@keyframes rwdcur167524 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhe2WXUxbZRjHn3N6+nUopYWupYxOYGObm0EgOLpSDVHYxcKMRDdFGxyY2SyIoya4qBeazQuMMZlO3BIZIzEpKmtIJBMDgo4oTmFL42DdJpTytdX2FFp6etqeng+vSNQB66BjN/wv3+d93t8vefN+ADyEnLPZnj1jtZatO/gLq1XV0dPTfKa9vWhxTLBe8Au9vVk8z9c7HI4PjpvNE4vjyHrAO/v7DV6CMIZCoVOWmhr637UHLtBqs70kwDBFMBhsfcNkov9ffyACBVXNWH6uFjU+zh8KhUL2N6urR5abiyUSrD/xYyG6Ja2IJ8LlWalz+ELAU2eprXWt1JNQAYFMYRDIVaeBi0A3yXLcHCu5V09CBEq7faVAMwcBhcOMm5hjg4ERnqZJ2jVxI2ECn3WN581guKr/Yt/A8OcmBgCgqN4qwo0lfSBEjMAJgJtf+CE2Nvni7x/tX4h33bgEGi8d3j7uv3XFoNiCISVbj+Ipg8Novm4fh/BVSIB9jHGOkzzwH4duDn5ob2vg4oUD3OMUNDlAn+EvPJgc21YbDGoUQ3eoyB3NWxGPH1egLAK8jwJ6dqot4L5muW5t9N8PeEWBqj9BUq6Gp13Ok1U3ZvOMyYqsrCSRE9RsDBzXRTAxygPHMRRw7KnpUdvJ2cGOyGrgywoAAOx67n11nbl6VqmVYyggkJOCwTd2DwzdpAEIL4QJ15GhtpqW1YIXgy5XoPyTBBkIT+WIEVDyDNxyx+DAo2p4pVgNO3TCEa/rUuta4QBLPEbGE0OG1K36Jumm7PDojA9kSao9ElwEZy+6wOf2AiMBJ8GTFQOfHvMlQuCuLch/rWUfJkvtYgk3LcLleJTyoS9XPAmdP42DQJgEfzv79v7V/cnlRMCXFAAAKKj/2kR7ncUCEKejApFRKOHTaZoBWWYhcNHwMBujzH+cfv5qIgSW/A9oc5/aKZNnN0rlGU9wbFjGsgxEFtwgEaaBWLc9Q5isMm8uqNwllad95xu7zCZUILvs9XeT1LnNGCaVRcIeCM1P3qZ802+H5ie/4mhKKRLgOSiKAcczu0mPg+Zk0l8ibhe/WoH/bIFWX5kpksgdkhSNjKGpbwFBm6Okd3BmoJ1ZnPPIM7V5ScrMV5kIZWKiQbVEoblK+W+Xu3pb5tYssLnk0At4SnqHOCWDQkC8+1q7xbVcY/6R8/v9zl+7EARBeY55x9V/vmk1AnfdAwgniCAxpGQlOACA/cua70n/lJb0T5+NRcljivxS+ZoEssuO7lRm5jUiQiFHzPxGxNNMXOnxxJhInUiqVGiy9Z3peyvxVQlsq2gwqHR73kMR8RgHzHEExUTxLuC3/8zFoqRFrtjh3qQrbrhfgY1sZCMPPf8AvXCo0+GitogAAAAASUVORK5CYII=) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur167524 1.6666666666667s linear infinite forwards;
}
