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Product 4H54-9-34
2-(1,3-Benzodioxol-5-yl)-3-bromo-6-nitroimidazo[1,2-a]pyridine
Product Number
4H54-9-34
CAS
904814-03-5
MDL Number
MFCD06660419
Molecular Formula
C14H8BrN3O4
Molecular Weight
362.139
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![2-(1,3-Benzodioxol-5-yl)-3-bromo-6-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)