| Product Number | 3632-9-06 |
| Purity | 95.0 % |
| CAS | 65145-14-4 |
| MDL Number | MFCD09037473 |
| Molecular Formula | C20H18BrN |
| Molecular Weight | 352.275 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3632-9-06
CAS: 65145-14-4
Molecule Weight: 352.275
Formula: C20H18BrN
PN: 3631-9-01
CAS:
Molecule Weight: 312.64
Formula: C14H15BrClN
![4-Bromo-N-[(1S)-1-phenylethyl]aniline hydrochloride](data:image/png;base64,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)
PN: 3631-9-SL
CAS:
Molecule Weight: 312.64
Formula: C14H15BrClN
TSCA: Not listed on TSCA inventory
