![2-({[(9H-Fluoren-9-yl)methoxy]carbonyl}amino)-2-[1-(trifluoromethyl)cyclopropyl]acetic acid](data:image/png;base64,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)
| Product Number | 4658-3-0R |
| CAS | |
| MDL Number | MFCD31558793 |
| Molecular Formula | C21H18F3NO4 |
| Molecular Weight | 405.373 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory