@keyframes rwdcur82405 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEu0lEQVR4nOWbT2hcRRzHP/mDlKChSAkhhEBAXoINkgQPtmgsKgY9KAiVEhBy8updzaHgIUsJe5CcvHhrToKIyBo8JFHXRYK1WNsXxLCxrm4UltqStdHd6WFmfJPdt3/y3Jn3knxhmMm8mf39ft/3m9/Mm5l00Xn0A68Bs8AkMAz0AXvAbeAakAE+Av6yID82DADLU1NTFUC0Sqrdsup35DE3PT19H2VcKpUS2WxWFAoFUS6XRaVSEeVyWRQKBZHNZkUqlfqPCNVvLlbt/yeuoIxJp9Nid3dXVKvVlqlYLIp0Om16RSpWKyLiCiA8zxO5XK4tw2tTLpcTnucdSRLmUMb7vh/JeJ183zdJuBSzXW1hQI/5qG8+zBMIYkLiA+Myasx3wnidjJiwHLN9TXFaT3XtBrx2U7FYNKfI/pjtbIh51FTXSeN1Wlxc1F4w78KY3gh9ZgE8z2N1dbVho7GxMUZGRurqd3Z28H2/aT9DzocR9LOOm4BYWVlputLLZDKhbziTyTTtZ/zuTRfGdEXocxd4eGtri+3t7YaNonrA6OgonucB3AMeiaDfoRCFgArQXalU6OqK0r05hBD09PQAVIGejguoQXeEPnsA+/v7HVZFwvjdPSsCatALPI0MOB4wpOquA+8Af4b0uQ2Ml0olBgcHO65QqVQy5VhHL9L4d2vqnwIGgVdD+lwDxvP5vBUC8vm8Kcc6upGbE+8BbwDPAhfVs8kGfTIA6+vrVhRaW1s7ICcOvImchr5r8Lz/uK8ENwnm5SxyRdZX0+ZYfwtcQpJwl4CIO0qpCdXmRHwN9iHffpaDqzXtFfOcoP2AJ5AecIeDXrHJCdsRauQVAhBLS0uiWCy2HfCO+p5gmFcIQCwsLDTdFTY+efWYT6TbtwvtFd/SxnmATsftXEBjAvgAKFNv9D/IT9yrSMISu+PTCYTFit/iVChOfIwk4I+4FQlDlM/hw+K6ys+QwPHugoCqUX7BgbxDwQUBJmYdy2sJ1wS86FheS7gk4B5yk+VxhzJbwiUBP6s8UV7gkoCfVP6SQ5ktEYcHzAAPOZTbFC4J2EOuCU4hd6ITAdezwOcqT8x06JqAz1SemEDogoBhI/8S+Bu55X7GgeyWcEHArpHvA/pAIRHLYhcEnFf5hsr1gUeipkNb6AX0BcqXVd0ECdofsO0BkwRz/jmV/wD8TkKWxbYJOG+Ux42yng5jnw1sE/CMUTbfto4DiVkP2MKvBHuC9wkIH1B1ZRK0LO40hpFGloBfVPkx4/n3qu4596oFsDkE9Pj/GrilymYc+EblF4kRNgnQ43+DcAKGVD5PcOrsHK484IYqnzWev4W8BnMKeMWiHrGgD3mdrqLKFwiO1jWGCM4VZxzrZx0XkIZtqr911C8Zba6quk+cauYIbyONe9+o029bH44MIUno/FWzBOBTpLGvG3X6nDBR7m4rCJoBUCNsJogdNggYB04jb3qatz317e+zdT1ihA0Cwt4+wI8qP/YeoBdAX9XUJ3II2ICPDHZP1tR3I2+JCOovXh4bPErwlRf27zg31PNG95CdI8r/DNViBnhelfXX3i3g35C2+vr9AnJn6AuCTdIji8vUX4jaaNB2rabdZRcKNsMDezJIhN9pjwQAAAAASUVORK5CYII=) 1 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBElEQVR4nOWbX2gcRRjAfwmhlKChpr30CHkKIX9sKNlDaS0aiwaDggqCEopgRNHLS3086ulDMXkIfZRIRcQ3qwhCFTGR+qBRE5DcVbGmKSEPGmvw0h49bWrqpevDzHTnLne55LIzu21/MHyb2d2b7/v2229nv9nU4D8NwDNAP9ADtAD1wAqwCJwFJoBPgZyB8QOjCRhzHGcNcCs1edyYPC8wanz6nSOxWOyDVCq1IwK8n0hwsKGBe5aWqJudhYUFaG0l39VFNhplOpfjpdFRMkAsFrueSqVeBD70SRfrnEBe1fFk0s3H464LFVs+HnfHk0k9KkYDtaJKTgDugfZ2d3l4eFOGF7fl4WH3QHv7LemEI0jjryaTVRmv2tVk0r3fc8JAwHZtiqZYLLaKvILbMV61zMiIC7jydwNNjJthDHnP+2G8alpOGLNlSG0V5+xyHCceAfouXfJVmb7Ll4kAjuPEEfOJUDIIuJ8lEr5efdVOJxIqCgZtGFNNBPQDODdu+KyKIOb9br+RAYqoxgE9AA0XLvisikD73R4jAxRRjQNaAO72+f5X3JXNFoxjmmocUA9Qc/Giz6oIahcXC8YxTTUOWAGgtdVfTRRtbYXjGKYWeBB4C/gYmASmgHeBPWXOWQTId3UZUSjf0VEwjmnqENn2jaL+g0AUeLrEOWeBzmw0SsSAQtloVB/HOHWI4gTAHPAbYhr6CeWz8AQwMJ3L8aQBhaZyN2skExsdZ5JXEBORdJn9DY7jrEXkK62fk6D80JAb4WaxxMpMsFQSfFXKHkQ+GKQwI+fS6fTJDHBm925flTnT2EgGSKfTJwmwXDYAzAB/4xUrriBeULrlMXfE22A94upPQUE9T0XFIHdQPWA/IgKuUBgVM7C9ilBmZEQ3PvQVoXJR4QLu+LFjbn5oaNMJLww1we1UhfcjEubzaBk7Arxz9CgP790rqsJzczA/D21t5Ds6yEajTOVyvFxYFX4B+GhblgSIioofKREV5VpY1gX8pht4D7jGeqP/A2aBUwiHhbbi4welcsWfQSoUJKcRDsgErUgpqnkd3io/S7mHEN7vNhygFw/7LIy3JWw4QMdKoXMr2HbAY5bHq4hNB/yDKLLca3HMith0wIKUoYoCmw6Yl/Jxi2NWJIgI6AV2WBx3Q2w6YAUxJ9iJqESHAttPga+kDM3j0LYDvpQyNInQhgNaNPkd8C+i4Fpu4cUqNhzwlyavA9/Kv0MxLbbhgENSTkqpFjxC9Tg0RR2wingdfkL2dROi+oDpCOjBe+Y/IOUvwBIhmRabdsAhbbtT21aPw8CfBqYd8JC2rV9tlQdCMx8wxR94NcFVPIc3yb5rhGha7DctCCOzwO9yu03b/5Pse8S+ah4mbwF1//8AnJfbeh6YlvJZgzpUxKQD1P0/SWkHNEs5iLfqbB1bEXBObu/T9r+G+AxmJ/CUQT0CoR5Yk60eOIy3tK5oxltt7rWsn3EOIwybkX+rrJ/Vjjkl+z63qpklXkcY97bWp662WhxpRjghym3IFwhjn9P61DphqMLdVBLUE6Ci1JMgcEw4oBPYhfjSU//ac1bKfevOCBATDih19QF+lfK2jwA1Afq+qD+Ut4AJ5hDJ7r6i/lrEVyIulj6FD4JGvLe8uhL7z8n9Vv4bZDOUUnKr9AKPym31tnceyJc4dlnKNxGVoa/xiqS3LMdZ/0HUZJljvyk67rgNBTfif1+86h6386pnAAAAAElFTkSuQmCC) 1 16, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
}
div.testarea{
animation:rwdcur82405 1.6666666666667s linear infinite forwards;
}
