@keyframes rwdcur189280 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQUlEQVRYhe3WTWyUVRQG4Ge+fh2mP0zptB0prQ2Wf8EIJFTbiKHEhQvddAELd26MO7tyrcHExIUbE1ddubcJYaHUjQYyBNTYIMRqaSMppQ1laBsKnTIMLu4HAmJwgJ19N/f7uTn3fc95z703tYE/pnkHpwtswLt4GSsYwxS+7mW+QBr1uN5L2TNAtET3NkbQkyw6j2lU0IAt2FpgIzYLJLcnZJ6eQBMrh8juYeQHDuAbXBeUvobdOIy30Jq8v4pdz4JEDDm8R7bEV78xuJ0NOQaeF/J8njfvcBzPJcRuoIiLmHsaAlEtssh3ddm6c2dmtr3985t01aEOa9EW5nYLZWjErYSbAtFTEbiFYlubib17FXftsqmnJxM3NBysv2/S2jBkBcUxmgSPpHupFIgLT0rgFaL1O3aoyefNbN6ssabGlqUlN++btBKGGK8LJswnv7KF4It1aH0ST0Q5RLmcdVFk4+ysP/v6nBsYcBuLuIaryAWrpIUuKQqlyD0Ur7FqAt+2tVWmt22z0NFBJqP1yhVRuawkKF/EEouLYf6vmEhIlJPfD8SrthTR7Ti23NqqqVwWxbFKXZ2lUqlyKperTAp5n+3sLJf5EMM4h8mEzMxD8cq91RK4E8cq2axiKuXa0aOVy93dZg4ciEodHdPNyKB9aiqHnXhbcP0Jf7dfWTDk3YRVR0AcKy4v+2J4eP7L2tqjzSdPVl4YG7Pn7NnOTYnEpCMOCubbJ2xU91QnBNJorLYta8qp1MeXJiYWJkdH909fvTqcy2TejwcHa0f7+iqXLlz4qWFubiKiqzFsVI1oF3y5lChOI3U3HmqHWP7PGWhqafl5cnR0v1DTqe/r60+fWbPG7MBA9Gk+v/UWQyVmWtBCJ8aFyuwW0l55KGZcTQaiy+Pj+5LFwfjIyCdjx47Np5qbHervT9cy1MT6fJB9Qzio1gnPi48gUNUp+ah6fTd95szy8sKCmv7+zPmenrkFTpziFwwKPngJceL4+0lUPOiPx+KR6SrNz3/245EjH5UnJqI76fTxFxkSlI8LyuF3SO4FxQJR7z+z8Vik/uV7hDcOM/XBvZ3YxV5WCsGIrZh6VpeSVaxiFatYxSr+3/gLSscGBOarUTgAAAAASUVORK5CYII=) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADN0lEQVRYhe3VzWtcZRQG8N/cuY43k4+GzAxJS1sCtrbYgB9QaqClEosIqYu61E0XQnHjHyBulLoQ3RYEEbpVikgRRKKgpWXE1pC2Vi0JNYzpV0zHJKSTZJhkXLwXrNKWtrOdB17uB+e9z3Ofc857MpuYvMbr+KlMD15AjB9RwzPIYwVduIFp1IZZ0iIyG1l7i/qTfLSJV/ELfkhJxnEA+7GIq5jAhXT/4jD1VgTEj1HvJEl4ezvRJFtRxBhGhb8uCk7MpEJWUoGxVgU8iwyWiE5Q38VcnpEmIyVUA9vHGEgJ+7A5bDHbCjlEzxN3INm8WW7//lyts3NrHk+jE5tC3EtCfcToTveuD9NoWcBxGn+XSm4ODYm2bPHXwYPR5VKpcRVTuBLsjgSrd+I5DCIpk2tZwDLW9+yR9PSI83m1HTvMHj4cT2zc2BgIMTFmNvBUMRDvFP58XUhHawKa+bzHSyUr/f0yHR1WikWltTWF/v44QYa4j70DKIQ9RcwLzsStCoh1dVkdGNARRdYyGY3ubs0ksWtiQi4lLSIr5EHIzKLQLRfu8d2HEJDNqvf1udXdLcnl1AoFs6dPN5aIV4WT6Ddkgu0T+Eyo/ip6y8wPh7BHQtSMYz3ov3zZsWPHGsvZrNl9++IBoexr1DP8Llj+iWB7LLRlPhURPbIAcezPbNY3Y2OLtdu3T05VKvXOwUFfDA01fuVz/x7J00LuT2MbXsQhoRD7yiSPIiDbyGTeq0xPL5y5eHHv0tzcl6vLy2++MjiYK83MRNVms9lTrU4Kx8GcMAcuYTeeENrwero632D509AdD+7AhkJh/I/z5/cJM2BGNnvuUqGgcuSIG/n8tj5eQy++FgowEWqyKpwNXakLvSiWw/ODC7g+NbU7JQdTY2Pvf3fmzPzPo6PikZFoJbw+LqRiGldSF2rCcJoSaqCRrqT8EO15t8Bvr509u7JrYcGtQ4dy50+dmts+Pv6BMH7XocwJfJUSF9PrnaP5gYvyrkpX5+c/PHf06LtXKxUv53Lfb7+DHNL7Wiqm4b+2r3uICZm5x/sIB96hOhom38nh+xRX2gFJSr50v9g22mijjTbaaOP/+AeKHwCAM9VH0AAAAABJRU5ErkJggg==) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur189280 2.6666666666667s linear infinite forwards;
}
