@keyframes rwdcur232635 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur232635 0.8s linear infinite forwards;
}
