@keyframes rwdcur46864 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
}
div.testarea{
animation:rwdcur46864 1.0666666666667s linear infinite forwards;
}
