@keyframes rwdcur60125 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 15, auto;}
}
div.testarea{
animation:rwdcur60125 0.8s linear infinite forwards;
}
