@keyframes rwdcur232627 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
}
div.testarea{
animation:rwdcur232627 0.8s linear infinite forwards;
}
