@keyframes rwdcur80336 {
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:rwdcur80336 1.0666666666667s linear infinite forwards;
}
