@keyframes rwdcur225376 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 6, auto;}
}
div.testarea{
animation:rwdcur225376 2s linear infinite forwards;
}
