@keyframes rwdcur229667 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0ElEQVRYhb2XbUxbVRzGfwVm7ErXl7mkM5CDLcRkMCGMxGhbF1+Cyaz6hThCCHQJ20zNRpj4xcQsy3zLpp3MVY0vYUE0sk8m02RuBBO3yQc22aAaPyDSpAFCFagtLtmoxw94L30DeuvSJ2lue3PueZ7z/J//6bk6CgS/wy7T7439sVAo+lURoyPDcnRkWDqqqqXXZJFFhZWQiZJ8H3RUVUsA98M7AbgxFlSuumzj/Q67fPyrLwBoaun4fwIcVdWyy9eO0+UGoKyikoH+Xq5d/wlApgtJJ3fPTedDuwIhhDxz6oQcHRmWdfVO6dq9R9bVO+XoyLCMRCLyzKkT0tvaLOseqpEKeXrdlbm8JovMatdGAkruKcVoNFNqNPH+O6+pLgCEpya4euUyn/b20bb0N+krPxtdSOHUFMJ0coB9B7tV8oH+XsoqKnG63HTsa6PPsHldcs0CAJU8HosSj0W59N3XhKcmGOjvVTNx9cpl9ft65HkJAJiZDlFqNKnkh7qP43S5VSf+CyPAuuQAOWdACCEtW8uIxRZTXFByUFZRyStdh2jYVc9jljv8sLCJk+8FCIVCmnO2rghHVbWafNfuPWr6va3NcuzsG9Lb2iwToWtSCJGx9WaDpn0gFArphBAyHotSt6Ochl31NLV00OVr58ZYkPEtUY485dK0qLzsUbohHcu34wCcP3aAZ49+fHftV1Db4JFPezrkhaEJGZmbUz8XhiZkbYNHCiFyth80dkFtg0e2tB3micYXUu5fD/7FzeAkLW2HMW9b+W/IVYQmi4QQ0rxtJzabDUAV8mXfaWw2G7OzsyxGxnnzmR28+u0vOZVAswCDXg9NCUoeLMIYsBKemcag1zO4/UkemfwG38uf8MG7+3Ouv6YSdJYUs3Trlvp7q9UKQLvvNJsGjgJoIgcNbeh32GXPcgKDXg8kAFh4KwLPwdDFc+o4rcnPyQGF3PT6vQBYBu/DGLDyz8FiAE42PUD381YtvCo2VOt32GWgSM/y7TgGvR6L2ULspXmMAat6Dc+sHDDy6ft1H1DIYXWTqa2uSRnz5/w8AOGZ6bwErFmCdPLzxw5Qtv1+bv4cxNfdg6+7B1gNIuTe+8lY8wCZTN5ZUsyj5eVs9jbS/PbnKZ2gQCmP1nJkdEEyuYI7nR+xWGPnx/2NLC0nMiYXQkiL2cKHL3oYPP4ZPcuJXLgB0Pkddnnkt0ldNnL33DTfm7eg7H6/jl9ac2VCCKk4tff3qZwd0CW/MqWTKycZpbYbTZrruAwB6ZZvdIy6m8jogkKSZxVQaOiS31SSUSgX/gUg/NFD2DxKAAAAAABJRU5ErkJggg==) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhcWXb0hbVxiHH50ry0yaP9KhLu5Iokym2UQLg5m0tJ0OSssYK7YUsQpWS0txDrfBoBTp3D7MycqwXcuG0jqYZR9GZR+mnYO1nR+s02o2OpDWMKehmSYxsUJVzj7Ee2tSrbkq9oVwL/eE8/zOe37nPefAU46EzYA0220y9tvQf37agv5N4asiBvp65UBfr7Rn58oKo1kCJK21Q3t2rgRwve4AYHDIrTw1jWpNAuzZubLu+BGKnC4ArJlZdLS3cqv/DwAZK6TZbpO7vv8OgAOHq9YnQAihwitr6tEbjIRDQVovNHGwrDJKyOCQOyEW7ro/HtWfZhMIIWTSFj0Ggwm9wchXTaeASBYAxkZHuHnjOt+0XqJ85gGxcMV4FUazbAv6ExLXAweorKlX4R3trVgzsyhyuqiqLOdS8vPLwgH1XZMAQIWHQ0HCoSDdP//I2OgIHe2tqidu3riuvi8HXxqaBQBMjHvQG4wq/GT9GYqcLjUTix4AeCIcNHhACCHNKVZCoUBUFhQfWDOz+KDuJNsLC9hhnuM3/7N8/mULHo9n44qNEELas3Olc+demV9QJJ0798qBvl7p8/lkRdkhOdTWKCvKDskFzy0phHis+i0Xmpahx+NJEELIcChI/isZbC8s4MDhKuqOH2FwyM3w1iDvv+nUNChN6RFCyBxHMXeGu0naon+sff5hGIDOhmr2n74YV/o1eSDHUczuklJey7NRmLc1qr3fPc1HH75HwDcMEPfcxzUFQgiZrNPh9Xrp6boClAKPRPS7p7ntvktqaioAAd8wigdWExKXSiGEvND6CzWVezBtc6ig3SWl6n96uq7g9XrVDHQ2VJO76y1sO959ooi4TXjbfReAufAI/+T/TdLLiVxt+ZPQiSkMLZaI0Bcs6JPSGZsYZ//pi+T8cG/VfuMuRD1dV8hxFDMzO6t+S7FYML5qJMViYWxinMmpKVIsFpJ1OkzbHFEZWinizkD5S//y8U9/kazTAQsA+D/zMXlwmkmmARibGMcf8HMtbQ+X33mbc18c3RgPNNtt8uz8AsZPnmO+MQGzyay2+QN+AGZmZ9U6obTFsxJWnYJmu022JOoAmG+M9Bc6MaU+l4pRoMpv9aGtMgVL4RAZpTUtnVMvXoZP4VxTLVgeta0lVlQZC3fdH+dXU3TxsaZFHK/EWjaeZadgOXhb0K+mtbOhWoUn63RY09IXzak9EhXganCIFKTapGd40NbF+WP7ADCbzJw/to+quYfEuwMuDdUDioiV4ErM1X5NIM/G70dLgMjSu3bmW97IyODsvVGt/IgHYke9ElzZkADuDHevadnFxrKrYKVjVATQHbXJrPfEo/lesKFHLBanQLmnxcamXh6fVvwPzFTdfaTU5VQAAAAASUVORK5CYII=) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhcWXbUhbVxjHfykrLJgYZYypVW+W6BjmGoNVR9Eq4qDMbgxBmBS3ahktG8zQ0cEYlCJjDrbicHZl7IU528L6ratf2moJ9WUpxpJZlW5gXa6K25qWJL2uSqecfZBcozV6bxn2/+Xeezj3/P73ec55zrnwhGXaDki70yHWt928G6ErFtkWvmYiGPCLYMAvnPku0WRLFwA7ts1BEj1l9AWPWxYAkZi6pl1RlKThbHc6RPVP5wCoP/D24xvwuGXhcct4vV4AhgYH+O7Mz3gKcvCB2MjIevjeO3NGkGvhTY0NIhjwC09xuaioqhXBgF+c+uIz4SkuF57icuHMdwlJkrQJlyzvAIn3ug2Ew2ERDPi1q6e4XAQDflFRVbvGxFbwROmahB63LHqv+pgNTZJtz6Ou/iDZ9jwsVhvNR45p/SxWG1ZrGs581yNhT7bk9BoAVnI+G5qk8+Rx6uoP0nnyuNZHVaPMqzEsVpvWthUcdBSipsYG4fV6ybbn8cHR9/AN+BkZGWE2NEnzkWOoapTMLIl5NYaqRrFa07BYbfw5p2wJ1y2PW17JuVsWlpqLoqKqVoTDYSFJkpAkSct9/LpZztdLVwoiMZWhwQFt7Z9uLuf82R+4l9dJd3c3qhpl6eE8qhoFYOnh/P9fZiVJEufefUXUDN8Qy8qIWFZGhKXmolhcXBSSJImbXZ9oETEyru5SrCiK6cL1W1x5bnX8lz7dxc6/x2nbX8DY8CAAac8WGuEb2wuG7wkmfJe157iZwrIKLly/RdkzJg681UJRyau6o2CoFCuKYnrzlF+88OW3lDozAAjc/guA+1kvc/T9D9ktpwItRMNjYrP9IS7Du2FGRgYTD57m6oKM+52zlDR9o8FHx6eoqqxk6FIHKWazrvEMRaDd6RAdY70ALEZ/Z3R8iiLZwaGGNkpKSwFIMZv5esHOnoVxXWPqjkC70yE6lpZp218AgC01lR9Pt7BbTuXfN1qx5+QCcK2/nzN1r+v+KF0RaHc6xFc7zMA8hWUVvDi9i9GxXopcMlWVlfRl1hCamaan9TCNhz7SDQcdEViFr5U9J5fJqdv0Zdaw8/wJAFzV+/i8/nl+G+vd9ICSqE07rYfvvTOHLy2VFLOZfxYWsOfkEr4b5lp/P4A2D2DzE1KikqZgI3hXLGIiFgFWKmNoZpoUs5kb4/cB6Ln0Kw11e0hPSwfQtQw37JAUvoE2Kr3xCOmuA4nndiNwWA11dmYWRa6Vc4NeOCSkIG7CCHwrU4YMrJ/peuGSJIme1sO4qvcx4bvMayf0FaBHDDwOPK6+j7/nQdcVfpmZMQRPasCIFEUxdUiS6PgjpD0bed8Eyc/o2/rz+KT0H/r3/uHRvsXcAAAAAElFTkSuQmCC) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur229667 3.3333333333333s linear infinite forwards;
}
