@keyframes rwdcur137398 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
}
div.testarea{
animation:rwdcur137398 0.8s linear infinite forwards;
}
