@keyframes rwdcur120390 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3ElEQVRYhc2WP2gaYRyGH8XB0EAdErjQ1aW0UJ0bODI5pMUWWjqkcC7Zs2X0bhQ7dCx0yUELkVDEvWAdMt8JkSwZHAIepEOKFoUGvw7nd553Z7yEon3hw7vv/rzP7/3+ePCfSKzKOAlQLpdXBpGUB81mcyUQSf/JKiA8AFVVVwKRjOpcJsQMgExhmRCRCSwTIgTgT2EZELcmsAyIVLCj1Wqxs7Mz734BJKIuDC1LXCs51td9L7+wAVjL5yOfgUAC0nw8HsuqmRj6W8i43xcCIOPYpC5sBgNIpSGdOyCdO0BUq+Lo6Etkgh6Ar/KEYRioqrow+n5fhKqeJ+2qRxSEByDNF79qah7HmA8vphAPH0RCQESV5XJZjMdj0Ww2RfD60LKEX72e+zu0LLf9EUII1W3VqtvqdbddXc0Mh0wgduVDywrBKsqcm33VA7C9DYC2W/CSmLsMDcOInAs32RwAI9tmZNszz6RzueiXZbOeOcD3jQ3vOLQMg2q1Wt7x0LLE9QBQXKOMM4WQ5rV2B9odYB+N3lxzTX1OV9dFnOi9yPt9wWAQfVPGsam1O5zXT7y+x6/fou0WZoz9OjWMxQkwOz/C45/6CYA5MV/L5zksFqk0GpzXTzCBR9oeAE8d33OjLqfEGIIoSVMp52Za3WGxyFo+nxhaltAtK2Qc1J0BpLk0PVPgE/Bycr3SaDC0LFFpNGK9L/byg+l+7zf+dnmJOD4GwNzcCs2Bd8+eeOfyWXCHwDDNuycQZQxAqYS28QaTfa+rUNgjreCtlIwzXbZmuwPcMQEAUa2Gt9JsFl59BGB08wPObG9ZOo67UQX3jEqjga7riVjfA36Zm1th8whJQ0VxIfybVG1SPcT8IPGrVHqf8CCkeaD6oPwQtXaHbvcCXdcT9wIIQdwif+yKAqb5dcb83gAexK/fXvWLFGUO95iEQcl/NU37zMgOw8jIgZD5PwGQ0nV97pdTlLHUX9DYibxbrlssAAAAAElFTkSuQmCC) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur120390 1.3333333333333s linear infinite forwards;
}
