@keyframes rwdcur71114 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
}
div.testarea{
animation:rwdcur71114 0.8s linear infinite forwards;
}
