@keyframes rwdcur53827 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 17 14, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
}
div.testarea{
animation:rwdcur53827 0.66666666666667s linear infinite forwards;
}
