@keyframes rwdcur213895 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur213895 0.66666666666667s linear infinite forwards;
}