@keyframes rwdcur178064 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
}
div.testarea{
animation:rwdcur178064 0.4s linear infinite forwards;
}