![(3S)-3-[(3-Bromobenzyl)amino]piperidine dihydrochloride](data:image/png;base64,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)
| Product Number | 3H31-D-S1 |
| Synonyms | (3S)-N-(3-Bromobenzyl)piperidin-3-amine dihydrochloride; 3-({[(3S)-Piperidin-3-yl]amino}methyl)-1-bromobenzene dihydrochloride |
| CAS | 1338222-31-3 |
| MDL Number | MFCD19381690 |
| Molecular Formula | C12H19BrCl2N2 |
| Molecular Weight | 342.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-D-S1
CAS: 1338222-31-3
Molecule Weight: 342.1
Formula: C12H19BrCl2N2
![(3S)-3-[(4-Bromobenzyl)amino]piperidine dihydrochloride](data:image/png;base64,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)
PN: 3H31-D-S2
CAS: 1338222-64-2
Molecule Weight: 342.1
Formula: C12H19BrCl2N2
PN: 3H32-9-Y8
CAS: 59507-40-3
Molecule Weight: 254.171
Formula: C12H16BrN
PN: 3H32-9-2X
CAS: 414885-80-6
Molecule Weight: 283.213
Formula: C13H19BrN2
TSCA: Not listed on TSCA inventory