![Ethyl 3-[[1-(4-bromophenyl)ethylamino]methyl]benzoate hydrochloride](data:image/png;base64,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)
| Product Number | 4658-9-1E |
| CAS | |
| MDL Number | MFCD31695749 |
| Molecular Formula | C18H21BrClNO2 |
| Molecular Weight | 398.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory