@keyframes rwdcur38289 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur38289 0.8s linear infinite forwards;
}
