjS0qB/VJqGnekWpoeATQjC+xZRymyWOr9byBnFx7NuQnHMh7ZTv2ZBraSx0TiUGC0epI0FCbzXAntAOZHait/10Mrhyq/F41ywef8fCNLa/isVKmBHn6OifT1ZQYCdZGaAoenFYELk7NvI0MZV5OKbYyLAjop4ptqfr2US2p4OVDYzNGKiQWBxpXJYT8aAw2/pSF2dgJVif0426ZYeRmfaO2M5qxGoZkjUhu2Qy8Nle3jXVMMKaI1j0yiD5MSaOVwSOEsoPad02k4hafZu5GqMS7OuGMDL8JyBuZRXea6d6jNuK1SB19N5mvKIizxXnq4O0uC8yd0sSDiGY5t4Icz15ZSuj/VyrWBBzGY0z0jAsfZE/kAizPWxwnr1XzfS9zJkR7mTTz/ehrHazNuxaeBD2dE4CCjWRKe77Chh9ferDjqSvI7AoH5K04X3ynMYVPgfmQlXihNiNI4/lKMeqktsyqwvaL/n+R0nuTzVRwN6GZBa5JmH1M4SOF8nq3icUmkXl3Jk1P5OKscv8m883gI60PK+1c5b4/RN8bQ+allG3JqQorQeiyRuujd42xbXSE4KwLj6OKqAk/gTiwMFGOS136VoRVorGjG+zk7cr5oS2tTYtoEIlk3TYHbM1pzloQ0agcCv0QKGUNlOorsLTDcMo2P1Vl/FUNXmohN1TSM0f8AP/wtg+dwDv8F/gBFIjNfyZkynAAAAABJRU5ErkJggg==) 16 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0klEQVRYhe3WX2jVZRzH8dfz23HNNDNdEiskVnghESO8iJIkshAvotmUqGnYjdj/jBArGcOLihKlP8pIEqIglu44FQkyoiUkEraiLOwPucRMy2wumW7+ni6eM5jzOJ0F3fi5Oec55/l9n/f3+/v+ebioi7oARbRQ2Myl0Er1hdoKI31gA9ejNlCP44FpkQ5UB748zLpF9P/nAFuo6WNWZEagEf2BQqQXJzE20C1FZV0fy+bR868BIt5ncgUtGdMj/ZGOQFfk+8jBwJScrgKLcXMJam+kpZu3FqZ1WRXOBVBkVoF7A3fh58jWXpoe4OgAYMDbyfMNVdSM4g1p/4Pj2BX5/GyeVpzL+29ZnzE70oql3byzYFBom9FK5WhWZnx0Jb/30InDgZmBud/w61T2fJJMnqZsOIB2Hg7cEOnKeXMOO8uFs5ImPDyKY3+yai5fSVHoRE0Ft15HVbkzhgXIeRnjI4tzdranCjhDkbWRraXlFpjD7zGBdeD+Mcwc7qwz1EZDkWNF9rWkbFfkVJHD2xg3sK9lUB59OOj3QXZWtPH3BtZvLtMvhovA/EghZ0UlhSKPl/YfmE13E4XVPHqcY6t49xWq70xleJoiRWQZt/WSnxdAO5Mih0Iy0L2Q3sBE5JFFcDnLI8siu3EoY185WxkCe0L6nHxeAD3kpQ53NCt1tXqa7qFiDjslY89G5nZQ6EnrS1fTMNTWH6kfTI5UZWU6ZFmAKzgZOYTqE+weqJ0htfwq1l/BY2NTmI1mG+m9tzMJJnItdgSq+sqcVxagl0KgC0cu4b5yTSTyS6D2RoqRLZH3FnG8yDWB53N+ayU7wVjcFOm8pEySlgWo5wg+xYTI1VsZP3TPElY/xajAC38xcQzzS2BrS1vWQAVZ4BpMqGfHeQGUku9rHAg09lM3+P823m/jZniS15vpH5iAOc+go4+lvem9vxRT9m8sd9ZZy/AUByJdIZXiHa0plDYxJdAQ+KyNfU1D5kkD39UzoxKXUZcxHScn8+KIAKQkXJyzB0sKNG2i5h725jwlleau5jKZHZMDCyKrIvuxetpZ7gjnHMdtPBR4LdITWd5L216ONJN/TNXtQ2ZDO5NOpcxfj6lY08/T884yks8JsJGrAo/g7sANkkdP9NFZSeUX/FTH2D4KFTQGZuAW6d7wQcZr9WkoldV53YhKc6BRGk6TSknag+2StwcDE1CLCTk9GSsP8eIB8uYyLXhEAIPVlkCei/RmqdnURH6Wvm/I+TGyrcAP9aVLy3AaMcCANnIjanP2V1DXz/aMQgM/XKjNi7qo/0X/ACd2Qx99+VJEAAAAAElFTkSuQmCC) 16 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD60lEQVRYhe3WbWjVZRgG8N/z33FOXTWGDZGSiIjeyGUS0RtRFjLL3MrTm1EiFVFgFhUFISJBJmUkQUJh0aunnBohEVRSEkEpSzPsTZZYiYmtZTa2nf/Th+cMxjpz9vqhvOF8OHA/13099/+6r/vhcPzfI/zZgyWyeurRA19iPr3/KIF3qdtHQ+CEnIkZF2NC5AA2RfJanpqZ/v99BCI2UehkemB5YGxgfE5X4Ej0BsZGvgvURZ5u5b5DAT8kAiVOK3A/zgo0xNT29sCBnFfRgn0ZV+OCSB7YG7mtjfa/RKCdk7AAt6A7Mq9MB/YU6S6RFclL1PdRGMXEAi/jFHyYsyrn2SL7q+EXDqEBKwLNOe2R1T/zxtyK8KBIDrVcVUeph+09XFLLnIzFGeMz1huGQDbC7a8JTIWcJVt5ZXDxgXiTxsjKMr+MYvF17KnhHWwIHIOlJSb8YQJYLolrbmTLFC5q58ShST30xnRLuAxa6ejnxshXaAmc94cIrOUm9GNHxltFenLWBD5fx9kDeQspzGJ/GzMiJ5e5fBBMt9SJuowzS1XqVdVAiayfyTWML3P7r2SruRf1kc4r+BCWsSTSsozNXdzaxvbBOEV6V7M10Bk4Xfp1jNiBGpoyssg+NN1A9ziejqwvMxse487IHByZ09XAryupG4o1hjewO3KhKkKs2oEt7JnMOZLVvhcREpkZAx36lkczZmzg7jPoP4Len5JgNw7G+pH+Mcmo9tTQLGni4B04lUZ8GujJOGGoWVRG7/Gch+pZ0sDySKFQAX+dSQO5TcmUmgKTIpuH1qpKYFu67QQ0SEKsFt+geQrP9fN14IU72P0mjWW+WcP7JbL96bsfQEee8EYmcCqFyNuRPHJ+tZwFPNHFaLx0FzVdzJMqPV9J2XU0WV8qPiWyF51DcapqoEjva2wJabk0t3PZJ6xfRP46Y/vZFpl9JR/jHlhE/0KyQBfUVAgVWIyeyBfF1NmROwC1bAyUJGG1TqzklnkycFzGR2tYNfjMIvJWrh/NUd9jH82BlkihnJbZ72JYApenTbcVuwLTjuaBEpNamZtzX0TO0mpnW+hu5LyMF2Myo4eHW0YH3YYlsoyLMlZKfj//F146lt4fyAcW0eBYS33OrMjswLRIRxvnDldoxHW8jqYyDwYujWkkd5S5OXIgsruHveOor6XQl0ZtfmAmxuKRwLpWPhgO/5CfZGtoy3mm8hoq4DPJVo+XFN4suWdjYCc29LGkWEX5f4rAICJ3Ra6V1vI5IdlsY+UFVJuzPE/i3Vmssrr/MgFYQaGJ6X3sKjC1zAdZeht2lumtNm7/SCysTFH8V6odjv9q/AYbfU8pZ04ppQAAAABJRU5ErkJggg==) 16 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYhe3WX2jVZRzH8dfz22+HWVN06FAxEbEQkQgvIiIGUYhJ/+baLoRAoRIpkQRv8kKkixDDPwiBdDGpJDx4piWIGGh3iRcVUhEiMmzOMW1NMZ3z7DxdPEfMublNg2783B3O8zzf9+/7n0d6pP9Z4WEuFykUmBeZfYuuVs5O9MFxn49kJeZlLA20RJ5DBd2Ry8jRhx21/JxzdTmD/xlAkcUZawPLMuagEBNAF7oD0zEnklX4Fl/nnHyT7ocC2MfUOlZhXUZj5FSF/YEjf9NXS2PO7EAhowHr8Dx6cSCytYWeBwI4RP0QKwPbAnWR77HjBidX0h9QYuZtAyfIO8kns6mG9yJTIntbWDthgM1ki1mSsS8wH18FPmymv0iWczHQCM0jvNPBx9iAwTKv4FRbCtldykYDmJdc+n7gKexsZnUz/dBGJfAYRC4fZOrw+31sRTFQyVNYFoxkJx8NYDJLAq/iZM7u4Z94iydb6RnNhe9w7QCfB6ZkNOUsw5nh50b1QA3NyCPHBlJ53aW2qvGt1O8c9nUnyA8wt8LpwP7ITLSMZGdEgBKNFQooB660cm34mU95ZjtDtVyq8N1OPoBDzO7nVg0/tXKtzPGQPP3suAEK5BmNVfd23nZzMZWZzdRlfBkYPMsM9EV2wb/qvgH+YjBSxkA7deMC6KY3shANN/kFOoi1/BmxhQEsqmXGBS4OsCZS/uROMvZEujponJaaVhe6p6VqGhtgTSKeiSzecX8vlJhb/X1mkEtNvDQpJdvRPIVNM7NW8EQLvTWpSfXhcrlatmMCVHUOlUks2UMeOImBwKLqxdewN+MH1Fdo31iFvK3NZCEl8lwUbnH+PvbuVomPOrjSQXsxTbx7YPfcp4zhCIWDbOjgZonSSGdG9UCFI4Hf8XINy8MIXawaKoeZfZAVw/+/zpwK70qNa9OEAB7nt8jhkGK4fl+adveog1jmAkrFag6QdoXAxsD8yPZySsTxAyxn8CbFmJaM+ZPYVUwDabg6pTI8Us8UaGdqLVsCb1Wn5ze/cn0kO2OO4wOsytiIBTH19t0DdM6i78VqCGAz+dNMjzRlrMEL6Kmw7QZfvM3VBwIoUl9DU0ixfB3nIselEfwHfhyiJ2NRxhuBpVJr7o98VmZH2witfNwApGy+SeMQbTVsjKks62IqywapX5Aa1LnAsTLtrZwe6+0J7ZARJRYEVqOuug8slOr8PI4OcThyui3BjKkH3opLNGYUztO7fhzL5yM90mj6Bz9OJG1vvGnsAAAAAElFTkSuQmCC) 16 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD00lEQVRYhe3WX4iUVRjH8c95Z5odbCkREZOKJcQLE7N/UhFhEkVdmI65pZJEZRIFodKFiIlEdJVLWESIFV0EjeuOSBCJWNkfTMJE0MwkKvfCct3UZLPdnfd0cWZBZdZWK7rxd/XynvOc53v+PL9zuKRL+p8VLiaoSgmlfZyexvjA8dmc+s8BqowJTAvcHygHZkT2Iw+0RtbPZcu/DlClXGBK5J6M1YEskqE/0B2ZFOhv/DsdeK3AK7Po+ccAH1P+jRdxr5RoLw7mfJexfZDJgUMFrousCEyMHIl8kPN2L7uWMHhRAB8x6gR3FPkwkKOzzoo+ehbRt5psDXnERkqHydqYEnipAby3zqPzEnRTFc4HUOGJAksDp9HVx7JH+KXGAHxKhBs4HHAVOwPHck7gmsAktD7MN1VOXvAKbOLbxiBLTrNlAb+e22cz0yNfQaS/Qgu8x7gytci0yIqct9qbVEo2XPIaswPXBn78k23zmySH2eyK3B75JPDa0P/56QBuyChlLC9xRbP4YQEiKwPlnFUn6a6xrMaxLtqH+lQb8RV2Vrh7DsuH2kIqzd3YEWkd4K4RA1QZI9V1VmfrEgYDKyUf6IZXeLabdR0MdPD6uhRzluawJ/JzwzPKWxg1IoAiM9CPbRi/iasxGqfm8GUjsCMwK+dGVAZTzLkTySLrAllg/iz6RgQwSHdgUuQIeufSPYdC5FZYywORnn3c9xnvN0A3rT5nvPZUulMjvYGTVSaMCKBAX+RkYKYzTm6FAxDZif7rue0munAcm9eQd3Fdjd+7eAHq9GJcTm8xlfNZKjYDkC6bHgwWuAXbz2xcRm8HX2NDa5rlAcyFhgm1Bq58lVKgjDyjrZJg/h6gzsECxZCsd3R0tmE0vudWyQ5TWUZnY2XUqIT0/dJU8uMsldxyY7Ncw5Yh3mgkXrjxnH5drO9kYjv58kbyIbAKLRm3D3L8aNrz2yKlo7wzYoB2TtXTEu/OmZbxWDUtpY1MDTxZ4PsaPzWLfzBZ8pQiayKnAp3DXUjDrkA7n0ulNqZAR5EFVcqX8QPWxlSmW5vFvsuojKcDC7Cznjykqc63BUrswLaYbHQxZvZT2sPzFVpaeObM/lVKncy4nFWBRZGeSO0hDg2X42/fAzXachYEFgfasCtnZZ39gbEFuv8ga+HOAjdHHpeA9wdeHmBHe5PTP2IA2MyEPPn8IskRM2lPd0gl2yb5xWTp2j2Qs/B8M78ggCG9SXEsT+E59DUsdgr25OlJtj3wRZ2D8zg0ksEv6lUMVa4tMX2A/UXKA8mau9ckY7qkSxqx/gLR/T3szOqklwAAAABJRU5ErkJggg==) 16 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe3WXYiVVRQG4Gd/c7BhmmQaJgmSMDHxZxADM8MwFArswvkRp7JIyosKhEi6CZESK4ou9M4SBDFUGp0zGRUlFf0ISlmoGUlYiehkaoPIZCc959td7DMw6YyOZnTje3fOXnvvd79rrfdbXMM1/M8IV7LpXepK5PXkZW4u0buAM4H8PyXQxejA1EChwpOBkYHdkfpAIfJ6Rl8bh646gSJPRW4PPIF69AXOYlTkVPWw+sh6fNPOG1eNQBdrArMwAfsj7wUKgb2Rw5FJgZaIjAciPwe2t/H0vyZQZF2gI6bXPZ7RU8OOeZzpj+kkW0BeZA7GZbyJPLK1nQevmEA3K3Key6ircG/gwHyODxUfsY76G5kQ+BqnI5vmX0SJbKiFriRla0ZdZG7OjjOUimwcLL7I+G5OXEdWYV+Zu1AXaN7Ko5dFoEhjSPlujiwvsQ+Fen4KLOxizfl7AtsCTfUcraGhwvEKr2BGDZM7GTFsAtdTwnIcjPQupKeQfjfhYPsASV+gAK1MjOxBbYXCwxyqYSdKOXMKTB82gT7ux+lAX4UN0M7yyPMNTAxYRfsqfmjgt1W0hxRzB27roKeqyi58HJhKqpFhEcC46mt/LA1wt3ZenU15NXMiW/BpZG1k8+rkD9o40h/flvyhF1lk7JZB0nABgU5G5KnSayNHHhvQbv2IjEF5F0d3ppcWck6eH7c7ueMx5IHJHcm4LqlAOSML6eDaQdZhZqBnCmunsjmmIl18ftA0yoGGKunSsFLQkQxETqnC6I0pFf/AsyyOHKjj1zr2orSUFviQxv64txjZf0/O+8NKQZXtnpCqeNYN1PX/382WIktgKXNjst/JS7kbiiz5k9+3MA1qU6pacaxA02ApGNIJu/ky0oz1BZZFZuR8IqmzfD4vDYwv8lBgc3V9UQ3FCvMy1kSKGctaq91xSQU+YESZl9GHe0qM+YvPchZVN90yyEFfSD3/TDsb/qA2Y2X1S/lLyyCXX1SBbYyq8LZkIPtPMHM8TjGljW8H29OZivYs6gp8FJiWs7+RmbOTuV2AIb8FLRzPeKSqwvSb2HuCMec4PFh8RCl1z6xCsuUZOeUK9w11+UUV6EeRxsh3gYbA6ZxN+LzCvgUceofRZZrKnBrBiqrrjUVf5M75A4zpigiQZsBzdAWaAlNwNnJAkvwAbg1MktrseM72AitbhjGaDXsk6yQrsBATMSPQnFPGqJDS9FWkt8JrONaRHPCSuOypuEpkTI6Ypp/TOFvh5PcceTHZ7jVcw7DxN0VqO9u7lPLPAAAAAElFTkSuQmCC) 16 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhe3WW4iVVRQH8N/+5jhMk+Q02DCEiJiZmEgYXR7qIbE0EfF6wApFhMQgSsUIQ2QIkhIVEQors4csO44zKiIWQiY+iEiYmJiED2ki3hHT6Xjm7B72GfAyZ0btKfD/8sG31+W/1l6XzX3cx/8VEVsZ0spA2EHtvdgJdyP8E7mLTMTcSEPgOJoCxTKflbkQOTSdy3dquFe5iDZG4R1MCDSgHMjhDIqRJpRxPPJHmeXX+GUmV3uzn+tNYCND65gXGR9ojBwMrAnsu86QHFngTEwEhwYmZoyuZ1akrbcIq54fIHeC0VgWGR7ZUWZNkYN9uDw9ZQEUyPKUW5mUMSMwLnISy2rZPoFL1fxk1Q6O0RRZiFGBIzlWRPbUUVvD4nb+2sxIyKf0m8aWyMLIB1JtLCkys6cMVCVQyxS8ENl5nVn/sC9POaMl48PAo1Lab8JUTpb4PPI1hkZmFHrw0+1BIUU9OXI6Y12ew11R1rAaGyPPTWVOd/p5ip1sihzJGF7LhGoEbquBQkrxGGwKHCrxcp4r1Qwspa6FjopuY590becv8Wk/3sAXgb2TefGOMpCnmDEroy7yvW5aaSWDV/HdSq73Y93K5EgNg7EYi2bTcY3WgMiIpVWyfdvPQmq15piiOvNbN0ohFd+YwON4BethKgekq2reSWNG35hmw+mRPHtHBDL64s+QptlDLZW7b2fEDWLtkTW7+fkwTwcureKpytkSvDSOCw9QX5kbuciw7gjcNojOc6o/zYHmTg5FbOE8Gtt4YgrHsAuPPcOK+jSkLpS4DJP5qMtWkdN9GITBIWWn9wzMpRTIYvoO2J1IfgOBtyGyHE0P8nHgfRx5L+2FW9EYGVhmf2elUHslUHG0AVnGvBPUdrIGVyIlWMCPC3gVY+cTFjC5Ozs1qT6KlaVVtZNuwzbq27jYTiykMdwj2hjadkuvF2jezNo2rm3mrWq63WZgIlfL7IlcrWF2K8O7k2tlWDvXAr8H1nX9X09djoWBNyNHimy7KwKQY1VgT2BmDS3b0xq+CdM4GtO8uIyNBbKlZA1pc+bREdhQ08MyqrqO+7H3LFdz/IBJRUoF5l/k3NxKLUAdj4zn3FpyDzP4ybRB58TUzl91sPG1Hu6/1wdJOy1lpmUMieyOHCjzaw27IgM605w4lUuLa1GWvmew+iyf3Ej2nghsoW8pvYjGBt6tKJQCpcg+DAqVGolpbB/F1hJf5jnVm/07fhNuo/56WlKvoznj+ZgcXAn074q6xLf5Kj3/nwh0YTsNnTT8TbEu7YQrJfbnKd6trfu4D/gXtA5A+XuccGIAAAAASUVORK5CYII=) 16 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzklEQVRYhe3WX4hVVRQG8N8+3pkGHcNETMoiIkRMTKR6kIropVKz+ZMTJRRlaRYhQmFvMkj4UBE9RCWSCUlwde6EZUGpSIQP/TEVk5jCYjSTkmkUnabpztk97Dsh1zvTZEoQfi/ncM7e3/rW2mt/e3MRF/EfI4x2YJHsa0xnWh1TA5Mj9WPoLtMT6Wmj+4IJ2EJT4IFAI25BIZCjHkciB9BVZlVb+n5+BGxmdmBRxrzADOSR9wONOd8F7sDxwG2Rvgrp/c28/68FvMuMnBWBpTiZ8zy+yTjUzIEijb/SP4kbc/ICr0XmoDeyZZCn2+g/ZwEl9uFabA98OJa376xkeSa+oPBl5X0yj+K1SnXewFst9AwXIxvuRwcvYBp6y6zdy/paweEwP05mzTLKfZTKNGcUsDpyzUhJ1hTQmbp8aaBhkPmN7L2BeUUaqseWWJgS91yJX7rouYTdOV3IAiuLTPlHAmLKXuTNyKEB6gPvFfito4qsha2B63EEq9rJ7+H47yzBd2ip47rhBBSqP2xJg/NAfZlN6MvZUWmWD1o5FvEyUwJrxrKiiYO4aogjoMgxHAzMzJmNT0dbgQHMw2d15G3kGSsjP5+gVQq+IfATFpzm9Ms8Vk3ydXp8FVMlG4tMGpWAjJtxFFPr2QNN7G3h8kfof4lZgQfLjNvDU9gVuamapz1VsQdHMhZXEhtZQEyP/VLndp1iYvWEwM+RgX5WnWZxZastLSZH/Auryf5gO6bGZNH11VxnCQgY5NJId2RmVsNSx1BGoZGpt3JX5JXA420MlJj+blo+7cmY7pOMqGHRMF5w1hKMo6vi94U6JlT/X8HxE4yLaW4JW1eyvpLAx5FtHTzWmeYOVLg63quxhamxC/op5OzMWFjmqSIrhuy0k1dzOlrZiUfOnFfiGancx1tZv5GJ41leqWa+cBgTO6sC++jFWvRlNI1JB5BScsUnM3aU2Bar5jbzYsU37n6DwqXp8JouJbSuVvCaAtrJG9IePhCZEFi2mVktdOWp66EhVPVHQAtLBjlwGVdgY0wBlo90PNd0wgX0DvBsYFdgacbDG5iwn9cD48vMH4HwoQLvRE4GPmpi63Bjh4TXREQnT2A5ZgSO5rQGTp6g+wcG2s/IrJPbc+bi3oxZOZ8M0trGqXMScAbxHGnNJwUKMWXUHTmMQkZ/zvWV9Z6LU5FVGXub2f13/KO+knWyJmdBSH1xNfpiOu0aYqpEb2RL5PsxrGtOzfy3GLUAKDKlwIMxNWlr4HNcGfl2kIMF9ox0+ThvGLoXbGJCvODRLuL/jj8BnlBA7VMF6xIAAAAASUVORK5CYII=) 16 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe3WXWiWZRgH8N/9+LqNtWzIsjATGWRCEmWZEn1/HZSk+0iMWlAQ1EFYs4MiKiKEIlwWRVhIYWn0tl4z1IMotKSTqEDpuxgVIbVMZc75Mt89dwf3FrL2Zauz/U/e53mf+77u/319/K+LKUzhXyJiA4XJ2gkns3gzDRkNNZw5wEzkGQuxBVXNfPu/EChyZhVLc86PrEZdoIJCoBuzI6VIucx9t3H4PyNQYmlkaeAZiHwZ6MVv6Meswd9rAn2RDHc30zlpAluYXc3bGYsiXwS+yPlwgPdOJztCFeQs7KeuwBrcKBHZ1MK9kyJQ4hvMw8c5b7byWhxl0y4Kf1AznVa8GvkJnRlPrEgeGxHZGIe/iPmBw2Xa/uSN0RiXeOgQr6ykN9B5nJsCdVhWpnGsS47ogU4uzXgzMHeAc3K6prEq49wmHj9x7Xbqj3No8PW3Os49Sl3kUdyF3ZFbmzk4IQ98RiHjFjTkPJXTXZ3KbzMe6+SGE9cvSxl/dmQ/uq+nZ0V6XhvZH1mQ0TCaB/5B4DvmSnE/GPhhJT05Lw05p5X3oYPrOtiwnllN/NrMWfUsGbLTSw8+lTTjhl3UTIjAKWnhBajL+QCaaImsbkqe0cHr2IHWyO/ruR2upjxkp42eyEfSfzf9kUp1fAIDZIFaqeT+zt5mnof13Bhobaf6cx7A9pzlIxkP7AtJtA7XMmNCBDIaIrWBeiMo2mp2In+Se45xbWRHoHXdCC7OUzgPIO+baAgqKVsL2B9YNPz7ukSw9xSuvZw7sDbQtobyThqKJ9gMqRrqMPNQIjI+gUiWp0S7rDCshjdQeJAD7ZyBcmBNoHj/oEaU2VvgyDbmbUphPA9VOduqRumc/yDQyJcZ30dmRGYWB133KjWzOFpiJbTTdj8dDwzK7VY2BmYHepbzUw1zAhejC4U7T0jQMQlcRCXn55Ck9JFpLIPTeAJVgbdKqQqG4/VIZRpLimQFrgipkfUeY9NIh49IICDn5ch7mIPFRebv5eFIG0SeG76vid0Vqst0ZzQGXompZT/ZljRhYgRgZarZPdiZ0T493b5QoXicU1v4bPieiNOTh67I2BXpC5RaeHe0w4cuPCreYUXGxkh9oLvC8gHKq9j3HFWr6S9S1UjeRUOBddKENBtfN3PlWPbHJQBbmRP5JCQ9r83ZniFnY8aFeRKuRZgXmBvJIi/g2ZY0tEyOwBBKrMWiwCUxqVpBim2tFLIKdg/wdMaPLWlUGxcnNZSWWFBhxnSuimkaWjzAnpDadVfkl9Ha7n9CgJRsAUVqvqL/Impupu9k7UxhCkP4C47FMMpFMKzaAAAAAElFTkSuQmCC) 16 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyElEQVRYhe3WXWiWZRgH8N/zvK+2pi2xNZaBrahhItqHByFKtT4IKZs6X+lLhA6G0EEHQUcydhQRpdFBNBCpQcL8mKxaGGJSJiLmgdZcIrlElh9Dxpr2uo/n7uB5V3O+WyvrIPJ/8vDc931d9/+6r0+u4/+O6FoV7KL0IiX95Ndw6V8h0EKcoSJiER7DYlShP3AcR/BDTPcg+3L0/GMEWoiz3I0cnkU1pkfEhSP5QD6iBF0JHTHvLWfvNRNoIJ7HA1k2BB7CYXyGLyI6f2FqKXMjFkcswFxUB84E1tXx6TUR2EZtTHPhdzc2BQ4e4UIjQ6PPNlNWypNYFVEX6B3k4WN0NJL8ZQJbeSpme8RUNGVpWFbwbStfYz7KBrktx5kRuRaqs6yPqMXhDC89w6nxLoqLLX7MrJg34tSvTVi/7MrAKkFZQcFdo2VzHE9oSNgbWDRA7hPKxzM0W2zxBupiKhP2Z9hcy4XR+8OsvEzfC/QWkz9K131sQmWGlUN0GicernqBVmZE3IMZ2HOWjrFn6jg1cnlLER2NJIMcSGgPzAk8UezyogQCFagIdMf8VF+kuGxk4QbOv0M4zTdvpTK2U7GDza1suZWewK6IsjitG5MjkGEAVRHZwYL126lsYyG8zczAB4GhKdwesTDD9zDMUMTawNJHGbqcysdJWjsmR2BK6u8qzBzkRBulMT8Pp5Gvj37Mv8SDuznZy7SImbCqECtRIUCnFGIsJj9pAkvpkyqc3k/vsj9cUAKNDASy0/h2KjfdzK/oaSBbSLX6wJKQEpmH/DAnPqJ0UgQK6IUyKgMCXTjYVlCSsARTF3ExSi1dMFKYltO0gn0RMiwO5DMcKR+HQNE0xKFATZaaZrat4c7Rm6+xbyP33siF+jEVcQQ7mZ5wv/R7bGAcNxR9gcAuaRasmpY2oqvwKufqGQpoT6vlFRimBtURXRFnatPYmRyBDO34KuJxrG4pBNUYC9fs4PJOQp73R++1pFm0HHMSOocm6IxFCZzlx5jmQGfE2iyvtKaF6XckqWUjlldBkKZslnVYge7Au6N7xViM24zaKB3kEWyN0trQNMyWQGeO/Jdkz5PNpfOAremMMCfmuZjnAyUJL9exY7w7JiQAh8h2sSJic8Ha/VLXnEzo6Od4nr5bmBWlPl8dUxP4LuH1hD25CVrxnxIYwTaejnlT2tVmRJyWZlC5QnoVpqLuhD0RH5ZwcGn6chNi0kNpC7MzvBhxR6FfVEXMlsZGDw7g84T2o5yeaAj5WwRG0EZ5QkVCPubceOl1Hdfxn8FvvjYtgA70iqEAAAAASUVORK5CYII=) 16 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzklEQVRYhe3Wb2iVdRQH8M/z7E9Xu6wpU2wNEqOMFEWzsj+YlhWI4bzOJYoVSA2hUhNDCF9ERERhWb0xECG1aOqdyOqFFBplGYmVJETE8MUwWeLCf815d59e/J7JmndNY0GQ3zcXnufcc77P93w553AV/3dEVxKcYDuVuA2FCmqKnChS7KargvZGuv8VAhuorOPpiBtxCx5GIeIcuhIO4WiR7Q18NaQE8uQS7o2ojxibcEooUouTmIozqEFHwicLWD4kBPLksAxz0I5XIk4WaEu/ujommzA75uaYtQlF/NzFg4s59o8J7KQu5gdUFVmPb3tobaSrVHwzVTGjy/gioTrhUMTqHAcGqhEPwm5/QjV29LBpATsGKp6nBcOLtP3BZOyLmZowfQtjrphACy9H1ER0fM8TR/glz2t7yZQo/lxEfQW/lrP4dPDFh6kCr1/LPVdEIM+tCdMwvMC8CZjEoogXOjm9kfK+8TneRnOacHwThRzvCx6RMHlbMOjgBBIUqMK0hNaeIHllzLY0ZEkThXcYmeAN5sJ8Hot5qJ51vXkiPkv4Ec/El0sgCg9nCr2PF3G4kTMF7sDWXPqlBY68xdkytr+ZkpvHp33zXGB3xJmIbGYAH1xCoJlMTHkU3m3aECafhRycz1JYzxZ8eZbVqxiW0LCe2f1zjQo5jqPQkyo2KIEjYZTelQTmk1eUGK0x36HhEHcv4XFhCC3sH3c6kO8WPFN8r593ShK4nUyRz5EtEjenCvRFws04eR/7p7EwYmSc9r41tK4vRkd0xExsojAogUfDbD+Kroip48JU+wtWsTxiRcTGJMQtXUlHC3UX6MyzFgpMTBWoxQf985QkEKFIm7BoxrZR09u7Fmbm2Qwr2Vpk2PMsXMnWVJlv0tDxeykvkBUMnVdCyd56lyDPyCKby3ggYfcIlv1GdznnI8oTjiVMWUBH73/2kunk64gx87m+mWw5H0VML4bltPSyFIAcJ2NeTcL7iSeY0UmmnJuSsFyqD4dpdxGz6Mox5QLjd5GtoAFzisTX8GypOgMSgCS04V3UlrFpFHVdtOe4oYwJL5UwFFSS7WGG0KpzEU/N5feB6gy2DccIMk6LwqJp6mHfdbQ/Esx6EVuoyoat+WJMY3oz7MnR9Hc1Lvcg2YaGtP8HEg7GHEmLtCdMirgfd0bUpuq15lgzWO7LPsl2Uo91UXD2OHRH6RWUhN8Mjkf8dJ41Gdrqw/OhIQC7yBZ4Mg79nycYMU5vho/L2FPkRK6fQYeMQC82k+mmMIKa4XSd49QoKmcNcKxcxVX8p/EnhPIxN/ZiDkMAAAAASUVORK5CYII=) 16 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe3Wb2jWVRTA8c/97WnNNcYaj2EiEpIRZWgLs6SiP9AfsXCzTdA0JMI3gWV/CHohvRCK/vkiEAMZaEUM9/gH8YWQlhIZiJFRUIgKWZqNWXPO9ezZc3txn2rYM92qN5HnzQ9+95x7vvece885XJL/u4TxGhwg9w1Tr6BuCDmuQs8QOXzdTnE8m44LYBtzSywKTA20oC5SnzjsihwOHP2Od1ZS/FcBtrAuMj+Qj/SgAQcDTfghcgcaA8ci27GvjcI/BtjK5DJ7cF1AmVfwTWT3r/RdRl+gJce0SDNewpTAjkjnxSAuCFDgtshbGbPw8zB3nuPUUvqq6XdRV8N8zM54LtIbuLmV46P5yEZb6GISbs2YFdl7hplljjRSV2BLNZsOBheyOdIZ+QDNkU8udMhRATLm4o3IQbx3jt4ci8v8GFiwhafPt+lMcK9+ybclluMk8t2sGRfAdvKBmRA52MbGFZQC0ysqXa2sHWmznlwTvwRemMliGKY1pFfSspUbxgxwljyeChzCh7Hyv5XVkQdaWQRvMi/idfIrKEWWQGATajEY2ZFxa5GG1VX8VQXIMSnQUGZgmO0jb2obuyrONwW613I246vK2ubIu2Vmd9DfzqGQothYw90vU74oQEwnaJZCfnJiFZ213IuOZ5hwlmex9y3eq0AsXcgB2EltpBO5QG4PdRcFeCdVtXLFqHQmhfJ8yPZA/2MsO8jtgUcjn5+vN49iTHepD3M+qlId/wKwglLGjMCpSP7EiLUdqeopsRrNt9B+B59Gev15Qf+QA+kwGeoj+24ZSwTgV97HZBSbmQEFXhzi9HamPp/glkQGA+syVq5iRbW9Kj2jOMyxhxkYE8DlKXcF3Btp2JPSMR2G+QxW8f4q2stMeJp3YQsbutP9EHEkvaZrUtAcrlZ2Ry3F3WzK0jPb30/7MgYKfB/oaWLOPQz+rruT/CBfhBS10hCXT6T2NBsCj2B3H8sfT6kaG8AOmoocDTRFnuilq5Gso0of6CLLcSbQV8OcE/TkmZulSnot7mtjfzU/o5bi+fyc8aSU5w1XcpfUgv8iHZQDN7Zy9SDHJzIlS/1gMt6OHBnNz0XbcWUOeDDQWKaryJoSfed3xI3U1zHlMu7G+shATPVg0cLUE/4eABR4LaQ2Oy2mzfZHPg4cikzNaBjmpoyWkFp4EYW2Smm+kIwJYCsNg0yrTTm9PqQ5cDCklPTE9K0NHC7Tn7Gmla1j2XtcM2GB5hL5Gu7HQ9I0VA6p72+LZDVsXED/WPcc91QMe6j7iWI9jQPUnaanltzyEU/zklyS/4z8BjV1OHg0MABkAAAAAElFTkSuQmCC) 16 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur48386 1.6666666666667s linear infinite forwards;
}
