![(3aR,6aS)-1-[(tert-Butoxy)carbonyl]-octahydrocyclopenta[c]pyrrol-2-ium hydrogen oxalate](data:image/png;base64,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)
| Product Number | 4H58-1-49 |
| Synonyms | (3aR,6aS)-1-(tert-Butoxycarbonyl)octahydrocyclopenta[c]pyrrol-2-ium carboxyformate |
| Purity | 97 % |
| CAS | 907606-68-2 |
| MDL Number | MFCD18071513 |
| Molecular Formula | C14H23NO6 |
| Molecular Weight | 301.339 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
EINECS: 618-641-5