@keyframes rwdcur25906 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1ElEQVRYhe3Xv2sTYRzH8VfSUoJIKSGGIOoknVxSXJxEBP8OB6fSQUFEB0cHCwo6OvgXdPCfcDVLHawVDGopIQbRGEOIF4d7zp4xbW3oHQ75wpfn7jnu+byfz/Pjnptj+S2fm/iORZQwh5+I5BAjVr7hBi7iAs4FmPmsxYtx8ew9K09wDadRxRJOZA0RAM52ebpD/T6u4kxeEAEgKlLr86hF/SYuo5YHRAAYhawOWG9TX8WVPCACQMEeyKkBDzvU1/KAKP5dlUCst/OAGANIO1HJBWKCA+nIHmICQGHsPluIQxzIHuIwgCKjkJVhanUc22a1zyr4HRGFkCKq/dQ+cQllex+wqQD2ealV4naZzQMaPX+d7ZdBfEHcmaIjfkHHBEZB/N4SmxvYwg/0MUg1PmS7G+qGoe4f59OBALsl7pZpvMBrfAn5NUAkYlG47k54Ng3ACJ9OcqdKYwNv0MZuKCeJRGIHBuiFZ0c+wASA5iK3ajSeoxkEd8YA0kOQAKRzKgcK4hNRj1eP8SE01MFHtMRDkPTw2KPA8ju2Hoh7vCC2upOHeABQEa/l5AzYF1ueubgg2AvXg1TZz0Oc2IH5VKYnVObiCQB/biK5/AvMYhaz+G/iF7P5plqzGmXgAAAAAElFTkSuQmCC) 3 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur25906 7.2s linear infinite forwards;
}
