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Product 4H21-B-13
5-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid
Product Number
4H21-B-13
CAS
MDL Number
MFCD32200330
Molecular Formula
C9H4BrF3N2O2
Molecular Weight
309.042
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Price (USD)
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![5-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)