@keyframes rwdcur163061 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzUlEQVRYhe2WPW8cVRSGn3PunfXS+AesXCAKCn5AICvbSRCIj7hyA9aaeBOwQDQI8TMQSodQJJZFSRRSOCGA+WjimKBgKBGKqBGyECUgs9699xyKjSBQzdyFVDndjOY+88x7rs4duF8z1NH1q91He1uPzcKQ0oVL/e2WwCUA0bC2O3h6XMLRUgFVWRfVBVFdsDxZL+UUJbB46lrHLF/CvQ3g7qOc09q3l5/fb8oqSsDN3gihaoMwThNG6bA9yen1ElZjgaO9rUWzvDgeH2CeqWJFpZEQq+Xu+tXFprxGLVja+KRlli9PJn90wNFQEUMLDQEAd/ZTOnzu6wurtTdkowTcva8hdmLVJsa5Aw0Rw0hpcnA4+o00Puio6KkmzNoC3d7WQs6HLwi+F0PcjFX74xhaqAYQruG+6e57DhvdjY86dbmxtqrIEXHZ/HK48gPAsTOfPgGCEkhpzDcfrH0HvNbtXXnE8uQI8OF/KnDrwuqVu69TTqhMXy7yd5C3Lq7eBm7X5dZP4F9lOeNiqAZEigdquUAVK0AQFfKkaArPJiAiSIgIoHMP3HsBvZMAOLgXCxQfRmiEEHGHlMtbMMNpqAiOeSabFQsUtyCn6VfHVns6jAqrdgLL/e2V5dPbD/51407f3fI/9sCxM589dPzFz1fqcmsnIMr37pxf6m9/parvSZwu9ZRwM46/9MXDbnYafBHo1ebWfRBgqb/9KrChqqaqvyMy7+642a8SwrylhIi8vzt45u26zKabcBBi/AURdfd5dLpcVecxQ0P42cwGTYCNBG4OT44kVmdD1QIRPGcQgRiRGME5e3N4cvS/CQDsvPP4dXfbE9XpNNSApwmY7d1496kbTXllc8D9Lbc8djcww83GltObJagigZ1zT/6I+0URxT2DcH538OxP90wAQEMcImFfQrWvcW5YypmpTrx8ffnEKzuN/4Tv1931J45kG0Q2s1s2AAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur163061 0.66666666666667s linear infinite forwards;
}
