@keyframes rwdcur68049 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur68049 0.66666666666667s linear infinite forwards;
}
