![3-Azabicyclo[3.1.0]hex-1-ylcarbamic acid, 1,1-dimethylethyl 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)
| Product Number | 4H56-1-188 |
| Synonyms | tert-Butyl N-{3-azabicyclo[3.1.0]hexan-1-yl}carbamate |
| CAS | 204991-14-0 |
| MDL Number | MFCD12198685 |
| Molecular Formula | C10H18N2O2 |
| Molecular Weight | 198.266 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-188
CAS: 204991-14-0
Molecule Weight: 198.266
Formula: C10H18N2O2
![tert-butyl 3,6-diazabicyclo[3.2.1]octane-6-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H56-5-1T
CAS: 194032-49-0
Molecule Weight: 248.75
Formula: C11H21ClN2O2
![6-(Boc-amino)-3-azabicyclo[3.1.0]hexane](data:image/png;base64,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)
PN: 4H51-1-3A
CAS: 198211-38-0
Molecule Weight: 198.266
Formula: C10H18N2O2
![exo-6-(Boc-amino)-3-azabicyclo[3.1.0]hexane](data:image/png;base64,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)
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
PN: 4H51-1-2V
CAS: 169750-96-3
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-020
CAS: 250275-20-8
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl (1R,5S)-3,6-diazabicyclo[3.2.0]heptane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-634
CAS: 799279-81-5
Molecule Weight: 198.266
Formula: C10H18N2O2
TSCA: Not listed on TSCA inventory