@keyframes rwdcur138516 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
}
div.testarea{
animation:rwdcur138516 0.8s linear infinite forwards;
}
