@keyframes rwdcur250417 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB40lEQVRYhc2XPU7DMBTHf2kjVZyAIyAO04GisrH3BJSgjBFpTsHQsRIM3bhIxRF6AoRU8xgcF9dx0rSxlP6lDLH9vvw+HWUgeJBC5Fs/F3VyYoCkcFbnQEnQVREjOAFw5OTzUgFHMHsCDTlXiQwksRcMf0uR2N7MPUxe7uB+gtw+VpVYXGnrnr+re5slcvMOrx9VnsncUiIDUQWiQHx+2m2R3zdkNT7cy9A0PrrVWNPstlV+e7pC08XG+jrE10T5CHn6OQykBBiWrlF6fb83WUPxCclPg+tsmVmNJXUWK8851XAjPj7mTFx30EUKUdqwP+yathnI753fb6Gw22oZtTe0WergyUfhlchHmvdmeYT3anzcj6fC+N3NpKMEoRRoMmgQSsi56KRAFsBVlTQ09btzWlkYQmSKVWNfWVy1872x3C48bW5CgZj+YdB7DFRwSgacEgN1mVCJgdJHokBCxYECyfEPN617gQ8hxrbLi4FeS3GvzajXdtxmIgoFV1brIAw1krmIK7O7B2Yotcd2u06YPDdIgOEIaRpKS5lyIWO5c8D+H8zgawLT9aE1KURx2VhS52EyXRNtHpCbWf2b8FCj4v8W3K9LYLpxoyzr/TdgnkvWM61LuTV9BfyPU4Co7+f5H4ZmacpaBtW/AAAAAElFTkSuQmCC) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABaklEQVRYhc1XwY6FIAwcVv/ZmHgkMX40YQ9SFkuLKLzHTsKFYmfA0hZjAQ8BG2Ck+bfQeGYAWA82uwAIH7QKIeIVABjPvgQBjBjxgxP+rQgL+DWdIP+JkDk17oKTtSDCFk6JyEWfy5+ImRsFZ14SwXYn2nbBH4+FU8ACFcFBFBF3AWAKzt05f7FJ5BeknBbwDvBapKZraHB7aqvxQ2uyX6BhA8xWsE+t17bmFFpxy/FJEdW+PyHisU+rBNpblMh/epG8RZMA2+FXZdeQsljztUowAYaSFU9OFwG15JcKd+K2cmoihsdAhic34EkMaDdBq4beAb5XHDjAa8WpuhZI6NG2/d8YGJKKhxajoeX4G+QaV3UQ9mrJOOasd1fIeYud5gm654RSK8/XnHnggNoZF1rseBKS7VZE4BSrIVcqZTHKmCjYeCuv7tAdYSAfLYHJ4yaOwGfjLyDQmy15prWk2/SUpMcpAJjRz/NfNDURnyZpk9QAAAAASUVORK5CYII=) 16 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABW0lEQVRYhc1XQW7EIAwcunlAfxtFyhEpym/3A5F7CFCvsVkC2dKRuGDiGYwDtvMAQcEKOG2+FRbPBADLLmZnAOGDXiGReAEAwbPNQYAgRvrgBLWK8AAtfCL6Z0ImbtwUJ0tBhC9EKZKrPudfEZM0Ks5IEyF2p9o2xZ/MhVPADBPBQRKRdgHgEZwf5/yLTSN/Aef0AB0AWZnK18Qh7dxW4yeuyY7Awgq4tWB/9P62NVHoxVuOT4qo9v0JEZd9eiPRWlEi/7qLpBVdAugJoufN+XIl/FcEXErAWmI5WkQMz4EMQ4/gqoie0EdUvwUa3Hd/2fZ/c2DIVTz0MRr6HP8FucVVnYR3lWQSU1a7G+SyxD4A4kUpt5VKebnmvAd2mJVxocROkdBsb0UEzuwikuGzSuxYrqNgk6W8ucNjDwP56ElMmTdpBD6fjiAi9mysTetpTnmUtOYUANzo9vwH/Z40LrZz/JUAAAAASUVORK5CYII=) 16 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur250417 1.6666666666667s linear infinite forwards;
}
