@keyframes rwdcur207224 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207224 0.8s linear infinite forwards;
}