@keyframes rwdcur201585 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur201585 0.8s linear infinite forwards;
}