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Product 4258-5-08
(1S,2S,3R,5S)-2-Amino-2,6,6-trimethylbicyclo[3.1.1]heptane-3-carboxylic acid methyl ester hydrochloride
Product Number
4258-5-08
CAS
MDL Number
MFCD05863645
Molecular Formula
C12H22ClNO2
Molecular Weight
247.76
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![(1S,2S,3R,5S)-2-Amino-2,6,6-trimethylbicyclo[3.1.1]heptane-3-carboxylic acid methyl ester hydrochloride](data:image/png;base64,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)