@keyframes rwdcur85205 {
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:rwdcur85205 0.66666666666667s linear infinite forwards;
}
