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Product 4658-1-S1M
(2S)-2-[(4-Cyanobenzoyl)amino]propanoic acid
Product Number
4658-1-S1M
CAS
MDL Number
MFCD12794949
Molecular Formula
C11H10N2O3
Molecular Weight
218.212
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![(2S)-2-[(4-Cyanobenzoyl)amino]propanoic acid](data:image/png;base64,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)