![(1S)-N-[(4-Bromophenyl)methyl]-1-phenyl-ethanamine hydrochloride](data:image/png;base64,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)
| Product Number | 3631-9-SB |
| CAS | |
| MDL Number | MFCD31695716 |
| Molecular Formula | C15H17BrClN |
| Molecular Weight | 326.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory