@keyframes rwdcur215546 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur215546 6.6666666666667s linear infinite forwards;
}
