| Product Number | 4H56-1-UK |
| Synonyms | Benzyl 3-(hydroxymethyl)piperidine-1-carboxylate; [(Benzyloxy)carbonyl]piperidin-3-yl]methanol |
| Purity | 97.0 % |
| CAS | 39945-51-2 |
| MDL Number | MFCD03407298 |
| Molecular Formula | C14H19NO3 |
| Molecular Weight | 249.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-UK
CAS: 39945-51-2
Molecule Weight: 249.31
Formula: C14H19NO3
![3-Cbz-6-hydroxy-3-azabicyclo[3.1.1]heptane](data:image/png;base64,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)
PN: 4H56-1-161
CAS: 1434142-26-3
Molecule Weight: 247.294
Formula: C14H17NO3
PN: 4H58-1-4J
CAS: 78190-11-1
Molecule Weight: 263.293
Formula: C14H17NO4
![1-[(Benzyloxy)carbonyl]-3-methylpiperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-QX
CAS: 174543-78-3
Molecule Weight: 277.32
Formula: C15H19NO4
PN: 4H51-1-37
CAS: 95798-23-5
Molecule Weight: 235.283
Formula: C13H17NO3
![exo-3-Cbz-3-azabicyclo[3.1.0]hexane-6-methanol](data:image/png;base64,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)
PN: 4H56-1-041
CAS: 134575-14-7
Molecule Weight: 247.294
Formula: C14H17NO3
PN: 4H48-1-V3
CAS: 201478-72-0
Molecule Weight: 247.294
Formula: C14H17NO3
PN: 4H56-1-758
CAS: 473838-66-3
Molecule Weight: 261.321
Formula: C15H19NO3
TSCA: Not listed on TSCA inventory