![3-[(tert-Butoxy)carbonyl]-3-fluoroazetidine-1-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H23-3-59 |
| Synonyms | tert-Butyl 3-fluoro-1,3-azetidinedicarboxylate |
| CAS | |
| MDL Number | MFCD27918510 |
| Molecular Formula | C9H14FNO4 |
| Molecular Weight | 219.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory