![1-(Aminomethyl)-3-azabicyclo[3.1.0]hexane, 1-Boc 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)
| Product Number | 4H51-1-0N |
| Synonyms | ter-Butyl (3-azabicyclo[3.1.0]hex-1-ylmethyl)carbamate |
| CAS | 134574-96-2 |
| MDL Number | MFCD11035741 |
| Molecular Formula | C11H20N2O2 |
| Molecular Weight | 212.293 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H51-1-0N
CAS: 134574-96-2
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-J3
CAS: 142643-29-6
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl N-[(3R)-piperidin-3-ylmethyl]carbamate](data:image/png;base64,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)
PN: 4H56-1-RT
CAS: 879275-33-9
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl N-[(3S)-piperidin-3-ylmethyl]carbamate](data:image/png;base64,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)
PN: 4H56-1-S03
CAS: 1016167-99-9
Molecule Weight: 214.309
Formula: C11H22N2O2
![exo-6-(Boc-aminomethyl)-3-azabicyclo[3.1.0]hexane](data:image/png;base64,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)
PN: 4H56-1-052
CAS: 134575-12-5
Molecule Weight: 212.293
Formula: C11H20N2O2
![tert-Butyl octahydro-1H-pyrrolo[3,4-c]pyridine-5-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H51-5-01
CAS: 351370-99-5
Molecule Weight: 262.78
Formula: C12H23ClN2O2
![tert-Butyl octahydro-1H-pyrrolo[3,4-c]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-686
CAS: 885270-57-5
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl octahydro-1H-pyrrolo[3,4-c]pyridine-5-carboxylate](data:image/png;base64,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)
PN: 4H56-1-722
CAS: 1257389-94-8
Molecule Weight: 226.32
Formula: C12H22N2O2
TSCA: Not listed on TSCA inventory