@keyframes rwdcur44523 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
}
div.testarea{
animation:rwdcur44523 0.93333333333333s linear infinite forwards;
}