| Product Number | 4H51-1-82 |
| Synonyms | Benzyl 3-(Aminomethyl)piperidine-1-carboxylate |
| Purity | 97 % |
| CAS | 315717-76-1 |
| MDL Number | MFCD03001691 |
| Molecular Formula | C14H20N2O2 |
| Molecular Weight | 248.326 |
| Units | Price (USD) | Availability |
|---|
PN: 4H51-1-82
CAS: 315717-76-1
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4H56-1-R06
CAS: 1217977-11-1
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4H56-1-S14
CAS: 1217977-05-3
Molecule Weight: 248.326
Formula: C14H20N2O2
![2-Cbz-2,8-diazaspiro[5.5]undecane](data:image/png;base64,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)
PN: 4H56-1-0K3
CAS: 1086394-63-9
Molecule Weight: 288.391
Formula: C17H24N2O2
![(1S,6S)-7-Cbz-3,7-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-0F0
CAS: 1932306-72-3
Molecule Weight: 246.31
Formula: C14H18N2O2
![(1R,6R)-7-Cbz-3,7-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-0F1
CAS: 1932046-84-8
Molecule Weight: 246.31
Formula: C14H18N2O2
PN: 4H56-1-FC
CAS: 120278-07-1
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H56-1-096
CAS: 169750-59-8
Molecule Weight: 248.326
Formula: C14H20N2O2
TSCA: Not listed on TSCA inventory