@keyframes rwdcur98544 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEUlEQVRYhdWXT4hPURTHP1cm5U8pyaQsZsVSyUZWMhI1G8xC0izkT7ZkNe73KmoWygILJYykKCUUWVBiI8nEQvmXLEjIFJqZpmPx3ht33rvv93vMSE69Xu+cc8+f7z333PPgH5Nrqui9t+pqR5BcWRZCaGy3rWKd4+USo8As4LEEVlVrEsjMps5jY32SvQAuANtyI2cjebHOe2/tgkgGUOe4oA6yzAHmAuXcizVeqsJSohl1ghCCw6WDXwxsBi4Dm4DOktxLdgusW+IB2K4WgVQ8FLAdA3sDrAJ6c71yPSgMZm+/fVLgz8AGgEFgIXA1s5PMZhICE3sn2WvgGPC8JGtH3nt7B9zJvz+SbZGXLGWjUjjF/l0Cew7clVidV3i5HsprCt4n51gp0Q+sAbYC68Cl9GtroBdcP7g65wWvzA8huAXAQ4lTwH7gvlTn5lfUKXjq+E3kTW3WIpCCq0wpBGJZbKeOWjaidtQkSEj0g6hrTimARj3fObZL3ANGgfXA6agmJm1Bl2RLG3SvgtrVCMBGicNAH7AT2A2sTRWll2wLWG/eWY0uM7omHKTe8ZPSMbrsJVhnZtMA6wD7GnXvCQSC5B5K2c02jfSD2WyIvruBoUr2CSibwNvomEr2Euwc2Cmwt2BxUf79IjRjMEL1dM6blgCaHsMgVVp+Qa2v48SCsk7KuZdsBKwnBPaG0HIuqL2M2vHrZF6yXolXwBVgGbAHOBqNbUnE/qSvp2gE7BrYjOjo9YE9BUvZqc22W7JOifOpYcQ5dkiMAXOYw0ntn8iuJwSOA2ciu/OAYUDSpHqAUg3E+35bcu+j6i1k487RL3EdOAJc4Rv9EuP5+LaEDPaYlpENJo2p9irNi2trBC/590h+vr1kwzns88BWZoONfajOrlUEUkiUZZ+BiyXeReBLsVZyRyX2kcF+A5gPLGoyE9YFEQcyRjUVy/m/GMZl75HECanWOfzun5FzHJTYCNyMdNaTZXqo9Ic05T+j2Ij33jBjjOx8DwCPgBXAAXIEWp3z6SQv2ROw72BDpcvlv6Of4XXwYlVsI8oAAAAASUVORK5CYII=) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhc2Xz0sVURTHP1fTlVk7a/lWgVRgEbSJVhG0ESwTjCBCiqCNGZRt7vdu/BOEIJBA2pjmxkWLFkKLEKpN2OYtchW1M12ZeVq8mdc43pk3j8T6wjBwz7n3nPM9P+4M/GO4qoree8uvhRBcTJau74sDMcMAn51jUGJRot+iKpUcKVXIGs8e5iXrlZgEpoANiSC5VvtiONSO4Sy6gKPJO49sarz31k5Kmg4UUZ9iXLIlsHEpqndXsnmwj2C+QAciDKSGZ5xjAuyrxIuE3l1OmXGFGlf0nN4cY16yfonbwHXgvgQFTHTEjIcQ3LDELLCak7WC997WgdfAOjAH1EvO2FM4qZfXJKsDg0m0WVnRnuaac1xMArgMLEtMSy6mHy1CgJcJ7YORTSmK1rz3tizRS4PB6UyHRFFUdK2KsUxe9cyOvEJWMY2oSCeE4IrkRVMyj8IUVEEVJ5u6aSvmpuZfOVB1wKyCbUvsADvAmUzx725DqXRo5FFlYOEcdWAgeT4AD4ts3AGbAAMwambUmgZi7+wT0zFq9oNjdrNxpgF2CWwlsbGHgeMSPVJVAirhMF0M08i1A0aA+YyNXZW6Z6BQnudWOql8JAS2IVoDB1KE/eCyXeCheS8cWBuG2IVGySCqMkjKBpGXDOfAOco6q2XOy6Iskj2Q7JHEG+AkjSjnpOilVshAijImYgz4xPg5YJRG79eBrYLzS6Ndl+xILHeusU16CnQijf0Zsc5xQmI0c+4Q8BhY8n4PW5VpbcqcY0iiB3gPnAU2gYWUYue4KjEA/Er2CbgH9FX9DSgbsWtgC2DdyWTrBnsFtpZMNy/ZJ7BFsCEwgX1p8V1Y2Qkv2SbYqcxoBew02EbGiJdsUrIVsG8tjFdqw6wjncDPnO5Wst6EGd1mLHlPH7hQ8kXU9p/RjRB4C4zRGKsdwDPgAjDrfTSIMrT/b+gctyS+A++A80AfMFPQ5/vmwC5nkpw+kZhKbrYymv9r/AZ0pulHYncXugAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4UlEQVRYhe2WT2gVVxTGfzck7sSFkgqhYGz3VkqDtlBoRLI1uCq0uujKLvoPRBII9xuE2l3bSOkqhbp048atu1awUOomC20qFCwpgUD/qAtFPxdv5mVy585789KAm34wzMy5957znTPnnDnwghG6bowxOpUVRRFya5W8C8Z3YrjrmS5EshuitN2onVW2IXlSasjrpEeJRt/4XfBj8H3wU/A/4AYpwBlZSmSkCEbJd8DXwPvAgF8riSwOMbZTEo0cOATMAH+X77eBBeCCxESiSMWV3j2e6cvqIX9J8o/AWzYxRuc+x1gq2KgZr7AGvNzmQoK6t+9IrNJeLY2DUfJT8JEy/NV1Ebzae26eSZQOCnlubXsEbB4A14H3gWPAReA8cFVqKCyKIqRh7eTtIGZR8qLk1TL7V1sqoM2jYWtZ+aih7IouereqIAT+AE8A30jg4bZH6XhtGAf4NwQ+lrgMTAAfSixL7BlC4r8YrjAWJS9JzAJf0Eu608AHmaRLMcpn+ha8DM1eECWvJWUXwA/B5tBWcmbu9Su3x0zbTDtKfhc8C/40SegxgAPAKzXhcWAdGOFvPRCFFN4GTgFfZn5efCb5d/AF8BJ4HbwgDQ3vsE/QuQr22nwn8ZFEVQXDEhB2KQn7TzZTECYhFLkwZbAbvaJ1Iqq31DZPB0Vg5B5R92ZR8i3wb+AfdtCKR5E3fsdR8lmJ94BXgRXgpNQ6lKYeVvveKAq+Bq8McACSOosxmhA4KHGutuHXHpmQksgNJBWxr8CfAPPAlMT+MqlTwmPpQYDX6bVkyihsttFvjgh9HXtL4/PA/mStjmyC3AX/BfwMzALfS3xeq4wo+ajEs9KDXyTSyomSNyvjLVN1K4FKQd+rRPlP4AXgBnACuATMZHR1qYRGEm4zakM5UNbXHgOPyudHwJOM4a5lOLRGs40mBN6UuAccBm62zA9dekBrBOpKGops5iD8KTEHITWePfM/WvAcr2bv3R5dN5gAAAAASUVORK5CYII=) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC30lEQVRYheWXP2gVQRDGf5tIiCDplDQWQQUbEawMaKPYCIIgNhqNIgQbFYIWhsjOEcEiaJ0mCBYBIZ2ljZAiGMEQRNMYiBCMGkR8EQxK/Cze3vNy3p93z9f5wXHH7sx8M7Ozs3uOFuHNFH9HZq5VO00reu/rhM5x2YwdwEvgEPANeGgGqotEUdS03W1NEwdsAB+AE8A60AM8BX4AXSmdZhwpFEiSx8ZmQfeB6YTcWWAY6A/2ksvT0K+yTN5M3kxfQWljc6BzIBLPAOhF/RtvpiVQDfQMtAxay7BTSD4LmgLdBM2DhhLKI2Z6DeoN5L2gN6CRIPMR9By0M8x3gu5VccKbaSoRXQ9oJSjHS7IK2gC9Cu/VRPS/QIdTGeoEvctxYEsReu81bMZYYqwGvE/JTAA4h9kk0MmEH8QHJxywlCLZBJZLI/de3nt5M82HyAnRvA3G83SS2VsPNZHMwC7QeiqLhcaGzLQCmgvkTRcQMGqmL6ALgbg/2FkqciAdSRxNGXGe3mjIhECboE+JINI6+Y1I5UFnNZp4v3emW7VZpo2OUpYCZGVgC6lUGkgjAzXneAJywEyirxehSs/PQz0DznHGjKvADeC0Gbhy20UZqITbZrqV2DYPQGK3RF+DIOudfLJkRJ9EnwC+m+lzXiPqAk4CU0A30P9nqm3YnnMYudjjmnMcMyOuge4mzvayYzdrPj3WCLNH4lR8PJv9dQ/IQvuKsEW0owhzHYijKyKIoshVSX8Wctem0YYLaiGPpMp4Zql7Mx0wYxHYByx6j/deaYNlTp03016Kr2OZHh6PIq4BC8Bd4GdOZ7ToUf3tL24Zj6LIDZhpzYyjwCi4vKx0pBUBps0YBA4C+wuizUIstwc4AjxO7KhKu+a6mWYK7gLeTJdaPLKbQpnieLgtjefclpolr/xfEGMMNAlcAe7k1FKWXiUH0saSqDnHAvU66ck5uv/5z6jMkbxm1Y4W/f/gN7hhE8szrVOOAAAAAElFTkSuQmCC) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur98544 0.66666666666667s linear infinite forwards;
}
