@keyframes rwdcur207680 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe3Wf0zUdRzH8ef3e3dfuAM8fxDEhUBKMhvCaEPFUeYGXtCEklwSrQ1WTp39UW02NluuVSsJI+dfKusHFkYlgXmG2Cw95hiOhRkKGXRnR3hxcHfgcXyP7/fbH/1TQC317q94/fn+/Hg/9tlnn31gPv/3CDML9YzWSERv1SMhEkJEQURDREUUpyFVIbFAvrj2cPLj4QDoZxYmGN0ahTl5EgcqOkBFh4SUaCB1nURG/jiySZbC0fwfAB6GhUHe1W9CQUGv15OVlcVzlbtISc3Bc+JmwPG9UhkxwCQBgtETrFm9hqSkJJxOJ48UbKYgewP9X7gGLne4n3+xZ5MtXABxZmGaIIpZJi8vD6vVSkJCAoahfMReleiRqepwNp8TAKAulElMTGTCL5MVeglvVx83rhgJ5YY+PbXeXhJRgKATEO5WcA4OM9KURcIVC8vUjTScPEa6L53F9xla3lzWGDbEbECMgHEqHrV1PbpOLTjiGHpydPg62all1DY3Y8mwkJuU2VJ9z6GwIGYBDOYo4hyLMDtNwanpm2V7lQebPJ7hUkdPHzmp5dS1tJK5J57idQ+17EppfCDsAEkvXVRHNbeoimVvUGgDeEctafW63aX9Z7tJ0xXz2p6jLH02mox7M05sS/sk804As17Cf8sOsaFEiDE1GlcZTdd87bz1+jba35t0fuU8s/L0wO5AxAEATwgHMk1Gc9uSVYss18bOUHtgF4f2BewDrkvW433P3DLilgEAW4SDmcaoBW2m+6Ms3f4mjh2p4fP6oL2/x289cmntbZ3ELadIeNuyMarmfHnWYS13+WbN8Y1DO7i9//z2nD7TX+eVZ5yU6ionPu74yL1zrn3mfIj+S05pLw/JcsDqueq1r4gtpWzbCzxWsTC/qCK6bWe2wwRQmLJXUlRdsznK99TXnwVzwwoA+FZ7NeCTXdbB3h/s6XFWSqqq+N11V/6YO66tMGXfYoOY2Jy9Mrd4JBDgam/7nHvcEQCgk7pAUPFaf3MN2FenV1L/3RZ8sQ350axwWPQVxWmbu7jwcyPqoCEyAIBu9UhAk0LWcdlh37KhBu8CG7K5J3b50x9y+mwj7h+9oM5938MCADjn2h9AVEsVdWri4czdXHDU8uWpo9hsNvTeGAzEzrlu1n/gdrOj9ANJng41uK7/Gtv5y378fj+dnZ0AmFgCaJEDvFJ1RvKMDjcrwani413VON2X/zYeIoiKGjnA2A3f+56fpop9AwGWTj9KMkUIgIAOET0m4iGSgKFz4x3B8aCs8edxqyhoqAiIGDCioaGiNoaj13zmE/b8AQX7hMRc3dOjAAAAAElFTkSuQmCC) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5UlEQVRYhe3WXUxbZRgH8H/bw+kna5WOlo6BccRmg7GPpBqwC04xFcjWCVkkGy5gNBo3o8bEbG7RoHJhZuIWY7zZ2AANASTYos3KiF/pUDaSIZS6D+jsGaXYrKwt9HB62p7jBYnRtNGwnV7J//J5nzfPL+/FkxdYy/89orTK/oWTkMgaISEBJgEkUgDHA0kO4vgyDHoxqh9hx863Fj4rBIBIq7ALjZCpCxH2AVIJAA4gSegMgKlYCXNOFAo5S54XYnpGABOCKHYDxI/WlQaCQHl5OZpqjqDYsAODthjtXky1CDQ/A4CnIZMs4dHKShQUFICiKFTtqce2rbvRf8HvvXzX/9qvffUOoQDitArHQJ3LoqKiAhaLBfn5+ZjbaIZngsOd6fgxIYdnBgDQKJPQ6XQIxVjQu9/C+Ldu/MbIYTIleh6vc+3NKkDCJ6HXJnCLuo2v7pZj2mtAfFMdhoa7EImUoCQ/x/ZwdadgiDSAUiVCnNDCvlyFsZ9ZxnfN91xoxgtDdSO+meqF0WiAdt0O24ZdnwmCSAOoNVL4AlpQXgWTZNmGlPPJ3tD8vNXzixsGyyE4pvpxokULU+lTtqIDnTsFBxAEObYQFgU5SBsw/LQDALjvG+zBuZDVNTgKbpsVrZ3n8OIeGQqLygYfaukoux9A+ib8N625fa9yvaJ7a6lcEbl6Ee81H8bp8WUq8MfQZu+Zo/S9ACSraeYp2/WEvsIeioj2bSw15joc3figvko9qS2ukhtNPaFL9sRqAat6gb8uPfFJmVSd59yySWyIjvXi83dP4WyIcXkCIcvEG7tW9RIZ98B/hf/hTXd8kTJN3aBciu3P4JXW19GsUZpNRTpnWdd1xd97je9/TTaNLH15diT4qmAAAOC/OzHH0rTl2kzYpXrMisNtR3BQpzEf1MucW3p8CgAoajxOcoRkQDofOdAXYkyCAlYQH9JsJGjxXJl05W634OWjzfBr1puDslxn0QttD4rzdAMlOytradC4eSHzBr8vAADAdYpOLccsfq/XVbLvEEbe2Y8HhtrNKN7s42uaa+uTV0Bd7MStQE6WAAC4y2doUpywsHM+l/ntk1g34YB69qqqydMBV183pmbC4ERk9gAA4Ld/SoslIiuXiC8ZXzoOX89pDPd/AYfDgXBcA8hUGe+l/wfuMda2djKZZLpuU7Mqf8dHiEajGB0dXTlU5K1867IFeL5jmFwMzA4wNFc7+fExBKfd/2xIMgC47AEWgnfO3aSYWu/vNJIb6gB9DcADICSAmABUWoDLIuCn8dilxaUUC1EOIM8D+BQg4gBeDBBygOcBMdctxKy1rEXw/AmMLowApv8HQAAAAABJRU5ErkJggg==) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207680 1.4s linear infinite forwards;
}
