@keyframes rwdcur22841 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHKUlEQVRYhcWXW2wU5xXH/99l7rvry5plfZEBk8QkEAIhcRqSACLkAgSa0obmQhIalJeqlSoVKWrVVlUe+lQp6kOl0j5WVVpBUZpQgerE2AYKBgMBGwO2MctiG3t3vd5d74xnd2fm68OuiTGRYxJI/9KRZuaTzvmd853vMsD/WWzmh1CovEF4olBw3Py3TrP+2VU/7j37Z3G89QOx/QdrfvZtxKTTX66P29FBV0ZuwsTvfvv2B/v3/vrayhWL191LgKkpUAGUJ2/Eo42vvPwjiTNjPDqE+xtqynbufG5nXV3Vd050XDqYyxUm7xWADCAIoDzvovzp115aNXg5AsvKgboOVq9+8L7X31j/nlNw+Jkz/YfvBQABoAOojPZExjfu2vYKSY1jLGXC8gfhWRbKFGDz1tVrNm9q2j1w5cbFaDR26W4CuAAkgBgQjhmorV2yYlVjffZyLybzLtI1i8EgINIJhGrmyTve3PDqw8sWbu3s7G3NZKyxuwFQElEAqNH+4cyWd7dtnLwagcik4FiTyIQboKkyeDYJK+9g+YrF1W+9/dxPNVWuO3q0+5O7ASBQ7AWfnU6NLVn75LPVfrksl0qD2hYc00K6LAxJuDC4A3syD0mR8PyLjz+6ffva38RjqdjFi9HObwLgFd+JCoCnJ/LS899b+8TE1SgopRCWifzwDYxEE/CHqhCq0ODkXZh2DqFwBXntjfUvPdG0ZMf5cwMd8Xh66OsATEkB4BvtjySe+uGmbWp6jHlCgDEK4noQuRzSI1lkggUvNK+MVMvlKLgOzFweDy5dULlr18Z3q6srH21tPX/AmcNuOhPAQ7EZNUDYvLKqumn5gkYzmQKXOSgjoIxDJxwHI6dv/GH801FP4k69FpIWVc5nlBIUPBdPP/Vw45tvbfilmbVzZ870Hb0TAFH8RjQAaqR3KLHp9Rde9mIxUImDMQZCAUWW4fcbub8d/k//WNj2twxdjJ3qH0j5qU99IFgnUSahrMzA1i1rN2za/NhPLvZc67p+Pd4/1ykQpSoE3EkzE35oycr7g2o4X3DAJQ5KKQgIahpC/O8d7Vdo2vMWrAyHx2Hl9nefGGrp60k7psdrlKCqSxJq6+v1d97ZumPZsrp1bW2fN5umPfFVAC4AGSA6ACmWNJ0XX3h8bS6dAZM4OGcQnkDD4lr2YVf7kGu6hXQik39gZX24vjIkxydT9tFYT7z9+qXxWGJCBAqS4accy1ctX7h79/d/bhhaVXNz58HZAEoiCgBfemQ09siaxzbNU4jmgoBLHAICDzUuwodn24ZcIpBP5+1EPJlveKR2XrWvUjK4IgnJE3254cx/R/ti1+JJR5kQ/vlGAM+s39JUsOM1R451HZgNoLQnEA2AZ7lcW7e6caVt2WASAyEESxsbsL/reDxhZgq6rkrZMcuMjyULC5fWVgaVACTKpHLNUBSd0xskmT2fGxw/N3o198fdf/r9nr988l4pxq3H8TQ5AGwAFgDa0dzRnLAFZE4hhAChBJxz1JQHVcdzPBBA9SlyPJJKHW4+OWIreTWg61SWOPerql4dqCivDgfKe4ej3Xv3tb2P4mrDbAAoBhcWQB149vBnbd2tvoABIcRNWxAM6QXhAgQgFNB8Ch/pG0u0tJ+K5XRHVyUFAAEEwBnjqpDozLizAThfQACHPj72rwJlYIRAACi4DhYF5+su9UA4oaCEEkqo5lPl6xdGEoePnUo4uqsqTPIIgUcIQc4u2CXfc6rAtGkgyMRHuzu7BwcMQwUhQN51UF8xTxUUIAwgjACMUMII1QyVD3w+OHL4VGfK9Xm6RCWPMoqcmU/NDDIbAADkAWGXQJyP9rV/JCkSSKkCdYEqXZJYMXsGSigBoQSUUaobKr/cGRluO3M6IQyhykyCM+lkvwYArJKht/tyW9/VuKVpMgqugyo9wDVF4YIKEEaKlaDFajDOqK6q6DlxZeDIhbMpEiAB4YjbzoavAvCK2QsLoHkAiQP/PnnA59fheB78soYKzeAuPI8QQulNAyUU4Aqjuq7yrpO9/R1DF7y0ad5WgVk2olsgJBRPSSlyLRHf+t0nt1XXVqJMNtB6rSsz7CRdPaD5uMFkpnGZqUxmnDJGmcsKxKQTiPV+PLD3wp7L7890zucAUFoNsACiCsfuaWk5f3L1M0ubKCFYUXef71zf1YGxg8kBN+3Z7oRnO2ln0jHdlFdwRgQKEQARAMkvcz4XAKDYjBZAfADoP/cd+esvfvVqkx5UcH7PpX0jhwb3AlCL40QuGvKAyBbvu0IvJWHPdHwHADcdBGKj8ZbTHb0JiVJ+8NDxfxTHqFeqlgyAAmJ6A9ulsdtE5ggAAD4AVQAJACLj9xnhiayZBTCM4pWeljLnxWd4uFk5ZEog3whABhD4IhiyKGY1ZbQUfAqA4tYz5Ut1JwBA8RdOLQWZas7pa5tOsyk5mLb1ztT/AFGKH47PbF8oAAAAAElFTkSuQmCC) 4 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHJUlEQVRYhcWVW2xU1xWG/305Z85lZnwb300N5uaQFAIJJE5alwYKBBGSQEsCpSlqmpeqkao2UpSqykOkvlWt+tCHVOIxjdIEVCU0NKHYMU64ThEYY4wx9vhuz4zHM+OZ4zPntvsw45i4BEwC6ZKWjvbZ2uv/9lp7rw38n43N/1FRUdzgecJ2HNf6xmme2PTQL66G3xQnj/9R7Nnd/KtvQpPeOBiaModHhAxrOovfv/7Cnw69/buBB9c0bLyXALMlUAAUJ8ZiQ417nj3AJa4nB0ewbElN0U9f+MGButrQo6fPdh/NWfbMvQKQAVIOoNhyUfKdvTvWDfcMIDuTA3VsPPZI47J9e5941bZdfv5Cb+u9ACAAVABlg12R1JM/37WbTE1hMpmFURSCZxgISgLbdzQ1b9+24ZW+/rErg0Ox7rsJ4AKQAOKHcIxgbW3jgw+tXJS52oMZ20WqdikYERCJOCpqQvKP9256/tv31+8M/+faJ+lpY/JuABSMKADUwd7R6ade2rV1pj8CkUrCMUyka5ZCVSSw9CQMy8Hq1Uurf7J/88uqItd9evLyB3cDQACQAPjNVDLR+L2mTdUBOZibSoGaBhzDQLqkCpLwoBMbM6YNSZawZcvD6360+7uvx+Op6JXuofDXAfDyY6ICYKlp27fl2eb105FBEEqBbBbW6BgmRiYRKA+hIqDAtVxkTQvlFaXk+T3f3/HI+pX7L3X2n4nFUiNfBWDWFAD+id7+ycef2/6MkppknhBglIK4HoRlIR03kCqynPJQEa2WimG7DjKmhcb76kt/dmDrS9VVpevaTnQcWUg3nQ/gIX8lVUDkeGmoesPq+hXZRBJc5qCUgHIOjXB8eD0c/XP043FXlqxFWoXcUFbJKCGwXBePP/bAyv37Nv3WyJq58xd6P70TAAGAAkQD4Iv0jCS279u605uIgkocjDMQAD5Zhl9TrbdbjvXHyg3t+MCVsXPX+5MBKaCuCNVJnEkIFml4+ofNm5/c/NAvu7oHLg0Nx3oXWgJRyELQnclOV61qXLu8TKm0bAecM1BGQQRQ861y9s6pE/1kWojFayurE27WONRxaqS1pytpm4LVKGWqBhl1yxdpL7741P77V9RtbGu/eCxrmNO3A3AB+ApZkKOJrL1t2/rmXDoNKnFwTiEE0LCkhr114cSIl3XtdGLaXrFuUWV9WYUcnZkyPxu/Ejsx3J2IJjLwm7LuFxxrmlYv/vXLu36j62ro38fDR28FUMgCkQH4U+MT8TXND28r9xHVEwSSxCAgcN+yxfjb+bZRjwhqpe2ZeHzKaVhdW1YVKJP8suwTkodrudHkqei12ODklCOnRKBSC6B5644NthGraT956chtAKAARAfgGR7XNz66co1pmPlzQIFVKxpw+OLJeDybtjTNJ2UmjZloIuEseaCmtEwpgsQYK9H9qk/jdIwmMh25oamL0f7cX1756x/ePHjk1YLGF5/jG8wBYADIAMCZj88ci+cEZIlCCAFQAokz1JaUKbbneACg+H083p9Mth47N276LCXo17gkcR7QVK06WFxcXV1UfG1sqPPdw21vIH/bcCsA5AGEAVAHnjl6vK3zhD+gQ0AAAhBCoL6sQnHg5u8NAdSAwsevTSZa2s7FLdXWVEku7JOAM8Z9QqLzdW8F4MxBAP96/7MPbMrACCAgYLsuloQqNZd4IJxQMEIJBVX9ijx0eTze0h6OO5qr+LjsEcAjhMDK2WYh9oIyMFsGAyBeOjbRGb48HNF1BYQQWK6D+pJyDQwgjIBwAjACwghVdYX3XRiOtpwOJ13d02QmeZRS5DJWer7IrQAAwMpngJgArH+81/4+98kAANt1UFcUUrjEKBgoYSTvlIBySjVd4VfDkfFPwuGEpwvFxyXYpvNVAObK0NPZ3dobiRmaJsN2HYT0IFcVHxVUgFCSzwQjoJSASYzqqoKuU9f72i+eTyJAgnDwP2/D7QA8AGYegloAEkf+efZDv1+D47kIyCpKVL/sEs8jFKAk74SCEkrAZEY1XeEdp3v6zgx0eqlMJjNf4Mv6wHwIGYAPgBwZiMd3Pt30TFVNKYpkHa0DHalRO+FpQUXnGlOYyn3Mx2TGKOGUecwlWZoh0atH+v/edbDnjfnB+QIAHOT7QQYginDMrpbWjrNNTas2UEKwdtFyf0dvJJI4luzz0sJ0M55lp50ZN+smPdsZF3D6ABEBEL9Z8IUAAF88jPzQe+1vvfbacxu0Eh8uHbx6eOKjkUPId05/voUTubBm9tApBTfnB74DABiFrxKdiLWEz/bEJcrkox+deic/R538PJEBUEDMrskUhL2bBSYLBAAAP0Aq8l+RCfj1qulMNg1gHICWFyVyYVO0IGgBIgMgXYD5WgAygGAeABT5nVlzQp8Lc8xl1sPnzezmdicAwFwtZcwdzhvvNr3BZ83Bl6QfAP4LSbocW2C+9swAAAAASUVORK5CYII=) 4 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
}
div.testarea{
animation:rwdcur22841 1.6s linear infinite forwards;
}
