@keyframes rwdcur203505 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeUlEQVRYhe2VT2gcdRTHP/N2djI7WZN1E5ttU2MMlrb5AzYijin2YE4qHgx6SItgDpWWOYhI1YPoxX8IeqiM9NBrUUSkWhWLheYgMmENLW2MNqlL2NhNG+K6TTabbJz8xsNuIJA20GkOHvZ7+cGP9/h+3vu9H09jM3nOHqAT0IEpYAzbLW2ac4fSbmFqAi8DgyQtnaRVRDRFYckiX0rgq9PA59jupa0H8JyngUF6W1P90Y6Mgaz4BArARykfJb9yfcfS6FQnvvoU2z2xdQCec4QG82jP3q4/OmjMKwKlCNQKCkBVAQBUgbJ5eXryYXLz57Ddd+4GIFI1f5J43dvPdvZdSFFf1NCCVYIggCAAAggUQaCq3TDR/a7G1tmrscX9DHQnOZn+JSyAVM9D+7p6riYwfYOICJoYROQis6mz/4x3/jRzqff86tRDy/gGQJyokcA0DzfZUzSYQ3hOW/gOeI5N+71Dz8T3ZgMIqDyLfDmT7lkYn57g79JX3Fw+S25+MXdjZiC2I7mwmyZpob6+iVisdJ8RyV27VsfJ9M9hAHTgqQdbduYrVWuiCNQX/N5OtnAG231/Xew5PCdzZXLived37c4kMU0T3ThIJ2lJD+E5H2G76k4BBOjtpaVoEBEdEUHT/x3NpoBPNkTb7rfkS6cnyLeZ6EkgYRCJs2cbQEfYDjQ3E8vqiAAUKFv4KoPtLt8mZ7pA2Vp/UXePRRkawgIUfZRhVD9EMzGA5CY5yW1YAIrqEJeXlgGKYQAEyGRZsKqTryeoU3SnTDznpQ3RntOOLkN9tK69tQIUmTzAX2EAdOC8R+4Vm+1FQHSE1+r3X/+44fs38JwG4GugABwABl94pN9nXfVzlIRieTjsjtDwHAsjMnps33OZOFG/OoiywqrxGReSN6ZzFvNliXZt99/i8ZXmSvtlDeB1hvXFkT+PYrvD4QAAPOeI9ljb4Xd5IidooiOiI/rar6h2StadAsg4c7o78s0P2O6xMOZrlYDtnghGst8dZzSlCETQRNAQNLlFjgKY4qa4o2d04FRYc9i4Dd9kZ+OLr7b2z3WQ8KsAGyr/EM+aHvltGDiF7YbeAxsBKhADiPZB9NEHlg9w/0o3zSqJyRhzxkVm9ckrEwaFJRfbPX43xrcHqEAIlanvA3YBCWAMuAz8iO3Ob4V5TTXVVFNNNf0v9B/W1Ta+mTgIugAAAABJRU5ErkJggg==) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur203505 0.53333333333333s linear infinite forwards;
}
