@keyframes rwdcur137522 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {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%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,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:rwdcur137522 0.4s linear infinite forwards;
}
