@keyframes rwdcur84047 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
}
div.testarea{
animation:rwdcur84047 0.8s linear infinite forwards;
}
