@keyframes rwdcur85182 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur85182 1.3333333333333s linear infinite forwards;
}