@keyframes rwdcur244469 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur244469 0.4s linear infinite forwards;
}
