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58.823529411765%,66.958823529412% {cursor:url(data:image/png;base64,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) 2 1, auto;}
67.058823529412%,75.194117647059% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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91.764705882353%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur240076 1.4166666666667s linear infinite forwards;
}
