@keyframes rwdcur137399 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 22 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 19 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 19 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 19 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 19 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 19 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 19 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 19 4, auto;}
}
div.testarea{
animation:rwdcur137399 0.8s linear infinite forwards;
}
