@keyframes rwdcur54663 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur54663 0.8s linear infinite forwards;
}
