@keyframes rwdcur484 {
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5%,9.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
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}
div.testarea{
animation:rwdcur484 1.3333333333333s linear infinite forwards;
}
