@keyframes rwdcur152096 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhe2WX2jTVxTHP0nV1jQtJSakxD3UqFGxLUFKbH1QGdgHdRZKnXWjow/7vZRNffMhZEFh7qnzH4KwQZGCCgoNtA/OgTAIE6HadnNs1j4EaWVxZKMxs9WG39lD8mvz+yW/Js0qvviFS+6959zz/d5zz/kReI//jzU7d3IYqHon7CdP8uPjx0gwyG/lnLeW4hMKcbG9nQ8KGVMpJsfHIZnkj3IEFMXWrTREIkhfH18s41b7Vsg11NVhL+dcayufKAqJtjZ6V1lSSbCdPo2oKhIMIphkaU2ZwaXAnsWwfpNKQTIJs7OZdZlcecSSmsgfmi3X2ePB39HBD/X1tJgFNKpelvzleHGnGv/K4ua14fnzDJRLDpD1K/REBVGK0qLk1c3q4vzfXzJ3KjUTpXyISiK3Wq15YnLhcHA4EOA7wLMSASWlXiPXfkH/FM3NfHXqFMMXLvD5gQPMAOvMYlUB21lqT3k5vjRYqvTFPVVVRVVVgaW5wZ/OTmRhARFBLl1CgA+NGbDV1nKtooI54PfKShasVr7OVVbjz9xKG9k3XnxzVVV161xMTRE+dw7u34fhYQCims0C4HBwa+NGugYGoKkJolHo7YXpaUiOmSWrOHIL0enk4ObNdDx4wBngea5fPSBPnmRSpI07dxCbDUmO5ae/2DA+QTHs37BBTy6CzM6aBpS4MihxZTBvXg65FZhMJCAW0xsePoQqw38cY0fElcFl7UAd0A04lhPw3O3m7rFj8PQpiMDoKCgKpNN8C1i0gjMhyduv8YPLxdHdu/nn7Flu7NlDwuPhMzMBxOMcjcUY8fnAbodAAGZmuJpOEwK67Ha+r/HD/Guze+jJAUtTE7ciEQiFMpXv9XKtkL/W78kXL/gIcLx6hReYnJ9nfscOfrXb8R06BGNj0PYpTE1BXDElhmzVz83B+vWZjcpKeG0i3ti0fwOjQBLodTrxRaMQDkMkAkeOgNfLXc35jZpmKPYzH0/2sG0btwG3Znv2jC+7u+H6dTh+HBIJgmZZKwifj58uX9Z3xqNHyKZNmer+UxmU1lYkHEYmJpD+fqSxEQFsOWG2NzTQDzSuiBxg7Vq+OXFCL+DmTSQQIJF1aWlv19t7ehDg4IrJTOBzuZArV5DpaWRkBHG7EYuFzqx9f1eXXkBfH0Km7VYNu1pa+Ku6GgkEkIoKXfB1W7YgQ0NIOo3cu7f4PM7VFFAM3r17mXO5kH37EMBf9MR7GPAfR5/MwUXJ9sUAAAAASUVORK5CYII=) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur152096 2.4s linear infinite forwards;
}
