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5.8823529411765%,10.194117647059% {cursor:url(data:image/png;base64,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) 1 2, auto;}
10.294117647059%,16.076470588235% {cursor:url(data:image/png;base64,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) 1 2, auto;}
16.176470588235%,20.488235294118% {cursor:url(data:image/png;base64,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) 1 2, auto;}
20.588235294118%,26.370588235294% {cursor:url(data:image/png;base64,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) 1 2, auto;}
26.470588235294%,30.782352941176% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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36.764705882353%,41.076470588235% {cursor:url(data:image/png;base64,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) 1 2, auto;}
41.176470588235%,46.958823529412% {cursor:url(data:image/png;base64,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) 1 2, auto;}
47.058823529412%,52.841176470588% {cursor:url(data:image/png;base64,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) 1 2, auto;}
52.941176470588%,57.252941176471% {cursor:url(data:image/png;base64,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) 1 2, auto;}
57.352941176471%,63.135294117647% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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77.941176470588%,83.723529411765% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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94.117647058824%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur204483 1.1333333333333s linear infinite forwards;
}
