data:image/png;base64,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

110i

item00

data:image/png;base64,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-50,20-10,12010,12050,2030,2020,50-20,50-30,20-50,20-50,120-30,120-30,700,700,12020,12020,200,200,50-30,50-30,20-50,2030,2050,2050,12030,12030,200