@keyframes rwdcur9837 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur9837 0.8s linear infinite forwards;
}
