@keyframes rwdcur65611 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur65611 0.8s linear infinite forwards;
}
