| Product Number | 4H56-1-0JX |
| CAS | 1206969-40-5 |
| MDL Number | MFCD14585230 |
| Molecular Formula | C18H28N2O3 |
| Molecular Weight | 320.433 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0JX
CAS: 1206969-40-5
Molecule Weight: 320.433
Formula: C18H28N2O3
PN: 4H56-1-0JS
CAS: 1206970-45-7
Molecule Weight: 320.433
Formula: C18H28N2O3
PN: 4H56-1-0GH
CAS: 1206970-42-4
Molecule Weight: 332.444
Formula: C19H28N2O3
PN: 4H56-1-0GG
CAS: 1206969-69-8
Molecule Weight: 366.505
Formula: C23H30N2O2
PN: 4H56-1-0D1
CAS: 183207-64-9
Molecule Weight: 290.407
Formula: C17H26N2O2
![(3S)-3-[(4-Bromobenzyl)amino]piperidine, N1-Boc 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)
PN: 4H51-9-S2
CAS: 1338222-45-9
Molecule Weight: 369.303
Formula: C17H25BrN2O2
PN: 4H56-1-493
CAS: 1189105-72-3
Molecule Weight: 305.422
Formula: C17H27N3O2
![(3S)-3-[(3-Bromobenzyl)amino]piperidine, N1-Boc 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)
PN: 4H51-9-S1
CAS: 1338222-17-5
Molecule Weight: 369.303
Formula: C17H25BrN2O2
TSCA: Not listed on TSCA inventory