@keyframes rwdcur152463 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur152463 1.0666666666667s linear infinite forwards;
}
