![exo-6-(Boc-amino)-3-azabicyclo[3.1.0]hexane](data:image/png;base64,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)
| Product Number | 4H56-1-636 |
| Purity | 97.0 % |
| CAS | 134575-17-0 |
| MDL Number | MFCD12198677 |
| Molecular Formula | C10H18N2O2 |
| Molecular Weight | 198.266 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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)
PN: 4H51-1-3A
CAS: 198211-38-0
Molecule Weight: 198.266
Formula: C10H18N2O2
PN: 4H56-1-636
CAS: 134575-17-0
Molecule Weight: 198.266
Formula: C10H18N2O2
![tert-Butyl (1R,5S)-3-azabicyclo[3.1.0]hex-6-ylcarbamate](data:image/png;base64,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)
PN: 4H56-1-0TL
CAS:
Molecule Weight: 198.266
Formula: C10H18N2O2
![tert-Butyl N-{5-azaspiro[2.4]heptan-1-yl}carbamate hydrochloride](data:image/png;base64,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)
PN: 4H56-5-A9
CAS: 1434142-28-5
Molecule Weight: 248.75
Formula: C11H21ClN2O2
![3-Azabicyclo[3.1.0]hex-1-ylcarbamic acid, 1,1-dimethylethyl ester](data:image/png;base64,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)
PN: 4H56-1-188
CAS: 204991-14-0
Molecule Weight: 198.266
Formula: C10H18N2O2
![1-(Aminomethyl)-3-azabicyclo[3.1.0]hexane, 1-Boc 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)
PN: 4H51-1-0N
CAS: 134574-96-2
Molecule Weight: 212.293
Formula: C11H20N2O2
![(1R,5S)-tert-Butyl 6-amino-3-azabicyclo[3.1.0]hexane-3-carboxylate](data:image/png;base64,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)
PN: 4H51-1-3D
CAS: 273206-92-1
Molecule Weight: 198.266
Formula: C10H18N2O2
![1-Boc-octahydropyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 4H56-1-058
CAS: 848410-13-9
Molecule Weight: 226.32
Formula: C12H22N2O2
TSCA: Not listed on TSCA inventory