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3.5294117647059%,6.9588235294118% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.0588235294118%,10.488235294118% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10.588235294118%,14.017647058824% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14.117647058824%,17.547058823529% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.647058823529%,21.076470588235% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.176470588235%,24.605882352941% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24.705882352941%,28.135294117647% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28.235294117647%,31.664705882353% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.764705882353%,35.194117647059% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35.294117647059%,38.723529411765% {cursor:url(data:image/png;base64,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) 1 1, auto;}
38.823529411765%,42.252941176471% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.352941176471%,45.782352941176% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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