![N-[1-(2-Bromophenyl)ethyl]aniline hydrochloride](data:image/png;base64,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)
| Product Number | 3631-9-06 |
| CAS | |
| MDL Number | MFCD31695735 |
| Molecular Formula | C14H15BrClN |
| Molecular Weight | 312.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory