@keyframes rwdcur223499 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGY0lEQVRYhe2XX28U1xnGf++Z2fV4vZ4sznaxDXGIQQjI1hVqSUlUrKQJkbhoI7VVpaoX/SKhu9vkq1TqB4haVGhSkZakBSJaB+OA/7Ms9uKsl/V4PZ6dOW8vdt2ksQO+y0VzpHMxo5l5fvOc9zznHCmVSso32Mw3Kf4tAID71RuTl19CtVsWlXJFEHFB06qaBXwgJyK53rUrIqhqCLREpKmqTaDlihsC0cXSxUT5osw+fPP6kwF2WqVcESMmbbEZYAgY7fXDwCEgB3iABQJgDbgPVIFaQlI3mOa7v3s39fZv3+58GeLJALrz56Qt1lfVgogcAU4J8qK1TnFoYHTs6MDR7HCcN5HTocpqtPD4bmM7bt1N6HwK3AZmEk2qFtt4p/KO81UnvhZAUUTEVTQLjIrICeD7Lt7kxLMvFX8+8lZ24uB3MYAVCwhi8dpx6F+uXhn708ql4kp74eOEJCcit4B5Res7EE8FqJQrDpBV1byIHEM50y+Db/66+Jviq/lzRh14JI9INCLWBBEhJSlS6T7OH3nDvHLw7Ojv5//wxgerl9yEjhWRONEkdMWN9zcEggv4IjIKFPuk/9W3Tv/01Migb+7ZaawKnydNlhvLJPG2VcT4/QcYPzDOgSSH7/r86tgvfYXJv67+sW2xLRFpJiRhpVxxXrt2IXkigCBpq3YIOObgnHntxOvFfKbfnY2n+Xx7g5mFuWhpbbGGaJVu5buqWkjjjb18dDJX9Ismr3nOj7yeu7+59Mq9YKqu6ArQFJX20x2ANFAAjh5+5oWJHw3/0DNiaYUtrt+7GTQer98SIzdUWQJavW/kI8KTV+eunL2fr45/L1s0heQgpwfPjC5u3D0VSXgbqFq1a/sB8ESkgDL249HJ4RH3EEaFSyt/idZbzVsi8j5wXURqQBswIpIDqqDRwtqMq8qR8e0N/M6Qm+GZYx3Zfg64a9Wmnwqgqp6iQ8akxp4/cCht1NCIG3y09NGyqt7oif9bVRtAJIhRNAMEIuIpNv/g8XK+Dye73mqhLaegw1oAcuhuvb1ywEXwxUjuTnMK6yR8/PATG9moCiwBNaAhIu1SqZQAlMvlFFDvusDiVrTRnG7fyVZv1wjqoXfqJ2M+kNlLby8HjBjpa240vSszf+bOC9PcW12KRSSgO+ZtICqVSomI7LwWA2HPhZZjCKY2pwh1CxukjIh4gKvorrVnLwBQks1W2964+y9ub3+GGteMOCNu73nT6/9dMwAjiAGMqroW6449N0zbtmhsb6OqdpfTXwuAxoK00+m+9oOlTdzcJt53BtyRDHkgD+QQMuVKOYUS92DSivqC5IGC53r+ufEz1AaqTDlzUc+1UGU3yF6zIBKR1uBgpm4Th6QdE0nEloZjGdN/ku44B6B1FUIBA+IDY8Bx4PjEwdNDFwoXWPTmaG1eChqdtUZveKL9AISqWk+5zmLu5IGAgSBrPKXZ18ynotRZFycSEU+1ByJiVDXfEz+XSQ1O/GL8Z+6h1CFCb5tEbFVVH9At3F1xvDsJRUK6Fb0wMvbsbGvLTAz0OUYHxWx1tsb7N/rTKdwCsMgXQVQAjtuUFl8+8QM/l/bZJmRx43476Dye6bnWRHi6Az2b1oD5gUz/J7Gxh/NeNt+fSZF41nTyZixpxIWolTQda9qJJq5Jm6w7lPbzhYzbl02YjafpRGrfX/5gJtFkagfAiHm6Awhxz655gZt+XyYXbCZvPH/wiJ8b9JG0oofFcx1v2DUpQEiSiLizRZyEPIrr/G3zKgsLK7P1oH4VmBaRmiCBovsA6M7ptqquiMi0EfFSCe5s9eHki0cGcyf6x8m6g6TFRcQgCNaxbLHFavyQmUezcX1lYT4KoyuqelNE5oGGERNeLF3Uq+f/+T9iu4KhUikr3VBpAosicssRc1m3wvemZqZnrkxfD+/U5mgFASmbQiNldX2NW8uz9tqnU40HSyvXojB6D/hQRKaBmhETWLX73A8glMvlpFwuO6q6BsQiEgisicafPV5/cPQf6yvH/p4wpGo8EbWuMYEjSU3FzqrqHDArIot0izmwaqNSqaT72pLttB0IupvOiG7F14AZI7aQctSHJC0iVjVuW2gKstITXQOa2g2guPyE09eeADsZ/yUnIqAtIg26FZ3dyXfA9mZOm27YtFHaKBGCrZTLiuyl0tP69mz4fw/wHxxuO7fb7yR+AAAAAElFTkSuQmCC) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur223499 0.33333333333333s linear infinite forwards;
}
