@keyframes rwdcur6198 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 14 12, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 5 17, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
}
div.testarea{
animation:rwdcur6198 1.3333333333333s linear infinite forwards;
}
