@keyframes rwdcur62421 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
}
div.testarea{
animation:rwdcur62421 1.3333333333333s linear infinite forwards;
}
