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)
| Product Number | 4H56-1-157 |
| Synonyms | tert-Butyl 6-oxo-2-azabicyclo[2.2.2]octane-2-carboxylate |
| CAS | 1311390-85-8 |
| MDL Number | MFCD23106477 |
| Molecular Formula | C12H19NO3 |
| Molecular Weight | 225.288 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-157
CAS: 1311390-85-8
Molecule Weight: 225.288
Formula: C12H19NO3
![tert-Butyl 6-oxo-2-azabicyclo[2.2.1]heptane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-682
CAS: 198835-04-0
Molecule Weight: 211.261
Formula: C11H17NO3
PN: 4H56-1-05U
CAS: 201991-24-4
Molecule Weight: 227.304
Formula: C12H21NO3
PN: 4H51-1-R5
CAS: 1217633-41-4
Molecule Weight: 227.304
Formula: C12H21NO3
PN: 4H51-1-S6
CAS: 1212437-79-0
Molecule Weight: 227.304
Formula: C12H21NO3
![tert-Butyl 7-oxo-3-azabicyclo[3.3.1]nonane-3-carboxylate](data:image/png;base64,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)
PN: 4H56-1-125
CAS: 909135-31-5
Molecule Weight: 239.315
Formula: C13H21NO3
![tert-Butyl 5-oxo-2-azabicyclo[2.2.1]heptane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-683
CAS: 198835-06-2
Molecule Weight: 211.261
Formula: C11H17NO3
![6-Boc-2-oxo-6-azaspiro[3.5]nonane](data:image/png;base64,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)
PN: 4H56-1-129
CAS: 1359704-84-9
Molecule Weight: 239.315
Formula: C13H21NO3
TSCA: Not listed on TSCA inventory