@keyframes rwdcur79767 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
}
div.testarea{
animation:rwdcur79767 0.26666666666667s linear infinite forwards;
}
