@keyframes rwdcur19624 {
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:rwdcur19624 0.8s linear infinite forwards;
}