@keyframes rwdcur222513 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur222513 0.2s linear infinite forwards;
}
