![tert-Butyl 5-oxo-2-azabicyclo[2.2.2]octane-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-147 |
| CAS | 617714-22-4 |
| MDL Number | MFCD17016701 |
| Molecular Formula | C12H19NO3 |
| Molecular Weight | 225.288 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-147
CAS: 617714-22-4
Molecule Weight: 225.288
Formula: C12H19NO3
PN: 4H56-1-4N
CAS: 313950-41-3
Molecule Weight: 241.331
Formula: C13H23NO3
PN: 4H51-1-R2
CAS: 1217662-38-8
Molecule Weight: 241.331
Formula: C13H23NO3
PN: 4H51-1-S2
CAS: 1217732-08-5
Molecule Weight: 241.331
Formula: C13H23NO3
![1-Boc-4-oxo-1-azaspiro[5.5]undecane](data:image/png;base64,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)
PN: 4H56-1-0N4
CAS: 778647-35-1
Molecule Weight: 267.369
Formula: C15H25NO3
![N-Boc-9-azabicyclo[3.3.1]nonan-3-one](data:image/png;base64,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)
PN: 4H56-1-AA
CAS: 512822-27-4
Molecule Weight: 239.315
Formula: C13H21NO3
PN: 4H48-1-U5
CAS: 324769-07-5
Molecule Weight: 227.304
Formula: C12H21NO3
PN: 4H56-1-251
CAS: 184368-70-5
Molecule Weight: 227.304
Formula: C12H21NO3
TSCA: Not listed on TSCA inventory