@keyframes rwdcur78276 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur78276 18.533333333333s linear infinite forwards;
}
