@keyframes rwdcur99226 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
}
div.testarea{
animation:rwdcur99226 1.3333333333333s linear infinite forwards;
}
