| Product Number | 3H32-9-Y8 |
| Synonyms | 1-Bromo-3-[(piperidin-1-yl)methyl]benzene |
| CAS | 59507-40-3 |
| MDL Number | MFCD06080691 |
| Molecular Formula | C12H16BrN |
| Molecular Weight | 254.171 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-Y8
CAS: 59507-40-3
Molecule Weight: 254.171
Formula: C12H16BrN
PN: 3H32-9-T4
CAS: 178162-69-1
Molecule Weight: 254.171
Formula: C12H16BrN
PN: 4H17-9-21
CAS: 59507-53-8
Molecule Weight: 268.154
Formula: C12H14BrNO
PN: 3H32-9-0N
CAS: 1459-22-9
Molecule Weight: 254.171
Formula: C12H16BrN
PN: 3631-9-X3
CAS: 1019506-79-6
Molecule Weight: 240.144
Formula: C11H14BrN
PN: 3732-9-02
CAS: 4885-18-1
Molecule Weight: 214.106
Formula: C9H12BrN
![(3S)-3-[(3-Bromobenzyl)amino]piperidine dihydrochloride](data:image/png;base64,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)
PN: 3H31-D-S1
CAS: 1338222-31-3
Molecule Weight: 342.1
Formula: C12H19BrCl2N2
Density: 1.32
TSCA: Not listed on TSCA inventory
