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Product 3633-7-S1
N-[(1S)-1-(2-Fluorophenyl)ethyl]cyclopropanamine hydrochloride
Product Number
3633-7-S1
CAS
MDL Number
MFCD32066860
Molecular Formula
C11H15ClFN
Molecular Weight
215.7
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![N-[(1S)-1-(2-Fluorophenyl)ethyl]cyclopropanamine hydrochloride](data:image/png;base64,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)