@keyframes rwdcur25907 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur25907 7.2s linear infinite forwards;
}
