@keyframes rwdcur114667 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
}
div.testarea{
animation:rwdcur114667 0.8s linear infinite forwards;
}
