@keyframes rwdcur118693 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 1 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
}
div.testarea{
animation:rwdcur118693 0.6s linear infinite forwards;
}
