![2-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}-2-[3-(trifluoromethyl)phenyl]acetic acid](data:image/png;base64,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)
| Product Number | 4858-3-0E |
| CAS | 678991-14-5 |
| MDL Number | MFCD31559675 |
| Molecular Formula | C24H18F3NO4 |
| Molecular Weight | 441.406 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory