![tert-Butyl 2,7-diazaspiro[4.4]nonane-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-0MH |
| CAS | 236406-49-8 |
| MDL Number | MFCD03790957 |
| Molecular Formula | C12H22N2O2 |
| Molecular Weight | 226.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0MH
CAS: 236406-49-8
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl octahydro-1H-pyrrolo[3,4-c]pyridine-5-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H51-5-01
CAS: 351370-99-5
Molecule Weight: 262.78
Formula: C12H23ClN2O2
![tert-Butyl octahydro-1H-pyrrolo[3,4-c]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-686
CAS: 885270-57-5
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl octahydro-1H-pyrrolo[3,4-c]pyridine-5-carboxylate](data:image/png;base64,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)
PN: 4H56-1-722
CAS: 1257389-94-8
Molecule Weight: 226.32
Formula: C12H22N2O2
PN: 4H56-1-055
CAS: 1245642-79-8
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl 3-[(methylamino)methyl]pyrrolidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-790
CAS: 872716-75-1
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl 2,6-diazaspiro[3.4]octane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-92
CAS: 885270-86-0
Molecule Weight: 212.293
Formula: C11H20N2O2
![tert-Butyl N-{5-azaspiro[2.4]heptan-1-yl}carbamate hydrochloride](data:image/png;base64,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)
PN: 4H56-5-A9
CAS: 1434142-28-5
Molecule Weight: 248.75
Formula: C11H21ClN2O2
Melting Point: -114 ℃
Boiling Point: 78 ℃
Refractive Index: 1.36
Density: 0.79
TSCA: Not listed on TSCA inventory