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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 | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 136-138 ℃
TSCA: Not listed on TSCA inventory