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)
| Product Number | 4H56-1-135 |
| Synonyms | tert-Butyl 1,7-diazaspiro[4.4]nonane-7-carboxylate |
| CAS | 646055-63-2 |
| MDL Number | MFCD09266216 |
| Molecular Formula | C12H22N2O2 |
| Molecular Weight | 226.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-135
CAS: 646055-63-2
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl octahydro-1H-pyrrolo[3,4-b]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H51-1-29
CAS: 186203-81-6
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl (4aS,7aS)-octahydro-1H-pyrrolo[3,4-b]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-638
CAS: 1229428-51-6
Molecule Weight: 226.32
Formula: C12H22N2O2
![2,6-Diazaspiro[4.5]decane, N2-Boc 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)
PN: 4H51-1-41
CAS: 1086394-55-9
Molecule Weight: 240.347
Formula: C13H24N2O2
![1-Boc-1,7-diazaspiro[4.4]nonane](data:image/png;base64,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)
PN: 4H56-1-140
CAS: 885268-47-3
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl 3,9-diazabicyclo[4.2.1]nonane-3-carboxylate](data:image/png;base64,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)
PN: 4H51-1-07
CAS: 286947-16-8
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl octahydro-1H-pyrrolo[3,4-b]pyridine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-943
CAS: 159877-36-8
Molecule Weight: 226.32
Formula: C12H22N2O2
![(3aR,6aR)-tert-Butyl hexahydropyrrolo[3,4-b]pyrrole-5(1H)-carboxylate](data:image/png;base64,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)
PN: 4H51-1-RB
CAS: 370882-39-6
Molecule Weight: 212.293
Formula: C11H20N2O2
TSCA: Not listed on TSCA inventory