@keyframes rwdcur164261 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 2 6, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRYhe2WT2gcdRTHPzOZjpPNkiybpdQSu1GaEipIwINQxFm0iAGviqC4gmIlEdO7sjulegxu9aYI5iZ4Cj14EYddo+hF/EN0k2zY0IPtbZNo2GRn5vc87Mxmulmbtluqhzx4/IaZ3d/7vPf7ve/vB0d2ZP8XazabT/6nAEopb3Nz8ylALxaLOqDfz/i6iIhSyrt+/XrOtm3jfgLogCEi4jiOKKW8jY2NpwGzDxC9hxNW9ibTYgB7mqbhOA6FQsFfX1+fnpiYqNi2rcrlsgLUYUGfmf09lX5wYk4C7dVAtHE/EPzA/9VX/Lx9Y/3yj58/uhHO05lLs23bKJfLhog0NU0DOAAB+IcA6C+9//drA4Y1HygtFQTgBxCo9ugrUL5se97O5XJp5KMYhNIAI6xAByAOsbq6Oj05ObkEtMJPN4EUi0W9nnj3HV0f+DAQjdZe8/u9ln/NDwI9kAfGRLPORTAisLt9bfqHTx7+JkrKsG2bcrl8ICXHcQCMQqHwVbVajSC6K6HXjZnxY8cGir7vLdV/ujq79MULfxJb+9P2/KmHHp/5UnRzDCBQKh0m3ZnHABIiIsABjzZmtVo9D5jstymA/laptfD6/N63wDCQBjLA8aGhoePACeBk+vTLZ8/N3PjsiTc33ksmk5nR0dEkYEbz3BKgF0SsO/SZK94vz134+mwIkIp8ZGQkeu5AhZ4GklEyhJPdEqAbIpvNWuH/zNmP964CiXDS4XBMAFY4JoBkDGg4fNdp8dsC6FGJBGC+Xfrrg1ggK8zM6HIz/GZls9n4b7jtCnRDLC8vPwskLl5pvNEVuJdw6TGYAzLfEyCVSgkgpVJJeplSyltbWzufL343GQ/eS+0OswMA+XxeXNcVQKampkQpJcBjwCTwCHAymUxmaK+n1ZXdHZsBWBFAPp+XIAg8pVSnCq7rSq1W+xQ4A4zTbq90F8BdH16dCuTzeVFKeQsLC6/s7Oz84TiOAJLL5cT3/a0oe9ptFQXf31D9AiilvMXFxRdN0zxTqVQuNhqNzrI0Gg2p1WqXaPdy1Ep9B48ALKWUV6lUngfGgFPAuO/7W7lcrrP7d3d3fwM6SkafpY9MB6ywtyPVygAn6vV6wXVdmZubE9d1o2XIEFeyfi1sG4N95YoUbRjIKKXE9/2tlZWVS5ZljbEvpX2XHtoXEui6ucTemYA5ODhoNptNaJ9gu7SP5hbt0/GeAEQBu5/jUhoB+KG3OPyW1JfpgBFqdyLm92Tn3xFEl9+V3B7Zv9k/YZ0dmmBvExoAAAAASUVORK5CYII=) 2 6, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpklEQVRYhe2Wz2scZRjHv7sMw2QJm6UJUkox8ccuOZX1oLTSOFMTtNpYFrWlSO3opVRsUdIYamizsy1FAhajB0E85ewlwT9gyYIXD1LswQ27MUsD5mDjZNuG3XbmfR4PeWd3druZTLRUD/nCwy7v7sz7eb7P8z4zwK529X9RrVY7/J8CEJGzvr7+CoBoNpuNAog+yf2jzMxE5Kyurhq6ritPEiAKQGFmtiyLicipVCqvAlAfA0jUF5DOtijiA3gQiURgWRampqbcpaWlN5LJZEHXdVpYWCAAtN1uH327ntC4K0McPeJyJC0IB4TgXx0hbq7dX7n2Yy75u/xr814yS42ZGQADaDhRKpVGAKhhXDj/jT0w9vX9tJcQAPX4Jz+nPpi+d/3DLwWfmRb2qav3xuT9Wpx9BMAPUSwWRwBofivblf3KTgANixsA8rruE9k/zr0/Lfi9LwS/Pfnn2RaITg4EQCjbGNEJIAYgfiL713enrgs+ec2pJo/d2Oe/nwIg1gmgA4SK5jHdCsAP4kHEUy9dHHg35/I7VwUfu3RnGkC3/D0YYCuI7ZxoK0cMQPz4lfpKJiv4rcv1FQAJAJpXgkCAAIgwR9RzIv7mpY2fRq8Qj14WDKBPurC9A+0QpVJppL+/P7Ax/ZJJdr/+uVM9Oin46CQxgL09PT2J0A50ggCgBvSDX8qhc7dfG54gHp5weXi8dgvAXmyWobMDiUSCAfDMzAx3km9iKiEgFGPswcKRzwQb4y4PXVj7IRDANE3O5/MMgNPpNBMRAzgAYBDAswD2AdiDZicHAui6rrx8fm3CGBesX6yvPK/fOAjgKQBxD6AxB0zTZCGEQ0QNF/L5PJfL5e8BpAAMSPrQAF6SL5y+OfrMix+n5PWPNqFpmkxEzuzs7OmNjY3fLMtiAGwYBruuW/Vn39vb243NMx4WQJMZ75ERl2tNACJy5ufnT6qqmioUCp/att0oi23bXC6Xcz7rYiE3B1rngRctk1AjIqdQKIwC2A/gaQADrutWDcNodH+9Xr8FoE9m783zsPKPaAWyeb3HsVosFg8PDg7+4stIWV5ePlupVHJzc3PIZDIYGhq6qyjKcwDqAB4CcBHiMe3Jf1pyuRz5F70axbDZGHEZfUTErutWFxcXc5qm7Uez+XaS/ZaKyM+WNxffmgpA7erqUmu1GrCZrZe958BjAfA2bP+uoFk3D8CV8RA7sP+fKApAkTPf3707bb5/D9EWQe8Du9qx/gZz3SpSu06S/wAAAABJRU5ErkJggg==) 2 6, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
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83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
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}
div.testarea{
animation:rwdcur164261 1.2s linear infinite forwards;
}
