@keyframes rwdcur23075 {
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;}
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:rwdcur23075 0.66666666666667s linear infinite forwards;
}
