| Product Number | 3732-9-03 |
| CAS | 802306-26-9 |
| MDL Number | MFCD06657805 |
| Molecular Formula | C13H20BrN |
| Molecular Weight | 270.214 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3732-9-03
CAS: 802306-26-9
Molecule Weight: 270.214
Formula: C13H20BrN
PN: 3632-9-X1
CAS: 1976-04-1
Molecule Weight: 214.106
Formula: C9H12BrN
![N-[(2-Bromophenyl)methyl]-1-phenyl-ethanamine hydrochloride](data:image/png;base64,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)
PN: 3631-9-0C
CAS:
Molecule Weight: 326.66
Formula: C15H17BrClN
![(1S)-N-[(2-Bromophenyl)methyl]-1-phenylethanamine hydrochloride](data:image/png;base64,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)
PN: 3631-9-S9
CAS:
Molecule Weight: 326.66
Formula: C15H17BrClN
PN: 3631-9-09
CAS:
Molecule Weight: 326.66
Formula: C15H17BrClN
PN: 3631-9-SC
CAS:
Molecule Weight: 326.66
Formula: C15H17BrClN
PN: 3H32-9-0N
CAS: 1459-22-9
Molecule Weight: 254.171
Formula: C12H16BrN
PN: 4648-9-13
CAS: 64141-90-8
Molecule Weight: 242.116
Formula: C10H12BrNO
TSCA: Not listed on TSCA inventory