@keyframes rwdcur91007 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRYhe2WzUsrVxiHn5nMicFvIkERErSWhCQYbcCbsX4QKFyLFBdFi+vLbbvq+nI3/gOFdt9/oJuCRbrqXVx3cgMO6qJQ0CoEGaUgMZPJxJnMnG5uC71dmExqu/G3PIfzvA/v+eDAYx7TW+L5fP5XIB4WoPZSPZ1OP7csK53NZp/1wgkdXdevDw4O5MrKynVYRi8d+DidTvfruk42m+0HnvbA6j66rr/e3d2VUkq5v78vy+Xy6zCcsB1IOY6j53I5AGZnZ7FtWwdS3YIiYarn8/md7e3tUrFYjIyMjCClRNO0wDRNTNN81Q0rTAeiwPNSqRSNRqMACCFYWlqKSim/eDv/oAKbpVJJjcfjCCEAiEQijI2Nsbq6qgKfPqjAwsLCy3K5PBiJRFAUBQDf95FSsra2Nri8vPzyIQXmhRDvJZNJFEXB9/2/CUxNTaFp2vtAoVNgV4dwfn7+662trQ9SqZTS19eHEIKBgQFs28Z1XTzPY3h4WLm+vh66vLz8sROm1kX94WazuZnL5VRN0/B9n3q9jud5AEgpASgUCpplWZ8BXwH1+6Add2B8fPzLjY2Nj4rFolAUBdu2abVaOI5Ds9mk1WqhKArRaJS7uzv37Ozs90ajUfnXBGZmZn7Y3Nwci8Vi3NzcYFkWQRCgqiqO41Cr1ajX66iqSjweF0dHRwXTNL+9j9vpFpQTicSopmkYhkG1Wg2q1WpzfX19MJvNcnV1xd7eXmNycrI/mUyqmUyGRCIxCpSB/Z4F5ubmXjSbzdjOzk6r3W7XgJ+CICgsLi4+icViWJaFYRi/GIZxEgTBJ0KI0YmJiVixWHxhGEbvAre3t6+Oj493gZ+BC4BMJvO953lPhBC0222GhoZ+Ozk5+fztkqnT09On09PTg/exOxK4uLj45t0xKSWe5+H7PkEQ/HUL/lwCfHd+fn4vO/R/QEqJ67o4joPruu8KdJzQAkEQYNs21WqVRqMRWqCbh+gfAqZpcnh4SK1WIwiC/1bAdd03lUrlw0qlghACKeWbsKzHPOZ/zR/69UI1gwtQwAAAAABJRU5ErkJggg==) 16 4, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 19 5, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 22 6, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 24 8, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 26 10, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 27 13, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 27 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 26 19, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwElEQVRYhe3Uz08jZRzH8U+fmenM9CeFmZZOS6EzS1s6bYyQNSqakGg8kxA4sGcTLps9GI0Xg/+D8bp/gYnEA6Z4UozE4wokYhunQUrbwXamddrpLxwPm01MXFgXMF76Ps6TeeY1T558gXHjxv3PUTd5aX5+nkiS9DCbzTLlcvn0NgBy3WI+n3c/73mxWHxNFMX7FEU9ArB4G8CVJ7C3t+cUCgUzkUi8OjMz86RSqVw+WxNF0S2K4ueyLN8LhUKBiYmJ3VqtdnnVXjcCHB4e9nO53EeqqqZPT0/fSiQSl2dnZz8DQDab/XR9fX1pa2uLp2k6VigULMuyfnIcZ3QngFwuFwDweHNzMzo7OxvJ5/MZQkicpum34/G4yTDMm2tra0vxeBy9Xo+2LOsNl8v1Y61W0+4EEAwGH6RSqXcpivLLsoyFhQUSCoVmVVVNVqvV+4qiqKqqBqenpxGLxShZlj2apgVt2y42m83qXQD6uq7He71e1zCMuG3byOfziEajnKIoUjwe9+bzecKyLNzup/e02+3eq9frwWQy+ZWmaX/eCmCa5sXk5OSXuq4PS6VSHwDXbDYnA4EAZFlGOBwmbrcbHMfhGSKTyRDHcSL7+/t0vV4/BmDfGAAAhmGg1Wo9EQThm1qt5jk/P3cFAoEwTdOMz+cDTdPw+/3gOA6O48BxHLAs6x0MBgv9fv/barX6r+bDCwdRs9nsh8PhA9u23/F4PClVVd0Mw4CiKDAMA7/fDwCgaRqiKCIajXqPj4/TPM8b1Wr1FwDOrQAAApIkfba6urqyuLgoRiIROI6D0WiE4XAI27bhcrnA8zwYhgHP8y5CiHR0dNSjKOprwzCunQ8vAsipVGpFEIRPNjY2pgRBwGAwgGVZaLVaME0TrVYLtm2DoiiwLAufzwdFUYjjOMlKpfJKuVz+AcAfLw3Y2dlxDg4Ofo1EIh+Lohjw+/0olUpoNBrOxcWFS9d1tNttNBoNtNttmKYJy7IAADzPw+PxcKZpBhmG+a5cLpev+o7rut9PpVIpQsiHhJDjfr//viAI35umuRqNRnWaphOEEBKLxbherzdSFIUbDoejdDpNT01NIZPJwLKs0fb29u/FYvGhYRhf6Lr+coC/xQHoeb3eVKfTOU8mkyuapp0pivK6ZVk+QRAipmmupNNpvVQqrSwvL+umaQpLS0vEMAzP7u7uY03THgGwbgq4LgKAzM3NodPpSAzDtFmWfc+27dNgMPig2+3+5na7FZqmPzg5OfkH4D9PkiQOT09w3Lhx457bX6Ucd0yIpCXcAAAAAElFTkSuQmCC) 25 22, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 23 25, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 21 26, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 18 27, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 27, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5UlEQVRYhe2WsU/jZhjGH3+2USDgQCARJCQF0lwQCq2QEAygTp3QUXW6DqwduvVP6NAJVcfQTjeUoRNdKqQgcbkBpsgoHIEcUUIIEJEYKTgBHCeODyexOyHdxNmXU4eKZ/9+76Pn+773fYEnPakDRSIRIxwOOzthUJ0cnp6eHrXZbD8bhvGCoqh3AP5WVfWfVCrVMMtgOjEA4NvZ2dnnMzMz/kajMRyLxZzpdFoCsGUWQDqpbhjG/PDwsD8YDKK3t7cLwHuGYQpWGKYMTE5OukOh0AsAXz6cmZmZYViWdfb09PQsLi6iVqvh7OxMBJC2YsDUFfT19X1nt9t/6O/v36tUKq/Oz88FlmW/CoVCQy6XC4lEAqqq1g3DkJLJZOuzG8jlcqfz8/PPFhYWvuF5/qeBgYHXmqa1wuHws4mJCVSrVdTr9QLLsryV4qYNdHd3793d3dmWlpa6lpeXhzKZzPe7u7u3gUDA4/P5cHx8jIuLi1tCyEP8TgDOYDBYyuVy9cfYtBkDHMeN+P3+r71ebygYDMLn83WNjo7aPR4P7XA4oCgK9vf3W06n8wuO4373+/3Pg8Fg+P7+fsLlciXK5XKzowRkWa5rmiZXKpWWLMuM2+3G9PQ0QwgBTdPw+XxYWVkZpWl6wuv1olqtDq+trYVVVX3D8/yjPcGUgXq9LguC4GZZllSrVXAcB4fDAZvNBgAghGBubq6r3W7j5uYGmUxGkyTpDc/zv3yMbeobjo+P6wzDRAuFgt5oNKAoCnRdh8PhAEVRaDabUBQFoigiEom8397efl0ul1cBpD7GNpVAPp8nU1NTZ4IgtNrtNqOqKjRNw93dHRRFgSzLkCQJ19fX2NjYQLlcXjUM460ZttlWrBNCPCMjI3KtVrMNDQ2h2WxCVVXU63VIkgRBEHBwcHDbbrc3SqVSAoBuBmy6FadSqZQgCJrNZgPDMKAoCpqmodFo4ObmBoeHh41oNLpeq9V+A6CZ5ZoeRj6f7206neZ0XQfLsiCE4OE9JJNJLR6Pv6Np+mWxWCyZZQIWErDb7Z5AILBVKpVaLMtC13XUajVcXV0hFovJOzs7q4lEwlJxSwZOTk5uc7mcTgghLMvCMAwUCgU9Ho+f5fP5v2BhBH8oK/uA1N3dzbEsqwMgsiwjGo22stnsHwA2AVgaQg+ysg8QURT/TKVSrXa7jcPDQxwdHcUvLi7Ws9mspR3gQ1lJQB8cHGzc399rp6enXZubm6fFYvFXURQfHTaf0wBkWeYkSRK3trbky8vLV6Io7nRS3LIBRVH2eJ4nFEW9pGl6HZ94758st9tNxsbGfgTA/aeFn/S/1r8J3NBW3Iz0YwAAAABJRU5ErkJggg==) 12 26, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 9 25, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 23, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 5 21, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 18, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 4 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 5 12, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 8 7, auto;}
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95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
}
div.testarea{
animation:rwdcur91007 2s linear infinite forwards;
}
