| Product Number | P612-A-69 |
| Synonyms | tert-Butyl 4-oxoazepane-1-carboxylate; 1-(tert-Butoxycarbonyl)-4-oxoazepane |
| CAS | 188975-88-4 |
| MDL Number | MFCD03788435 |
| Molecular Formula | C11H19NO3 |
| Molecular Weight | 213.277 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: P612-A-69
CAS: 188975-88-4
Molecule Weight: 213.277
Formula: C11H19NO3
![tert-Butyl 6-oxo-3-azabicyclo[3.2.0]heptane-3-carboxylate](data:image/png;base64,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)
PN: 4H51-1-28
CAS: 663172-80-3
Molecule Weight: 211.261
Formula: C11H17NO3
![3-Boc-8-oxo-3-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 4H56-1-022
CAS: 637301-19-0
Molecule Weight: 225.288
Formula: C12H19NO3
PN: 4H56-1-251
CAS: 184368-70-5
Molecule Weight: 227.304
Formula: C12H21NO3
PN: 4H56-1-05P
CAS: 858643-92-2
Molecule Weight: 227.304
Formula: C12H21NO3
PN: 4H56-1-P7
CAS: 190906-92-4
Molecule Weight: 213.277
Formula: C11H19NO3
PN: 4H56-1-RQ
CAS: 790667-43-5
Molecule Weight: 213.277
Formula: C11H19NO3
PN: 4H56-1-S0
CAS: 790667-49-1
Molecule Weight: 213.277
Formula: C11H19NO3
TSCA: Not listed on TSCA inventory
HTN: 2924.29.7100