@keyframes rwdcur202804 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur202804 0.53333333333333s linear infinite forwards;
}
