@keyframes rwdcur117455 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 6 13, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhe2RS0hUcRhHz73Xe33kKGkjjqLJZCUmlikyTiZWU0hFC5UKDdq6SKiQqHARQkiKEEhFUG6mMiqxRRGSPUBExbBCd1aUhRFJ+ZjxwTTztSgwey66Y4vmbP8/OIf/ByFC/GO0X76oWiqgA9OLHKAlsmR1Pa7SJrJT9jA2qjE9NwAEghkCgIqRoamu27juC898wvh74fxhIU1vBIygynWMLDsl9xL1fmG/CENeYXZO8D8R/VKqRC2nCYgw26t9kYdlFLCluZqTm0e0XEZm70L32Ze86glgm4pcWtxDseVjgbcfY9LDQ8w8hwJxReS0d9MrzwlIttImGGvPoBl2YqKLKF/xwPo0Rm76kJZGxGah1jQ5QDxhVVc4KjN8kjquSRSZC+8doWZG7FI7GnoR3xukuhCvrpBvWkAk6vZSnP1VVL+1klYLhP0wMrCn5+E+tI+JPBttKthNC/hKgq5qWX/YhBmq5vhp4F+gWTSc5TlKvdNFxQuvKDMfGPh+pGLE5bLpRKVSViPyes0oE48FpkwpiNc5cLUGGZtEym7gU9arRxYuwhNS2Hu5nUHx45WDuHw6SqEpcgAF7I6VdHV3InV+xLhl85GfehxNi0KPXYVR2VrJkHgISAsXxYqlGVBNCwBQFBzr8hks6UPC/duErgtCzbE+tp4eVlKGpUoRacAtiSS5gRhT5d9EFEVtZFB9tEMQjzDuEe7MCQ4Ru+KWWJJbgaSgyOcrKGTDsj463YLfL3R4hfRzomJzAwnBlc9HZJFsvc7uCh/rdr5DjT5FsL79N0QATiBjscUhQoQI8f/xGRWzzvIyQpwTAAAAAElFTkSuQmCC) 6 13, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkElEQVRYhe2VXWjNYRzHP8///J3/6WTezmzeNjqW5dhMwzBslNgFpslbk9ASo92YouSl4UYSkguhWO1CdkQNrSi1JBdbDZvRUpplw6y87mzn68JmJe7+hwvnc/n8fk+fz83TA3H+dzx/OPczxDcHj0kkGm3/q0XgZDNi3jVKKvoo29nFxMTjGIb9FbWNP8+2NtSzskG0S0S+ivBRMd2pwmJCTOU+/HnT2diY6n0hSiS6JCShp3JqJmlYBmFjYhThw8ldTXFjNS+0wCtR+FlcqRdNT0X0iZKUpi1hNHUyVQZGuSq3MWmF5NU10aw3SPM9nSKp4h2pMy+wODfM1R1K7h2vmii6cQGlBTgLWK4FBLDLKtmrKFHdp0MT2deGCRT1j71MGX4gUOkoHEGRNlQ6j74hhrlu+W3A/5EvPKaFU5xvfc2lPeh9df+8h5buYx8O0lvTxeGsLOze6M977mBBcAKB/SEyz/kYmvunvYQAm7KCXBrhUAJ4XQv413gsGBUMmOKUFGtp1ze97evh7e8WExm3JGSlr+9Rd8JnIs9dKxjtpfziNvSwDuXs5hFJ5P26M5KMbRVUdrbSrF3kf/NictzyWwLb8UN2NuSXM8vekXCG5KGDEVbm9tkcOrmVtYnjGQtYNm4+Qwtmrcih6VkDOiLkdMwUJzY/Z2F+BcHCcyZwM1JGRD1IN7muNJKqAJ9rAQAew/IlBbSta0GO1ohPL0V9szj9Uia7T7uQLnNb6YRqDaS6Kh/AsigaXkSbp7VQ6NOPf6BRYr6UwS2NYdo9g8mIiXywgiJWpbzi8Z0fAXVREaqWTaiWmMsHMBQwI/0B5XvFslJhJ1cBwdjpfs84YBGYD6C7wNdYBcSJEyfOP+c7SEr6YpaeGrcAAAAASUVORK5CYII=) 6 13, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0UlEQVRYhe2WS2hUVxyHv3PvdV7GO0kmxqDTIGFQ1CCNpCPGReMDakuRQjelRY0aREEXhQZEfPRBCSoSHxhByUIEqYIGmyJGLaYrjbhpMYKKiEZ8x5hHMxkzc38ubGoRs7sTC+bbnj98H+dwOAfGeMfYIy+ZIsAB0qMVMywuJhT/mflfXmdBdTtueNXoqbFLLZNsprpZdAyIh52ivjZNsf0Tr3Yjd9jYpZOpapk4rk0sk3gkIYn05azTOEXBYrbnLMLGildQ1dJAm+YFJGoknvwToGuKDZVp0S6yRYXkZCfyKph+rJXzuoNUFZCo7hTfnxRnTou//9Aklen4ANq9DcXCfOervQB71UG+VRZPnUhzrWvCXd5OwQdrmF62lfpPuyZ1T1SLh/puoJVJHjmG2X75HQ+cQdKZNCnnEre55f3YRm/LBkhdpRtouH8jNZTZ17OOov4BGBwAT2R8C7AwVg/9/MY5bydNZ59xvg5SV/+deDz4S/9eMkcfs7PgQ6bKAsuQ58mvBAiECX5WSKzWwi4ZcShEMhZlrWNR6Z/6f4ANWG7IVLiuNSuV1n1GON8QkXjMilVllBrMol7fCmIBvt71Fd3HDhsllnKEMPE3Z8YzeeFqtrSfM6e1guSfAYxvtwDXobahhqHep2h9B7KWh5qJjHsdYaYsrGRHx1906S439Q2VD2yY5pffcQxOOIhjAlA0E5xNpV+8iJSEaO3cR280bl7U1H3UtyKRIJ8sGaLkuRbGzeLfNSgpj9N65hT6QSigpeLeJXHq7BB1l2Vm9Gm9kXrwtJc9ihKu9838H2YnZnHx499RUJ8LPXv1DlyRzFxpNZ4205jNp/AQEMlFAEBlsIKL5sInQs+FJ9Eukcwqzn5FiDUBbq7kw8yhPHqBE40inRa/domp9TIUHBgN+TDTyJ/QxOIlfSTm38YENpLrz8hbsIByoGy0xWOMMcb7x0sTSiTfga1rnAAAAABJRU5ErkJggg==) 6 13, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 6 13, auto;}
}
div.testarea{
animation:rwdcur117455 2s linear infinite forwards;
}
