@keyframes rwdcur172127 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 6 11, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 6 11, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 6 11, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 6 11, auto;}
}
div.testarea{
animation:rwdcur172127 0.2s linear infinite forwards;
}
