@keyframes rwdcur106709 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur106709 0.4s linear infinite forwards;
}