| Product Number | 4H56-1-0H2 |
| CAS | 1284112-64-6 |
| MDL Number | MFCD16496430 |
| Molecular Formula | C16H22N2O2 |
| Molecular Weight | 274.364 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0H2
CAS: 1284112-64-6
Molecule Weight: 274.364
Formula: C16H22N2O2
![1-Cbz-3-[Boc(cyclopropyl)amino]piperidine](data:image/png;base64,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)
PN: 4H56-1-0H1
CAS: 1823267-91-9
Molecule Weight: 374.481
Formula: C21H30N2O4
![8-Cbz-1,8-diazaspiro[5.5]undecane](data:image/png;base64,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)
PN: 4H56-1-0K2
CAS: 1086394-89-9
Molecule Weight: 288.391
Formula: C17H24N2O2
PN: 4H51-1-79
CAS: 711002-74-3
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H56-1-R0N
CAS: 1044560-96-4
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H51-1-0T
CAS: 1031927-01-1
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4H56-5-22
CAS: 960541-42-8
Molecule Weight: 270.76
Formula: C13H19ClN2O2
![Benzyl 1,7-diazaspiro[4.5]decane-1-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H56-5-D1
CAS: 1523571-82-5
Molecule Weight: 310.82
Formula: C16H23ClN2O2
TSCA: Not listed on TSCA inventory