@keyframes rwdcur238905 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur238905 0.93333333333333s linear infinite forwards;
}
