@keyframes rwdcur28115 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoUlEQVRYhcWXS2hcVRjHf3PmJoYhi1RLhGZhESwWS0GEYmoQNxXBFz6pLopQBAVrqVrqQroQ7KJN8FVo00UpqLgpujBoUYSqFbOqWmOItYRgwzBNx2Eed+6ce+4533VxmMQ005hMUvPB4V7mnO/+f/O9Zi6ssWVuuMLhylaS5AGM6SRJqhy67cT/B3C48gNaD6A1JIlfcJr3Nj/TPBLcEOHBWg9J8if1+noaDTAmJI4NIpZs9pt/H139CAyF76L1q2itaDQEYwb54K4D1zu+ugBHqg/h3FfUahDHEXH8MB9uObuYy+qmQGSIRgPieIbBO25diotaVQBjNhLHkCRHluqy2gABzoFzX68NQJIEGAPWTq4NgHMK5+D43eHaAKSpkM3Cy78MrA2ASB7nQOSJpbr4NnzhQg+pHEDsLpzZgFjIKL+gAIyTyhip/E62cwoVFOjoznPyzuK8p1m7G5HXSdPhpQL4QbTr/DGsfom4DM4IGQWpQCpzEWoCdXRDR85fs50FUjlFXH6fT+4tLFV0IcBz5+qYao6+Ach2zj8hFpwBMf5qtf8sFUAgiUCXNHH1BCM79y4XwKfAmRwqWCgOoAK/yC3cqxegMgX1QhdWPwK0CZDKcv38N796AcqTgqlOILZ/+Q9pdkG204d3ueLRDCThPnTpHn56u9oOQPPHKCKjcqTSrPzrm9VCOA2mqrF6D+feOtmOcNOaahOAL67FxaEyqajPWJJoP9++siLxOYBUxmerfTFz2oc9LlvEWt5oo3ZaAoj9jYzyrdbK/EyAm3qgewOkkiOjjvHH6e94cmTbygEy6iIq8CG+1pwBXZpLz7pNsPFByPWCCu4HfuSpL59eKUAB1aITnIEwD9W/fOibFnRB33ZF33ZQQUAqH/H4Z7e3D6CCPB3XDBqrm8KWuGyoTc/fzyifkvVbhFS6sPrT9gHCfIGMMrPjVpegOAblSxFhfh+N4hjRTOsi7bpZkQo4vbV9gC+eNThzBhNC+ZKQH4W/x6E2vYeRnUcRO0wqUGnxRyfM+2g583H7AABJOESYhyvnFaUJS72we7bP4+opVDBNVJw/KxpFKE2AqeZJov3tAGRn76y+TK73UaIrtxCXhxl959Ds3tQZx+bnO0jtDpK6z3/tsk9T42oJU3uRs6/92g7A/BeT/oMBuqT4+ejCZPcfVKzb9DnwGIivhyQqYqP7+P7Ni+2ILwT4L9txPEAFA1jdizMFKpOjLWGXYf8AZjzb/55CIdsAAAAASUVORK5CYII=) 1 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 13, auto;}
}
div.testarea{
animation:rwdcur28115 2.6666666666667s linear infinite forwards;
}
