@keyframes rwdcur158946 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH9UlEQVR4nO2ae2xT1x2AP1/7XjtO/EhiQoA0vFEJNBAISciDlEDWFRZQaVcKmljV/TGEtm7qY9PUdZqm7o+JVls1bZo2rRuqprWbUEdXBKNrqcb6IBQ0ymgHeQCBkNjOO47j62vfsz+uk5qMECPi2Ez+pChHV8fn/s6n87rnHMiQIUOGDBkyZJgaZ+y/O+5ZUVx6ySTpuUmLaAY5CJySZUqAU8CfgXLAD7wEPAII4BvAU7H0NuDnQCdQmoKYp40c4GSe2yKe3ztvxO0wi+WL7eL5fcUqIBpr8sRTT9wjALFnR6HYtW22wBAQ/7c5deHfGksCeQKKwlef+9bS0zWr7fb5cxUKPFnk5yrKgnl2Vpc4wATLF9spL3VikgQffzJEy+XRsd83AX9PXhXuDFMCeZzAO26XpfzAz1Yx2ykYGQyByYLdbkGSTEgSgAATvPjba7x+2Df22ybgrSTFPi1ICeQZAtqLCm14XGYcbjsfnQ+x70ct9PSFefVQN9/d30YkovOTX3fcVZW/HcpfeHqxeu5otTj9VqVYuSxbAGLXVo9wO8wCEF9/tDC+z38ppdHeBuYE8hQBJ979sN9RXeZiToGVhppczGYTe3fP4d75MiWL7TzcOIuFRXbeax4IA68Al5Ma+TSRSBe4Bvy+sSaPlUuy0KM6h475OXjEx6XrEcruc9O43okWAV+PCqAAR4D7kxj3tJGIAICTK5ZkE9VBj0Q599kwA0MRLrQFyHZmke3IIqxqbG/w8MXafAAbd4mERLrAEuDER2eHKCvJodCj0FDlwmqV2NU0m6guUGzGbBrVoGqVA1+vRtvVkAV4DHifNO4OiQjoA/w7H/Rs3daQhxCCl17p5MAbXhYWZdF8doiSZdlYbTK60FFHNWrXuOnpj9LaMZr2EhIRAFC3bEHWA+tWZvPTA9c5eKwXgHc+6A9/eGbIfN2rUl/pxmoziotGoKrUga8v/VtCIguhRUAbwKIiK+3X1LHnTRhrhCOAfWtDPj94cgGSJDEypDIyGEZRrOz/3RWOfTAAEAIeBN6b7krcCYm0gH7gNLC7fyg69mxskXMF+Cews+XSqNzlC1NX6US2mTFJEqMBlapVDvx9EdqvpWdLSLQLfBOoiKUnrvBukHDdp7KhwolZNiGEjhaKsn61M20lJCJgLsYnr5PJl7c3SvCq1K1zINssIEBT01dCIgKGgbeBN4Cjt8g3LqH1ckju8mnUlTuQrcYUma4SEu0CPqA9gXw3SvCHqS13IFvNgEhLCYkKuB0mtIQwNWtzkK0SAoiE9PEpsr1TTbmEZAiAeAlXQnK3X6O23IEimxE6hEMR1pfm4O9PvYRkCYCJEnwatWtcKLIMwkQ4FDWmyBRLSKYAuElLqFvjQlaM12pqlKrSHPz9kZRJSLYAiJfQEZK7esLUrnFikY0xIV7CpRRImAkBMEFCtz9MTZkTWTG+xsNhnarSbHoGZr4lzJQAuKmE2BQpBJGwoKbMxcCITsuVmfuKnEkBECeh7WpI7u7RqF7tQLGaMZvNWO0WNlXPwtujcvHyzEiYaQEwQYK3R6NunRvPPS4Uq4VQUKV2rZPunjCtV5K/WEqFAJggoXdYZ1N9PkqWghA6weFR6tY68fVFki4hVQIgTsLF9qDc2aXSsD4Xxa4gEKhBjfsrcvH2aUkdE1IpAOIkXGgbka93GxJsWVZMJgiHNOrX5eHrDd+uhM0YZ5reqQJItQC4iYSNVbnINhkAdVSjrtxljAkdCXWHLRhfrduBP2HsWk1KOgiACRI6u0NsrHJhsVoQQhAKhqld68Tbo00lYQtwOJZ+FXhtqheniwCIl9AejLUEN8q4BJXaNW68vZHJNlrjKw/wAnBhqpemkwCYKMGrsrHSjWKTEcKEGoyyfpUTf///SCghVvnF8230D0YAdgF/wNjWn5R0EwATJHR6VeorXMhWGV03NlU2lHvw9qhjEnYDewB2PODhxe8vYnBY49OW0WdJ4HQ6HQVA/BQZ22M0zh1kJMlEMKBSXebC5ZDZtrHAfLy5n4caZ/HM14oRQnDmfIBzF4J/BZqnelG6CoAJErq8KhsqjTHB2F7TuW+Zi6LZFhRFYt9jxYTDYf71aYD9v+kEY0y4K7tAPDe2BJ/KhgoXis2CZDYxMhzib+/388vXumjtGKF+rZuCfAv2LImP/x3YCZyY6gWJng6nkn9gnCgFD7/byx/f9KLrOtZsCbtLZuE8G64cM0uLbei6DrrEhfZRgMpECr8bBMDnEkKeXAVdFxx6289lb5gVy7P4QrWLTZUuolHB+dYAx5sHAR4HilMZ9HSzhdgVnL275wpAuBxmsefhAgGIpcU28ZeX7xVHf7VCfOeJeSqfn2TdkkSuyaUD44uchzYX8JWmQv7TOsLyZXa2bsrl1NlhdjTmY5Z0hgI6bx7vU4BngS9PVXAip8OpZrzy2xs8PP34AiJRDWGKYFEkJIsJLaJjVSSCwxFaWoN87+WrDAaiZ4BNwMCtCk/3WWC88gvm2fjxkwvRNI1PLo5QmG8Mep+1hZjjURgMaPgHo8yfo5CXYw42nw9s1XU6Uhz/HdHAhCu3TfV54pHG/Ni1vDliY4VLAOK5vUVqyZIs4XKYxQ+/fc9IntsiMO40OycvPv1ZCVwFfoFx71AAzwD7YulHgf1AL8aA9zpwOnah+yTGYe5dT/xV+0Vx6fjr+PFT3dhV/pykRZQhQ4YMGTJk+L/hv4R9sR4flUftAAAAAElFTkSuQmCC) 31 31, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHZklEQVR4nO2aW0wc1xnHf7O7s7uwy5ol2LQYlpgaAwuJW3F1A8R1EUuwSVQnNbFbpZUcNRe1apU2r+1L1Ye26UOaqH2oqqpppSatGyuOe1EsJbHjOo4LimMnBCzAdm1jWC4xl2VvM6cPM0sXzGUis+xQ7R+hPVqdnfnOT98585/vHMgoo4wyyiijjDJaXR79Mzfpu6Kk9vZl2oUpi2gddQQ4J8v4gXPAn4FaIAg8BzwCCODbwDN6+0Hgl8B14N40xLxmcgNn8zbJ4iffq571emSxw+cQhzvkCCCa7nWKxztzBCAO7HGK/fc7BBqA5P/W9IW/smwG+szY7Xzj6QPF3S013uyyklqKC718MjJo31Z4E3+pg1g4hC8/izq/gywHnL8UY+CGmvh9J3AidUO4M1kN9PEoCkff758uqa10c/fWbBwOK7l3FZDrUhgbCaIoCgVeK5IQvHg0zLsfxRO/7QReT134dy6LgT5TwGCB10q2Lc5caI7X37zCoe+fJNtbzNsfOXjhaJRoTPCr18Ic+1c08TvTDx6MZQDA5a+3533Tv81ljcfg57+/TO/QNEKNcfTNMQZuxLFaJI6diSX6b4jBgzEARcCpsx+GcmoqstmSJ9NY7UG223jyQAkNO++ipjqfjkY3XkeIc33xKPBb4HJKI18jGZkC14DfNX/eQYVPIR6d5Y13x/jb6THO905QWmjngaZ87i4vQ84pALADfwd2pzDuNZMRAABnK0psCBFGVcP0X51haiZO38A04VCE0GyI0Owsjz/q5yutRQBONggEI1NgO3Cqpy/GzjIbBXkWvljlQrbJPNiUh6JICFSEEAgEbU2FjIxH6R2YsgGPAqcx8XQwAmACCB5sc+ztbJEB+PWr0/zlrRl8W2TOX5qlrCgbVSioQsVqtdGxexvDwTl6B26ZHoLRp0BzeYk10LxT5vlXQrz2TgSA0xdmot19M9aRiSgNlW5AwmK1giRobylheNT8EIwAKAWO9w4pvN0T48yFBSbnN0DX0I2wPDIRocHvAsmCEJr/bW/xmT4TjACYBLqBQ5PTIvFd4jl/BXgH6Bq6EZFHJ+M0VuWgqtqagASBFh83TQzB6BT4DlCvtxebnHkIg9fD8s3xCLXlWfqiCCAINJs3E4wAKER75fWwvMNbAGFkIkaD3w1C6JkgaG82ZyYYATANvAG8CvxjhX5J0yEsj07EaKz2oCoKAoFkUQk0F+mZYJ5HpNEpMAoMGui3IBOGx8LUlWeDJJEoDQSaihgOhukdNAcEowA+jRZkwshEjLodLoT+B4K2pq0MB8N8bAIIqQAAt0GIUleRgxCqhkEIAk1bGQ7O8fHgdFohpAoALAGhoSIHVSjzINpbfLptTt/CmEoAsBjCZIyGyhxUVUGyWLDZ5LSbpVQDgCUyodHvRrLoL6ISBNJom9cDACwFocqzwCylKxPWCwAsts3jUeqrtOmQqJ0H0mCW1hMALLbNYxHqKrI1AIl3h+bidc2E9QYAS/iEXfdsQqgqQqjztnk4GFoXx5gOALAYwniE+ko3qlA100jCNodTDiFdAGCJ6VBfnnCMGoiEWUqlbU4nAFjKMZa7QBKoqAiBZpvHPrVtbkXb0xxZLYB0A4CVbLNQAUHbfYXcHIsYhdCB9tb6EPAK2s7WsjIDAFjKNld6dNsskCSJfV8q1deEFZ8OHcBxvf0S8KfVbmwWALAkBDdCCGw2GSS9xri8Y0wePMCPgb7VbmomALAEhPpKF5IkaV5BkpaD4EcffGmhBb12eRD4I1pZf1mZDQAsrixN6pWlRKGV2wqth4DHAPbusvPTp1xMhwS9V5RnMbBBa0YAsLjGOJ5wjImqtFZotRHmCyUh67/7FdpqZZ7sdIIkcWFQ4eKQcgx4b7UbmRUA3FZojVJX6QLEvG1urClmc06M6NwMX73fDsCHQwrPHwmDtiZsyCmQrBWmg4okCU5fjPPCy9e5FlSpLbexJdeKyynx/oDSBZxa7QZGd4fTqZPAA0DoxHuTHDkxTDgUJhyKMBcKUbTZgtcjU12Wi6pKRGKC/msKQIORi5s9AxJKZMLB1hq3zbfZzj/PTBBXVCpKXczFJA53VWFF4YP+Kf5wIgJQjuYDbqUz8LVUB3pt/bGAVwDC47aKg+0FAhBV2zeJnr8GxPFfbBdP7M2K8L+drBW1EaYAJJmcjl1OHt7t5L57nOxvyaNzVx47irN4uDWfWHSO3M/4eOuisAPPGrmwlMqo10jzg3+oxc5T+13EYzaUuA1JcmKxOIhjw+my4MxyELxl4Vs/6mFyKtYDfBn4ZKWLm30NmB986VYLz33XBRaVDy7FKcizIISg72qMLV6Z6VmV0ck424pcFH3WFTrZHdyrqlxNc/x3pD0sOnL7yB67+Fq7XQDi8L5s0bJTO5b7TFdBpNznFB63Tfzwic/N5ufaBdqZZs/ylze/qoH/AC8C+9Ag/AB4Wm8fAH4GjKMteC8D3fqB7rNom7kbXslH7UuT2snH8X1J7cRRfnfKIsooo4wyyiijjP5v9F8uo9be3We3jgAAAABJRU5ErkJggg==) 31 31, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur158946 1.6666666666667s linear infinite forwards;
}
