@keyframes rwdcur430 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur430 0.8s linear infinite forwards;
}
