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)
| Product Number | 4H56-1-QX |
| Synonyms | tert-Butyl (1R,5S)-7-oxo-3-oxa-9-azabicyclo[3.3.1]nonane-9-carboxylate |
| CAS | 280761-97-9 |
| MDL Number | MFCD12198826 |
| Molecular Formula | C12H19NO4 |
| Molecular Weight | 241.287 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-QX
CAS: 280761-97-9
Molecule Weight: 241.287
Formula: C12H19NO4
![endo-9-Boc-7-hydroxy-3-oxa-9-azabicyclo[3.3.1]nonane](data:image/png;base64,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)
PN: 4H56-1-143
CAS: 1148006-31-8
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4H58-1-AX
CAS: 180854-44-8
Molecule Weight: 271.313
Formula: C13H21NO5
![endo-7-Amino-9-boc-3-oxa-9-aza-bicyclo[3.3.1]nonane](data:image/png;base64,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)
PN: 4H56-1-662
CAS: 280762-03-0
Molecule Weight: 242.319
Formula: C12H22N2O3
PN: 4H56-1-9D
CAS: 81357-18-8
Molecule Weight: 257.286
Formula: C12H19NO5
PN: 4H56-1-R0P
CAS: 1799811-83-8
Molecule Weight: 257.286
Formula: C12H19NO5
PN: 4H56-1-04V
CAS: 859155-89-8
Molecule Weight: 245.275
Formula: C11H19NO5
PN: 4H56-1-251
CAS: 184368-70-5
Molecule Weight: 227.304
Formula: C12H21NO3
Melting Point: 136-138 ℃
TSCA: Not listed on TSCA inventory