| Product Number | 4H56-1-MD |
| Synonyms | tert-Butyl 4-aminoazepane-1-carboxylate |
| CAS | 196613-57-7 |
| MDL Number | MFCD07371372 |
| Molecular Formula | C11H22N2O2 |
| Molecular Weight | 214.309 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-MD
CAS: 196613-57-7
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl 6-amino-3-azabicyclo[3.2.0]heptane-3-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0PA
CAS: 1250884-66-2
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: P311-A-98
CAS: 87120-72-7
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-641
CAS: 1434073-24-1
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-643
CAS: 1434073-26-3
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-766
CAS: 952182-04-6
Molecule Weight: 214.309
Formula: C11H22N2O2
![8-Amino-3-boc-3-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 4H56-1-685
CAS: 1330763-51-3
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl 1-amino-6-azaspiro[3.4]octane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-09K
CAS: 1251010-30-6
Molecule Weight: 226.32
Formula: C12H22N2O2
TSCA: Not listed on TSCA inventory