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0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 16, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
25%,27.4% {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;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExklEQVR4nOWaX2gcRRzHP/lDHoKGIhKChEBENqFWaUIfRKtWfCj4oohKiQgBQQTBN/Gh5qH4hxwh3FNQEcUXMVDwzYcjCF5CexwSLGLbbF7ihXhyZ+VsKjkavYwPM9Pd27u9Xje7s5u7LwwzOze/m9/vu7+dP7+ZHsLHEPAycBY4CYwCg8AesANcATLAd8BuBP3HhmFgaWpqqgaIuyXVbknJHXnMTE9P30YZl0qlRC6XE8ViUVSrVVGr1US1WhXFYlHkcjmRSqXuEKHkZmLV/pBYQBmTTqdFuVwWBwcHd02lUkmk02m3V6RitSIgFgBhWZbI5/NtGe5N+XxeWJZ1JEmYQRlv23Yg43WybdtNwrmY7WoLw/qbD/rmm3kCzpiQ+IFxCfXNh2G8Tq4xYSlm+1rimJ7q2h3w2k2lUsk9RQ7FbKcvZlFTXZjG6zQ/P6+9YNaEMf0BZM4CWJbFysqKb6OJiQnGxsYa6re3t7Ftu6Wcq5+vA+gXOa4DYnl5ueVKL5PJNH3DmUympZzrf6+bMKYngMwt4L7NzU22trZ8GwX1gPHxcSzLAvgHuD+AfveEIATUgN5arUZPTxDx1hBC0NfXB3AA9IXegQe9AWT2APb390NWRcL1v3uRdOBBP3AaOeBYwEOq7hfgPHCjicwOMFmpVBgZGQldoUql4u4ncvQjjf/AU/8EMAK82ETmCjBZKBQiIaBQKLj7iRy9yODER8AbwLPAq+q3kz4yGYDV1dVIFMpms3X9xIG3kNPQzz6/D3X6SnAdZ17OIVdkg542Hb0XOIck4RYOETeVUidUm67YDQ4i336O+tWa9opZuige8DjSA25S7xXrdFlEyM8rBCAWFxdFqVRqe8A76jHBZl4hADE3N9cyKuza8upvPpFu3y60V/xEG+cBOnXauYDGCeALoEqj0TXABr5FEpbYiE8Y8BsrrgIPxqdWPPgUafxfJJCEINvhe0VZ5V8B14DjQJaEkGCCAI095GYrUSSYJABkfOGwJAyEqZBpAuDwJIQaioqDAAjHE0JBXARAIwnrwDfIsJwxBDkYCROahDzwMM5FiddNKRCnB2jcAN5T5V1X2QiSQMAQTgTofaBosvMkELCAjEBfBj4z3XncBJxGBmH/A96MQwETBIx6co0B4EtV/gTYMKBLA0zuBcqe+vPI06gN4GMDesSGLHIX+IKr7jjwr6p/Mg6lTKEf0Bco3QRcUnWfx6GUSZzCCYZ8qOreVs9/0OFRIYB3cQi4iAykatd/KUa9jOEi9eGwgir/GadSJvE7DgG3kSfOOmD6Sox63UGU0+Aocmf3N/KywwDwDvLuD8BkhH0nAq8h3/T3wAqN0WGj214/ROkBT6t8DWeV9yPwHPAYhjc9fogyHqAXOJeRCx+A35AkdDwGkSdBNVU+g3O03hU4gzR4XT0Pq+eKn0BciGoMcLs/yI3QLnCMhB2GRkXAUypfc9VdU3mipj9THgDOTNDxBEwiXX2H+tue+vb3oxH0GRhRENDs7UMXfQJ6AXTJU5/ITyAK2Mgp75SnvhdnK+y9eNkxeABpYJXmq8yr6ne/e8jGEcZS+BngeVV+ROUbyFC3F/r6/RzwK/ADEM2ta4O4QOOFqDWftllPuwsmFGyF/wH2A2dKXdM6zgAAAABJRU5ErkJggg==) 1 16, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEo0lEQVR4nOWa72scRRjHP/lBXxw1FJEQpAQTZBNqkSYUEX+1oFCQgiAIJaDklf+E3ouiL3KUcK9CX0i1LwQDgi+FI/jiEvQ4JFhE225eGC/Eo3coZ9uQo9HN9MXMZvc2d9ftZmdnc/eFYfZmZ+55nu888+vZGSB+jADvA5eAc8BpIAPsAtvALaAAfAc80CDfGEaBpZmZGQcQT0qq3pJqd+wxNzs7+whlXC6XE6VSSVSrVdFsNoXjOKLZbIpqtSpKpZLI5XIHRKh2c0a1PyKuoYzJ5/OiXq+L/f39J6ZarSby+bzfK3JGrYiIa4CwLEuUy+VQhgdTuVwWlmUdSxLmUMbbth3JeDfZtu0n4Yphu0Jh1B3zUXu+nSfgzQmpnxiXUGM+DuPd5JsTlgzb1xWn3KUu7IQXNtVqNf8SOWLYzo6YRy11cRrvpoWFBdcL5pMwZjhCm0sAlmWxsrLSsdLU1BTj4+OHyre2trBtu2s7n5ybEfTTjjuAWF5e7rrTKxQKbXu4UCh0bef73ztJGDMQoc1D4OTGxgabm5sdK0X1gImJCSzLAtgBnomg31MhCgEOMOg4DgMDUZp3hxCCoaEhgH1gKHYBAQxGaLMLsLe3F7MqEr7/3dUiIIBh4A3khGMBz6uyX4FPgL/btNkGphuNBmNjY7Er1Gg0/HK0Yxhp/KeB8leBMeC9Nm1uAdOVSkULAZVKxS9HOwaRwYnPgQ+BC8AH6t25Dm0KAKurq1oUKhaLLXJM4GPkMvRLh/cjvb4TXMdbl0vIHVkmUKenzwJXkCQ8xCPivlLqrKrTF6fBDLL3S7Tu1lyvmKeP4gEvIz3gPq1esU6fRYQ6eYUAxOLioqjVaqEnvOMeE2znFQIQ2Wy2a1TYd+R1x3wq3T4sXK/4mRDfA9zUa98FXJwFvgCaHDbaAWzgGyRhqY34xIFOc8XvwHPm1DKD60jj/yGFJEQ5Dj8t6ir/ErgNnAGKpISEJAhwsYs8bKWKhCQJABlfOCoJJ+JUKGkC4OgkxBqKMkEAxOMJscAUAXCYhE1gMmklTBIAHgk7wElkHDJRmCYA5I4wgwyDf5a08DQQkEXqcRP4M2nhpgmYBD7CUO+DeQKM9n5SuIE8A9wIlE8iT4gO8ELCOh0gybNAPVDeF70PcpMjgHd9Zano/SQwDLgXKP0EfEX7YdFzOI8XDHFn+VT1vu454DXf87TK+2bsA3xLazjsMinq/STwFx4Bj5AkuAHSVwzqdQCdQ+A08sLFv8jLDieAPHBPyX1Ho+zQ0EmAO/5/Au6q53vAH+p5Q6Ps0NBJwJsqX8Mj4AKSmB3ge42yQyPKRcmw8HvAGfV8WeVfk9AlKFPI4M32GeAi3q2T63hLYs/iItLgdfV7VP1udGpgCrrmAL/7gzwIPQBOkbKPoboIeF3la76y2ypPlfsn5QHgrQQ9T8A00tW3ab3t6d7+fkmDzMjQQUC73oc+GgLuBujHQHkqh4AO2Mgl73ygfBD4T70LXrzsGTyLNLBJ+12mexrsdA85ccSxFX4LeFs9v6jyu8D/beq61++zwG/AD4CeW9cJ4iqHL0StdahbDNS7moSC3fAYax1jVCSWjvYAAAAASUVORK5CYII=) 1 16, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
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92.5%,94.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
95%,97.4% {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;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
}
div.testarea{
animation:rwdcur82402 6.6666666666667s linear infinite forwards;
}
