@keyframes rwdcur47827 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbklEQVRYhe2WTWgTURSFv0kmk7SJTVPGNFgxUPwBKYX+LASlVBciWBDcaBci4ta9O/u6delCtyJIl4JUcFPdFESCYEHowlRRaU2atI1pM538TOIiTUxs0XnTZJezvLx3z3n33HtnFA6JmfRc5aD4rD6t2Llv65AsuYwItdWksnAdllwIgRDCsQApC/4WIISAyTB8zcG33J9YA/5ng7QFdZJeD1wKw3cDut0w4INVUzqXlAVN0H1w/ihsl8CqgN6170hLm7BW/nqJTQsWUxBSIZkH07Cbqgm2e6DR/zvzKZLLHxkzYrgHNciViGdOow5N8HRKt70DwIEFN96WSCwvkXb72VSPUV4xYd0k6+pm6XOc64tybWX79Kw+rcyk5yq/gjrB8Uk8XUfQPlX4ua7hjQ4T8Qbw9A9S8HjbI6CG16OZvWu7iDcLBEdCVGKvmH1wHygDufYKaMJICCbCKIVEPSTjP0j0wIFLaM2AL1no1erTIbuqne8BqO6ApQzENv4ptn0C3EA8B2EN2L+G2y9AdUHYCztWPSRrhW0Bjc0lhAC/ChZwohs0d1VIn2Y3XR3OpyBXAl2DHhU8LsiWIOKF95tSaaSnoMnnMtUvoKJAnwe2irBbtcPuOEr3QOLsLQqBUxDxQdGCsK86Cck8bOTJ9l9sEtwyAbUXGT06mbxVbcDCHkePys6Kjx+JKGphW+pB0hV4diWIenwIY80HqgKWBYZFwEphjk3x8N7VJsEtFwDw6PYoxYFx2CrAmgkuhdXhuzy/7JciB4e/5TV/r73zEl14TPHkBZ7cPCNN7lhAIz7Mv6i8PGc6Iu+ggw4AfgMe/uN8mDqRtwAAAABJRU5ErkJggg==) 15 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSElEQVRYhe2XS08TURiGn+lM7zebItRAYmu0SgxpYiImJkaqEd24YtWVYenCtTs8/AP8Aa6NS6PCxkjVjZdIiImGdFGsGEHTUqq90umMCxKkQqRnql3xLmfOfN9z5vvec1GQ0J38fVNmPMB0X0r523ubbMB/Lc3qh0KIjp7tJ+k/IITYnUhVegvQppEARL17QuxXf+iiBAAcdoDHDpoBDgVq5jZAJ8ktAQghoN8FYQdUmpD5CUEN7Cri9pRUcrDigkE3HNKg3ASbAj4VTvjAr/WmB2gYYAJfarBSA68GmgZjAzQCw4DceiENsO6/SvZzlBfeMXTDCQE7uG3wtkCtWuLmg4wUhFQPTPellOtPHpruowkG6xW0T6+g3wmrNYqNCzROhlGbDakJSTfho3NVQAUCiLsG6ECzRSg3K21B6HIprqqJLf+v1i3HkAZom5lpQrYMdcMygFQJdjaWEAJCDhgKb7misLlrbCdl6G43jPthqYSZ2bvxOnGCdQC/BmEn1HWavhjQo81oO1HMC8c8MBzEVLTeALTVdCQIETf4NZytJenElgDaZJgQdEHMAxFX7wCuLYTIH5+A1wXIbUDDhOUK306luDG7zsRLuZDSALpqZy7fZG3lCMytwfsiPxhAz77j68dFWupvZ/+XA8nTxHeuMM7jtEo8VySibxBvLeI2Shink9w7vyl1Huh44J96Pj9vvkk/I6qXGS8vYAydYWZyVCo5dNGEF5NJ5WzyMh/sQZYv3WJmctRqqO6UTqelLysHOtCBduoXY+zH4hh/H4UAAAAASUVORK5CYII=) 15 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhe2Xz0sUYRjHPzP7q51Vdy23UlPYSNqKQiXs0KElKFi6F/0AT0GH8F9w+heErh2C2FNFXTWaoISC7FAoRRat5YaN6Oq6K+7svh2WDc3d9X1HvfmBgTk88zzfeX69MxqSDNspIWsLcK/tuiZjJ2WkGlxFhNeN4/WYplnzXhZ9O4H/D+hGgHIG3ARphFQGqrXcFLzZQzF0FPb74UCg5jM7IqAukQC+jjm4HIWeEOtFyjaukoD1GXD2dcJsAboMON8OVzqg29hgLyNCOQOmafJ9YIhJrRNiITgTrrj5kYecs0nojgmo1vTaS4eJz185UsxAsh38OryYgcksuWyYn723d0dAlbbMF/rjPYT1ArQEwKdDrBmmlpg7e5NcS1TJn/QYVut5/8ZJAMy3NqRDMBCFPyuwUORhMqIUHCQzULeZpnPwKgMTWdBrT91WjehqDE3ThCYvlASkCzBuQ7l+nEYi3O+BoKdy5Z26by+D+8MooEPBqYxfoeR6RSut4g10GdDXCqfD5FsHXAWXFlCTxTVYKUN3E/7lmYamjc4F5UX0D58OJcDQ8Ebm65ZA9lCSZthOiWE7JcRQXIjnCSHGLgrx4JwQd48LN19OyuosyxJep0hs+j0dcylwBCyt8bvnFqtGmFWjhRNXB6X9uuqBsddvePYry/z8Qabyp0jrcZa+fST6IUXETit9Q7qqj2VZYnH0KZeW32F4FhBFjVn/MYKdcUYG+5Xq7ioDiURCO3QhSc4TgcNBNMr4Yn2MDPYr+9pWh356/EgEx5+QSd5htNcGdqHrt8KyLFf/DHvssUeVv4ZH3SoAcp3tAAAAAElFTkSuQmCC) 15 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbElEQVRYhe2VTWsTURSGn0lmkklSTRvT2toaG8yiAVEoulTQIogbpWig4C8oiLgVpCcLf4LgxoVu+gek6h9Q3IlitVIs1pZWSb8yJGk+x0Vs7JfN3JmlfZdn7n3PO+e89xwNBUzkJu3dsWx8TNvv21a8HRwd+lfydnAiwpEAN8mdivC5Jd4NEXF1r20FDvr7VtKgD6oNaOwV4rkCbfuY6oBMAjKnYDC8R0C79rlugYjA7QTcS8NgB/SYcLrj7zeHIhwJ2LcKyQgkTMCGniDky2D49xVwEHTHJ/9ARKiZJyBtQNkGTJj9CbN56A1DX0iJT0mAiEA6ir6yApYByyVYnIPlTfhehIrNWnBkz72DfKTkARGBzTpYNQrWOVgswXwRNA0qNgvlW8wNXVShdD4JYaeZRIR6II4/VYbhGLxcQu4+2HHeySRU9sB21Mxu/LMzUKyD7Tzpdrh6hlsu18trcEQHWwOr6obKmwB/1zocD8J8Aaru1oWrFogIxAIwOtAMTFuukoOXZbRagc8WdAewfcFWWHVzejIhb3KwVEJLGfC17IrC2zruNaFSh3QUBkItb6hUQakC2fiY1iIP+KArANMbUGlAfxgCPuRRtmnI3KTt5EkqV+Dm2yArqdFm8n4T+kPUcjH4sA5HDTjbqcSn7AErEiX/Y4ZjJ43m9usx0dd+gd8PcwUo1hERxwNJWcClKyPau1dTdvLFfUiGQdcgovNx9QydQ8M8vdGnxOfKhFPnN/h0eQK+5EGDwnKEwtU7reQq41hpbu/Gt+ePbeP9a/TUBfrGH7ri8vQMn12PsXBtnCeZlBeaQxziP8dvmpbPXU00CHEAAAAASUVORK5CYII=) 15 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACh0lEQVRYhe2WTU8TURSGn/nox7RiBylFqAEXxkCCsNCIJCauXLjQhI2GRNz4I1wy/Q3oUhcmhkRX6EpduzHGhSYalUStxg8oWigtHYZ2XNy0KbTQe8cu+yaTuZm595z3nvPec65GQMznFv12czLJWa3dHD0oARnIkGzLsJ1Rx3FajhtxUCSUCBzkPCgJ6RTs6zwVgbDe/F0SUgT2zeV4Aq4Ow7VjcMaux1OFhCk9s5Xh7Sr0RWDbgzEbXuVbrjtIA9IEHMcBU4OoId5VHz4W4HEWhmLwx4O4CcUdaedKBAAwNPCqMBjHXfbRNJ9wzoMvOTB18a8vAmuulHNQEKHjOOBWxfOtiKdbhI/sQBUwdIibbFRSlCsnlTQgfQxrQpx7WiBazJN+exdGe2DHF1pY91hNzVDoHeL+JRuQi4B0CurGcos+9OC8AX5sidDHTch79OcfckfxGKppYC96QrDiiggExP/1ghUX7BB4okw05l4m/MoEmgpSIgTJMFiGipngBJrgVaE3IsYxY1cEZDohBDgF0BDqtAVRHfqjQpDZEk1z6FAlbDKcjECxIorT9xKUK6qmgKApMDWIGYAPQxZMJGD0sCCzl2gnCdSNxgxYdSGkCxLpCIxYMGwpE1C+kNxaeIKVfw3DMdGQ0hYMWvB5Ez5ssnb0Mgtzk/U1nW1GwOrIWayNNeJf14kNbJF/GcUeL0C5wl93gOyJKTLJGemNKaUgk5zV7l0ZYOX8Dd5ZY2z9trBDv2C5CMtFKsfPsTRdVtqQsggzyVnt0QUde2Kakn6I7XIUekOUEqe5ff2UdAWsQflWXMN8btG/ufST7Kf3pCaneHAxruy8I3jx/JkvW/W66KKLVvgHaOXqFZHen4UAAAAASUVORK5CYII=) 15 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur47827 2.6666666666667s linear infinite forwards;
}
