@keyframes rwdcur96591 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur96591 0.8s linear infinite forwards;
}
