@keyframes rwdcur141392 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
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}
div.testarea{
animation:rwdcur141392 1.6666666666667s linear infinite forwards;
}
