@keyframes rwdcur213970 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur213970 0.66666666666667s linear infinite forwards;
}
