@keyframes rwdcur89507 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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;}
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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:rwdcur89507 1.0666666666667s linear infinite forwards;
}
