@keyframes rwdcur58927 {
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 24 24, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 24 24, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiElEQVRoge2YS2xcVx3Gf+e+Z+48PONH7MSPPNw0SkIqBTdtVRQllYpAhCoBBJvskNigIgoLJCpKKBtWIBASSzaIBaRVUZCggkCoAihRgqI2SuLYMbETJ7ZnPDO+c+fOfV8W40AFkXrHNu1mftLo3s35/t935tyj/znQo0ePHj169PjoEFumdOpgAZ2XMLUXMbVD6Po4GbmAJoGILULxAMe9TiM6T7VxljduNbai7OYDfHLvEFnxVfYPfpFd5UnGSwpFHUYKoArQdZAEBDHYLZipx7y3Msvlu2+yEvyYC7NLmykvb8r8iX1fYP/gT3hu4vNMjQ0zXpToz4FhgO8DAjIySFLnWcrBSF4wYvYzUjqCqR0nb9hMV65/+AFOHfwGU9teY2rHk+wqaiiAA9RsWLOh4YPnQ92FWAJdgJBBkSFrQL8pkxEjCOlpTENmuvL3Dy/AySe/xjOj3+LQ6AglQ8aLYMGG5QYstWLuWwErVptF26HpurS8kFYc03agFUjYHvgxRJFgKJuD6ACmGnJ79XK3VpSuzX9q90kObH+FvUNDSKHEkgNLLjScmIplsxYsEYrLrNnniZIbjJd8xku7KdifoawdYyg3jKoY6EhoGRCJwp7BUezwm8Bdzt3+bTd2uvuIj00OMFH8DUfHjzCQUai7sNiABy2fFXuBhfpZVlu/xo/nWGhaQAzAmRclimoBWezFDb6Ex0kMdZQg1NiZh0SChhNybfkiFesUb02n3qG6W0JPFL/OoR2n2WZ2zM+uwoodsty8iRW9zoP6z5hdu8+a7wLJv8ddmEt4e8bldzOL7Nt2gTuVRRz3IKEo47gSCaCrEnIyxGL7AdOVK1sf4MS+AiPmj9hTHCaSYa0FVTem2p6h7r5Gn/4GF++FH6hz+V7EgaGbzFtL2N5TtOIimpCJBQhZpuVvY//wL7m+FGxtgL0Dp5gsfQUXCV3AdAOqjSbz9Z/iRD/nj3ei1Fo3KgkD5gxWG3TxNGGUIwBELFAYpNq+xK2VmTRSUuqioX8cV1KoWHCjAtPVkJXgOg+bv+Lq4gfP/H9zdTGk5p/Fj6+xGoZU23DPhqan4QbH08qkD1DzD1FrQijgvgWaFOJ558hn7ndt/hHztSrt6ByhH2J5ECXQCKDWnEorkX4btbxRghAsD+YaECU1kuBP3K75GzLfIaTuvkMdFzcwmOyHlg/NeGdagfQBPK+P+TUIQlAjWF5TENrGZ/8RdytLRInPQBaWrc6a8Lxy2uHpAwQyNJzOuxtAMQ+WF3fr939ohjGKAA9IEojoTFJK0n8DUKO9vtEoGvRpCpq0vRuvj0WXBpCFhpJAO+r8EqmWdnj6AGo0RxxBrIAswIsM4HBXGo+rr6qHycgKJQNEvL5Elbn0AmnJZK/QjkJkAUoCnqdgh8eBwkacA1Ayc+jJZykYBur6avYIMbXUTV36ACXjPB4ujttph3VdQZOOAce60nk/a+4LCO0opiah651/13Fdiuqf00qkLzyov0NWvIvjh3ghFHSJgj6AIV5GUw52bV5TDqLFL1PWhijmJEIfLBuyxjVGCxfTyqRvJW6tBkyWNZa9FyhoGgUD8rpMlJRwwl1I4iZRXOH9TdzjkdCUj6EkrzOce57hviy6CpYDq57DWP4H/GHu0tYHAHh2xywN/whWexxNlskrUDYNEnYSeAdQ1DalbIWW7/Golf4PCnmlDNKnyYozjA08x1i+QFHrnOKqgU9Wu8C+8ve5ter+fwLcWnV5avghS41nCeMSOVVipAx5TcHUd2BonyDh46hyERH66FqCppggdpGVTpCRX2E4/2XGywcYKxkUFKhHsNwMsVt3eGLwVd6evdmNpY3dSkyNnOa+9R36sruZKHa2wETqHBPrbshy3Wct8Gn5nTYjKyuU8gZlTWEkr6Eqnb6nYsFiO6bh3GUs912uPPxFt1Y2fq3yzPbTPGy+Ss6cpE+WmOyXkGQw1I65IOw8E6mzv+sS6CrYIbTXj6EVK8QO77Ld/B6XHnRtHjZzK7HYfJepiWla7ihWextuopBTBaYGpgZlE4oZGMxBQV0vJWCp1Zn5BbuKkP7GRP+3+ev8Wxu1sbl7oX/W5nh+9ByB/JBaexDLH8IPBYkkyK3v0FEEtg+1NtxbjVm0A+reVQYyP2RP8Qy/n7mxGQtbd7X4uf1Zqu2jNJzjtPzDOP4kLgMA6FQxtVkK+j8o6H+h37zAmzecLavdo0ePHj169PiI+BezfKcuVwZzBgAAAABJRU5ErkJggg==) 24 24, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGq0lEQVRoge2YW2wcVx3Gfzu3nZ3Z3aydtb1rx47rXOokzaVJSioapRQahUsppTzwQJ9BILVSHxAEVNSCEH0AcXtBQgipQuUlqigUtYmomlvTUqKQhLSxHWe9dtbrvXlvnp2dnR3P8LC0kCqIseuQl/1JK61GOt//++YcnfmfA126dOnSpUuXO0dgzZQePxJFkR4hrB9GD+5C10ZQwjEEB9pOnao5R8O8QsN8HdP4A396o7oWZT96gM8/FEdSv8G2kS8ztnkryX6J/jhoEogCLLvgCWA7UCvDXMYlnZtmIv0S5dLPOX4md+cCfOHwY2zd/E3uHtvPSFyiNy4gK+A60LY75gEUCXQNZKXzv27AdNrm6tRlzk/8kmN/fmG1FsRVm3/0yFPs3/Z99u0YZzQhEwoFMNtQrUEmD8UiZEpQqkK5BpYD0XBnVuI9MDwgMrihH4l99EZ1Lk2e+f8FePTIU9y36yj37kgS7xGxlyG7AHMZyOddqo02i+UWqesNFgoWixWHugGq7NGyBSIaxBMQiwjEwlEk9R56IjIXr569/QE+/cBj7N3+PbbfnUQWRQqLkJmHaymH2XmT7OJ1lionmLnxU96d+TGF3G/IF9/EqC3juRqSrBPUBGQxgACs0wNoskqzOY6q5JiYuXL7AnzxM70k4r9gfNNOdEWktAgzczCbtcgX00xM/4qrqR9xbe5F3jx/gWxugRv5ArPZCZKJvxDvO4Vt2RjGRlyCmJaIKEJAEGi1dOrGKNF1f+T6bOP2BBju+zq7xr/CwKCCYcF8EXKLFvnCe+SLR2m2f8uVySyVWgvw/mOkR+pGi7N/y/LA/adwnDLt9m4CbZ1iUUQWIaQKVI0+JqcazMyfXvsAjx8JE9F/xtjoEMt2gFIRsnmHai3F3Py3OXfhVRYKy/9T5+RbDl965DL5Yon57L2YrSjlmkC1CZ4boFhJMjb0AlNp248twXcAeJjNo+M0TAGzBdkSVOplZrO/5p1LJwDXt9LXvuVgO8d4++KL/GOqyqX3OkuxYQr0RMfxhIf9SvkP4AmHMSyFpt0xX6q6FAtT5LPHAMe3zvs8+xOLmbnfMzU9Td1wMaqdEE1bwHYe9Csj+S5Yqe8hGhbwbCgYUKnbtNyX0cKr/5IaVpqQ/SqTqT0sj6rUzM7zWnmPXwn/ARbLIwCUFchVwahauNJJJq/5Wqu3JD1voUivIQpP07RVQkrna71kj/qV8B/AqMYIKeCqnVYhdcNGDs6txvdNZEtpPNsmnoBEDAIutMy43+H+Azi4OP9qyMoGtDxo+d6u/ztGw0ESwDZd6pJAUIO27XtDWMkuVMYwwJUgrMKOMYktdw2uwvLNBKU4UlBCVAVcCVomeELZ73D/AWRlmpbbeTOiALqm0hO9n5XM4q3qy8G9qAGFaBgEp9N2y0rKv4BfdO38B1OrqGAaEpncQ0B0xbb/TRTPPowWUT94DS3XQdfe8SvgP8A67Q1M28Q0OqNEQcJc+hhwaEU6NyEeQpY/STQsIAqdg0/LtIipr/tV8F94Q+IsmnKZpZqLC2hhgb6BQYLSk8jK9hV7l5V7UHmS/r5B+uMCkgoNE4LaRYYGz/mV8d8LXbnWZsuoSK7+KaIRBVWFkCJCoA/LHEURJmm7BW5u4m6FgBzYjSw+x2DyIBuGNWwLanVYrJiMDj/PidN/XfsAAAd2pag19lMtDhGUZHrjEFYVRHWQZmM3ywEDXc5hOx/uRjvGI2oPnvBZ9OAzJJKHGEmECQqw1ITFio2un2Trhh8wMWPdngATMxa7t+XIFz6OK/cgigLro7A+GiSsJZADB3GX9xJUYwhum2DIQ1F0ZO5CVT5HUH+aZN9XGRvZwqahEFoEKmXIFxya7ets2fhdjp+5uhJLqzvUH9j5BKnMM+jaZhIJgaHezqG9briUqg6VukOlbmMu2XgiaIpCtFehP6wQT0hElE77ly1BJu1QX0ozMvwc59/93UqtrP5W4sDOJ5jNHiWojTHcrzLQC5EohBRoL0OzCYLUMapInd/7O025BAsFyORsLCvFhsQPV2MePsqtxHzhMvftmaBlDlNtDND2JJRAAGQY6IF4LySTFwgFk8QinTABFxYrMJ12yZVbKPIpNm38DucuvLxaG6sPAJDOzHBw3ys4LFAr91E1egl4Ip4YwHPBaycRPTAakM3AfMFlMtXCsv/O+t7n2TT4LK+dXtGa/zBrebWoUSx8gpr5IIa1F9PYjO3EcQVQhRJaeJqweoFY7BTx2EleOm6uWe0uXbp06dKlyx3in7oktRQnF9vwAAAAAElFTkSuQmCC) 24 24, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 24 24, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur58927 0.9s linear infinite forwards;
}
