@keyframes rwdcur257247 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 2 5, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
}
div.testarea{
animation:rwdcur257247 0.66666666666667s linear infinite forwards;
}
