@keyframes rwdcur129070 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur129070 0.4s linear infinite forwards;
}
