@keyframes rwdcur57833 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 39 20, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 39 20, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 39 20, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 39 20, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 39 20, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 39 20, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 39 20, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 39 20, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 39 20, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 39 20, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 39 20, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 39 20, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 39 20, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 39 20, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhklEQVRYhe2Y2Y7DIAxFL/3/f2Yepkxdx8t1wC+jWKqUFAwHvCrAI/9cBoDpDc45McbI9Ftl/HK4jL7iB7wV8rWj/D5Y/XQF2QIE+iG3AYFeyCOAQB/kMUCgB/IoIPCBnOLBmsau9we40kaS9yiR+TNYj4J8rcW8XFgBlnPjC+Td4StRZ6DWYSIdAT0WraWPINmbPmjdmoZbc7IqJH1ywVg3nQLKzTWEhLHg9X/6PXOjCPJSizOTVeZ57uDpWubeahbu6DHrQkAezYPStFH0R2Pa3B2V5PKsoYwottaZxwEjSQLEDCwAMwXMIpTRYcadGx9pHtSKTGBkVYmJfrwDxQTMfOSusOkLlSiOnN16zzZfPwaOAtTimZz0u6EBIjga0MpvuqViG4bq+AUwizCrHkf93w7cGtgqdUQvaW0+xaFC3yj7YHR7JBw1HgIStfJrrpdkk72p8E/zYCZO73gEDiBMzOY51qeqUi51nnTAAQdMDPTBAYmJC51L2ye48ANmYY1HHrkrP7wxBn025u+dAAAAAElFTkSuQmCC) 39 20, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 39 20, auto;}
}
div.testarea{
animation:rwdcur57833 2.6666666666667s linear infinite forwards;
}
