@keyframes rwdcur138251 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
}
div.testarea{
animation:rwdcur138251 0.53333333333333s linear infinite forwards;
}
