@keyframes rwdcur106056 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur106056 0.66666666666667s linear infinite forwards;
}