@keyframes rwdcur95831 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 12 11, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 12 11, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 12 11, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 12 11, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 12 11, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 12 11, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 12 11, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 12 11, auto;}
}
div.testarea{
animation:rwdcur95831 0.8s linear infinite forwards;
}
