@keyframes rwdcur55304 {
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:rwdcur55304 0.53333333333333s linear infinite forwards;
}
