@keyframes rwdcur139428 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur139428 0.8s linear infinite forwards;
}
