@keyframes rwdcur114246 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
}
div.testarea{
animation:rwdcur114246 0.8s linear infinite forwards;
}
