@keyframes rwdcur72757 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur72757 0.8s linear infinite forwards;
}
