@keyframes rwdcur162405 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur162405 0.66666666666667s linear infinite forwards;
}
