![2-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}-2-[2-(trifluoromethoxy)phenyl]acetic acid](data:image/png;base64,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)
| Product Number | 4658-3-0Y |
| CAS | 1692823-37-2 |
| MDL Number | MFCD28389401 |
| Molecular Formula | C24H18F3NO5 |
| Molecular Weight | 457.405 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory