data:image/png;base64,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:image/png;base64,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.31

3-230,170-230,150-230,130-230,109.99999999999999-230,89.99999999999999-230,70-230,50-230,30-210,30-210,50-210,70-210,89.99999999999999-210,109.99999999999999-210,130-210,150-190,150-170,150