@keyframes rwdcur23067 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur23067 0.4s linear infinite forwards;
}
