@keyframes rwdcur158451 {
0%,6.15% {cursor:url(data:image/png;base64,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) 15 28, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 28, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 28, auto;}
18.75%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRYhe2VW0xTBxzGv3N6oRc8xV5oEeRSKBKpQDdB6pyTss0lbnE2ocsWMrOI0Wl88MHEbNk000QND1uiWzLdMDKTRRJjRicJuIuDyYZTLGJonYQULFAu89QWaE9PT8+e3JYZOY1HeZHv+cv/++X7zgVY1KIWtahnXZJUjXa7Pdcolx408aHXckvKLaPBiatPE+wh2VxF7hyvhH8vtJX/vOU4//KL6zY8ibuCDdirq02mfNWn0e1h15w1QgxM9mFSE0YaJX+3IJx9eWjk7rAYAFLIwOimvxw79mfDXy9MkEwQyFNlwxkaR6wnOkhlGofEhAOAVMjAakYxFQUy+oGGMQq7C4+CDvnR7P7o/V9CCIgFEJygQGKlNqlNb3ys2IzlAzJkVW1BIODD9TszsvIqu8fn89FiAAQnyDabW/SjRo+jJAvPrS1HcqYfjpfW4Pw3+99ZlUN+LSYcSKEBr9cbiyXUbJGG3mxd70BLx23cv3UFyzQRdP/u83f23T0jBkDwGQAAKhGt+bapA1zmPRSGeFzsjeNwi795aXbOgQeeqrJVO3PzCw4VFBXqAeBGT49Hqck44G5raxUNoMwv/rkn4+36C1Id9ummcWl5BEv87cloOLwOgB8Aal7ZsKdi9Wr97CwLAFhf46jo+N69BcC8AIITVFpLi2nV9vbhhiAhtTfiSroNKB7CXsfWijxd7psxmu5eOjsatDxfvbO0zKJXq2VIT09Dbe1G9F7rvaU1GC54vd7Hb4BXVTYSlk3kknM2ROPDoPKOYYflCDYyr2JMHyRNU82XDHVVmExyiMc5KBQPThJYqY3Ud00EPwQw8qj7gm8BO6MGm1RCGdfDdXQtdu8DqjvN0Gp1IEkeAzfvwPNHP2ZjPBQKKViWQyyWAM/zCATZJEFKkvPdF2yAyrjhnun87PVMxkqWl36AypUm3P6tDW42gR87fhp01ZtRqJwztw2AZJgESJKAXC4BQRCIpGnP/tDVNe/HSrCBru7ur1ZY+87aqDpk6WXwDE7j4tU+nD51GgzHbat9q9/S0JhVF7hHgiAISCQkOC4JmqYxPj5udTqd1Hz3U/odF68ouczJNE4myujaIzbITXkwGI2fNDU1nQGAoZERr1XFuPyBKUMswWFqYhInT3zhCUXmDn7X2nozlQyA38WnZhQvHmX/ZJELHf5/CEJsOE/8+iRwdvELPcF/Z/gXYgEBFipLUH8DH1Zib1Rf2uMAAAAASUVORK5CYII=) 15 28, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 28, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 28, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 28, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 28, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 28, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
}
div.testarea{
animation:rwdcur158451 1.6s linear infinite forwards;
}
