![3-{[(Benzyloxy)carbonyl]amino}-3-oxetanecarboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-1-P0 |
| Synonyms | 3-{[(Benzyloxy)carbonyl]amino}oxetane-3-carboxylic acid |
| CAS | 1379811-81-0 |
| MDL Number | MFCD22370045 |
| Molecular Formula | C12H13NO5 |
| Molecular Weight | 251.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory