@keyframes rwdcur74012 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur74012 0.8s linear infinite forwards;
}
