@keyframes rwdcur125166 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 6 3, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
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}
div.testarea{
animation:rwdcur125166 1.6666666666667s linear infinite forwards;
}
