@keyframes rwdcur241954 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur241954 0.8s linear infinite forwards;
}
