@keyframes rwdcur235536 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur235536 0.93333333333333s linear infinite forwards;
}
