| Product Number | 4H56-1-EK |
| CAS | 170011-57-1 |
| MDL Number | MFCD05861405 |
| Molecular Formula | C16H24N2O2 |
| Molecular Weight | 276.38 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-EK
CAS: 170011-57-1
Molecule Weight: 276.38
Formula: C16H24N2O2
PN: 4H56-1-697
CAS: 387827-19-2
Molecule Weight: 276.38
Formula: C16H24N2O2
PN: 4H56-1-01W
CAS: 199105-03-8
Molecule Weight: 276.38
Formula: C16H24N2O2
PN: 4H56-1-09T
CAS: 1198286-87-1
Molecule Weight: 290.407
Formula: C17H26N2O2
PN: 4H56-1-0QT
CAS: 1853217-74-9
Molecule Weight: 305.418
Formula: C18H27NO3
![tert-Butyl 4-[(4-aminophenyl)methyl]piperidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-55
CAS: 221532-96-3
Molecule Weight: 290.407
Formula: C17H26N2O2
PN: 4H56-1-01R
CAS: 1853217-55-6
Molecule Weight: 304.434
Formula: C18H28N2O2
PN: 4H56-1-0GL
CAS: 174822-86-7
Molecule Weight: 277.364
Formula: C16H23NO3
TSCA: Not listed on TSCA inventory