@keyframes rwdcur232631 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur232631 0.8s linear infinite forwards;
}
