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5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207655 2s linear infinite forwards;
}
