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5%,9.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
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}
div.testarea{
animation:rwdcur168571 0.33333333333333s linear infinite forwards;
}
