@keyframes rwdcur83395 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur83395 0.66666666666667s linear infinite forwards;
}
