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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtElEQVRYhe2XPWoCQRiGHxVkqxxgu7SxlRQhTToLW633ACLYBHICiSEXEDxHyvQhTQIiHkIksQkBfVM4xGV2xv0TJMEPPgZ35/2Z2Zn5RjjFkaOSp7OgDlwCTaABBMAXMAVegZcKfB/aJIJQcC9YCLQnF6ZfeEjxSLBKEbZzJYjKCiOY5BS2c6ISBsqK/5ooIh7tIVya79wSXJn2wTz3YaI84qHgw0GyFvS1XfkuXGDerz1rItvCNKNziXcz4rseE8Ms4Lpnq/Uzud/x9DxbtJ4GvPZ8c+e07+EJPGvi2u5btX43HXzjyva0yxym/9jxKsFvG2g4QM95xFNwCX7bgGuqPwsacOES/LYB11SfFTTgwiX4bQNTB+imoAEXzsW/i2PsAht43HPAgEufhE+wDkxBzXUSGoJQ7vq/NiPbVwt6cXFAAeh9W1uyX1LkqYYD0MxTDWewHBhBYvmYtxrGTCTuA4CqoBboDjQ0bcs8x8pb0KbIfYAdyyQunjUDM/JNmRtRzEgkWLVBtRThGqgNejvEndAyEQqGc1iMQB3QBejctB3QCDTfbrVhngX3N/4XnOJfxw9uVPoIluYDDQAAAABJRU5ErkJggg==) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIklEQVRYhe2Xv2obQRDGfycHcxjiIuW9QIJdJcgpjJs0RhAVqVxfkVIoqHGRB4iQIxdpTfQCqdK5dB+HwBXyvwdwpwj7wIiANSl2jdervbu9k8GNBpZlj/3m+3Z2d2YPFvbEFpSZLLAMvAXqwDoQAhNgCPwGfgXwr4zPZ57EEfDpAj7+hBfHwAlwA6wAa8AG8AH+CnwHvgVwWUZIHnmcQPoepAZCTlsCaYIkkArE8xIzhUEfJCwgtlsI0geZwkCqCpjCYNfhvAbSAPkM0tV9IyM6u1pEldXHfceqOiBnMBboCTQENnX/9QzGHUe09kFKbYdAlMBVaJEfwq1AW9TJd+FCgfYh3NpYfSYiXwG9ppt8xxO/Y4toqih0fcDL5zBaMsAdBW57qb/30+pYt+MCRjqP5AK3etaB03vuDHuOn/AUxubB3FML2bLn1qxx/dgYbAMv4SBQ2c7bApi8goNt45v2Wy8SsH5iDN6o7qgMuWFHr7kPwQ/tv0hAeGMMnqvuuqKA6y+z32a20hYwWTEGqepWKwpw4Wa20hYwXDMGf1T3rqIAF26Yi3jMWyAKJ1abuQU28NHygIO8OA9o8NyZUNR8W0BxJtQOogTSjFrQKqgFrQzyK+9aoJ1lVsPTjGqYsed3LfYmv7O890AOkauVfw/oKDCFwb6jxpchl0rsD4XECaRNXdU8Bcz/JrRERALdcxjt5ROPBLplDtyT/xcsbGH/AZW9uI/w3w2IAAAAAElFTkSuQmCC) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGklEQVRYhe2Xu2pbQRCGvyMHcWKwipTnBRLsKkFOEdS4MYKoSOX6FCmFghoXeQGhRCnSmugd0rl0H4cEBeTbA6RThC1wRMAaF7vGw3p1bnbsRgPDMGL/f/7dM3sRLOyBLcgzWKAMvASqwBoQAlNgCHwHvgXwLw/no4yFI+DdCbz9Ck/2gQPgHFgGVoF14A38EfgCfA7gdx4hScXjAUxeg5RASPAlkAbIACYC8W0LM4N+DyRMKex6CNIDmUFfigqYQX/bQ14CqYO8B+nYWJ+zOttWRJHZxz3PrNogRzAW6ArUBV7Z+PEIxm3Pan0CyfU5BKIBnIZO8V24EGiJ6XwfLhRo7cKFi7U9EWUV0G34i29lxG+5IhpmFTpZwOVjGC0pcNuAW5nUX/M0287uOIGRPUcSgbWu03D2m3uXPYEnPISxbswPZiI1d2zJyav7KtkEnsJOYE67zBbA9BnsbKrfLG81TcDagUpemLCXp7iyvecqGVr+NAHhuUpWTDgrKOCsopK/lj9NwHRZJRMTKhSzilb+2PKnCRiuquSHCRsFBWz8VIld+2EiQqAmplu1/9dd4ALLYvarK+J+zgEL7noE3M9JaAkiMWe3T0Qz5S5o+u6CX3Ca+S6wZLFHgO6JG7fh4V3dhkpEP0GE13G88HuAa5ZcIq5goZ35rV5ESkg8pydu+J2+CR0RkUBnzhbVPrLjMjfcg/8vWNjCLgFJGbzJzeFJuwAAAABJRU5ErkJggg==) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/ElEQVRYhe2XsU4bQRCGvzPIOihcpLwniOIqEqGIaGgiS7hIE9dXpLQcuUEKL2BBoKC18DvQuaQHJEQkx4QHoCNWbImgSGYodsGrZde+s42u8Uir097d/PPdaHZnDxaWsQVpXhbIA+vAGlAEQuAe6ADnwGkA/9NoLicMHAHfruHrMbw5A34Bd8Aq8A74AHyGPwJHwGEAN2lAxgWPL2GwBZIDYcxYAimDXMJAIJ41MA/Q2gcJJwS2RwiyD/IALZkBoLXtEM+BlEB2QBr6WvJkZ1tDTBM8FhCxvqoOcgU9gV2BksBHff1xBb26I1sHSidOEzwS+PsEIFq0DUOBmqjKd/mFArU2DEMLXNdElBRg1wyux1CgktC/YkOUlUYjiXNe4NYBUEtEP9Kp1q3Vca1085McNxzBe760j9EJu9AzC3NPaW3Y7+as+ZpDrxmo3S6xBXD/FpqfjHtnHn0boOjQO0kT3PR7b0w6Hn0bwJXq/pQA/YIx+efRtwFcqS447iWxgkm+4tG3AToOoc0pATYvjEnRrz+yLFaB7ZjtPqCds9sJtUAkau92QVQn9IKqqxf8VL0lWS/QYrEDwKyJF92wO69uaEC0xkA8j++vcR5gpDIRwg6KzsIBM56IDJDYUxMvAOZ6JrQgIoGGZ4nKF73Of6vnjTQFl/l/wcIW9gjgKL3kbm9hLgAAAABJRU5ErkJggg==) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur251029 2.4s linear infinite forwards;
}