@keyframes rwdcur82344 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur82344 0.66666666666667s linear infinite forwards;
}
