@keyframes rwdcur182683 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
}
div.testarea{
animation:rwdcur182683 0.8s linear infinite forwards;
}
