![3-[(tert-Butoxy)carbonyl]-6,6-difluoro-3-azabicyclo[3.1.0]hexane-1-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-3-B3 |
| CAS | 2344681-54-3 |
| MDL Number | MFCD31924623 |
| Molecular Formula | C11H15F2NO4 |
| Molecular Weight | 263.241 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory