@keyframes rwdcur129462 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur129462 0.66666666666667s linear infinite forwards;
}
