@keyframes rwdcur119347 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
}
div.testarea{
animation:rwdcur119347 0.26666666666667s linear infinite forwards;
}
