@keyframes rwdcur243248 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXklEQVRYhb2WbUxbVRjHf+2WbiEbQce7DLs5NoFBBAQahhmRKAOWfRGjGPlgNC68fMDgkhEWjQzDjFtCDNJMzdRoxgclZoSJaDDZBFcisGRAQWDgSFepA3nbSKlsxw9wr723Lb2A+k+a3vuc5zz//3me555zdKgghBBqG4BOp9N5s28WW9XklrQaADodnRwKO6QY+69EyATXUk+LB4tC9OePC1fdojgbfURMll8Wzg9uimupp4Wv7GwGeoncklZD+pVT2KsvEZxlZPgHB2mRhwEYbdOTVPQSlrQanyXaKBQlsFdfIiw5ni1HIbTUyOSb6ezK2E1wfiRDdXbZrzg9TpMIc5fVb8lkAZ2OTl4kAYD7LaNsObqPkKzdCudORycmIPvJWC38AMKfkK3ejLYeK/RYcVwdIOWN5xmqsxOcZYQ+rbwrcBPqU4hsEEKIc4/m8lxhsTzouDoAwBOFL1B/tpSKW600lRWsT4Ub2rsHPUToZSU6na7iVitNjWYAolLiAIhNTfxXyGElI+r+0bu/lJjiV4gummXbx9/Uy+RTMwtMzSx4Db7W2FoiPHqgqayAiolWzkXnAlAxsULe228j+WCUz8DBD+0E8OsniQCEucuqkwUUp8cJqWmqsky8O2EB4PrnVfT22yh4JRuAsV9+XTN48sEoTSIk6NXkEprKCmgqK+DihRaPYHtTD8jPvf02ACx9IwoR7u+SjzukUujVA77UX7zQIq/eXxYATAkxsggpK96gd1+9L3JL3wgnzzcoViVBWq1E6O7z1/0HCj9vIrxuRGqcPN8g/585XuLVRyJey8cbdFIGpFWog0rkG8WZ4yWKuO487d2DePSAu+Pywo5NkWuB3xLsCt+zocDOHm0Hh88M/F/wEKDeTgPDouWfs6cPbNPKCbZpnD19Cr/AsGgPInVcqWn15i6rrr17UJPa0Lx8nA67wuZ02AnNy9c03x33lpaRt2Jzl1WnPqXuLS2zDZhfWqbttVwe3hvLn2ODbE9JUATanp3DV0XPyOM5n7TibG8DoPJENUuGZQ9i92NZcTZ7u2ptcwVR+/5bK2RhkRC1y/uSbNNydipPVAOwZJj1cFPfBzRds8uTMhTC9jyirPH47QnFe931nzVf3/1+hubMIvHq5Q+xNDZz5J1TGELCeW/WoPD5bHXLdd2ZZHboBgfyS0VxxxeaRPh1CogwCkNIOK47kxhCwmV7c0kZAMca6jHsDATg7tgwO/bul58Xf//Nb/w1HQIijGJ26AYAQY8nKgT88dP3AETl/XNNuzs2jOQvzfEnYs1Bc2aR2P/YPgCGb44S/3IOpsJjhD71LAC1gTG8LRzYvv0aS2MzA1+2ceTw0/L87678iNZSeEV5UoaYGuwQU4MdIiDCKIISTSIo0SRcc/PCNTcvxqs+Fa65edkeEGEUYua2/FM377ozIImQnj+atCvKUBsYQ+X8iKIHXg+PlMe1fA3rSo85s0jkrqa4dTW93mzrifk3D1cXlQdQc6wAAAAASUVORK5CYII=) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfUlEQVRYhbWWfUzVZRTHPxeJlJThGgTE3PXlioBAeiV+M5ummy/B/ENtw5L1Ry3Hy6aNmTJohdS0TbTN4mabJdPpH8QqhlJs1lRQKNAmyLuihMRbExGcMOzpj8vz8Pvde+H+SPtud/f5nXOec77nPOd5saCDEELIscVisUwme5rw1QevevkTNzKusv+DBEIIcSU+T/zzUIj6xHZx8/iAuBKfp2R39v6gZPqKPA1YZOYJF3K4k1tCuD2K5kJfIt4eY0bSIv7M/ZEwezTNhb7M2jKX3q+Oov2WQ5oWPaVjR3WDqUqpJZDBAaKKrAA8Lm0jzO4MtCTTSlP+bTVx3YpIb76FGSK+AJXdlWwlVgkfl7YxI2mRxwmV3ZVo3kIbCU5JxNdV0Fnb4BzUNtBz8Qb2998AoCn/NrO2zIXrJqJPg4jaavnzNrH1zVSlCLdHUXukSH0HvZvG9x8nk9lRRnHGtumx0OF8TaOBhA8493dmRxnFpx0quB7z1r6igh97a4NHx/33HtB/74FXAutWRJKaEDVxtuiVshIAu/KPUnukiIrOiwCmM79a38nypeFe7WQlVA+kJkSJ4oxtZHaUASCJyO9rhdksiI/g1u/NUzpevjTcNAkYX4LUhCghmyV7jYYkktlRxp7VcW6ZL4iPUOOr9Z0AVNW1Gkjov/V2EnIp3HaBhGvQ09+UosXYALxWYTrw0WfvqXRajI2qulb2HStwywomspV20kaLsXHpj2aDnWsVwMM54AoZHGDfsQIO7kyb1M6bjSdYZAVkFpMF/684uDPN4Fcf53xNo7MJPaGqrpWxB7OfKLgZeF2C+S+tUePes6XMfCEMwp+fMOj8m0c9XQQnJhnm9Z4tNUVg0gp4QnBiEo96ugwyT8HNQB5EPo7qBsv5mkbVxeA8VrUYG75zhmg7cYi8yCCefcaHvMggZtpjDI4G+5oM+rYTh1T2H+7/AC3Gpo5o/W4xVECSmArnstKfSK/PfHhkTF1Iagkc1Q2W4ZExg/HwyBjBybtYYo8DUP96uOqDk3cZ5rv6c1Q3WPS3odsjQX9TSRz+9DCAewPqMd6MAFl79jPiN+Bm4ulRYurdtnvZSgOp+S/OM+jb73YYvj+/dtn0y9nrNgSIeG4h75z9kqozJTSeKmd93GsGffnAr0TuWI+2fTPHE9OBy2bje6+AY1WKkME35ubgFxTCZwGLDTZ7B1sAGO3rZqDpOscT00mtOGmqCl6N/EOtwi8ohNG+bvyCQpS8JC0DgM0FX+A3JwCAoVstzF6wWI0f/nXbq/8pDfxDrWKgyfkKDVwSayDQe6kcgPDXJ67toVstSHs5xxuJKZWOVSli8ULn87zlZhvROzagbd9M8KvrATgQYOMj0UPnue+oOlPCjVM/s3H1WjX/pwu/mF4Kj9i9bKXob6wQ/Y0Vwj/UKgJjNREYq4nR+4Ni9P6gaM/+VozeH1Ry/1CrEPfuqp/r7pl2BSQJOf66u8uwDAcCbGQNthp64L2QMKU3sx2nVR7HqhSxabzEZePl9SSbjs9/AfAwOOqkxTRsAAAAAElFTkSuQmCC) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur243248 1s linear infinite forwards;
}
