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Product 4H57-3-20
4-[8-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]benzoic acid
Product Number
4H57-3-20
CAS
MDL Number
MFCD29918586
Molecular Formula
C15H9F3N2O2
Molecular Weight
306.244
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![4-[8-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]benzoic acid](data:image/png;base64,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)