![Ethyl 2-(3-{[4-(trifluoromethoxy)anilino]carbonyl}pyridin-2-yl)acetate](data:image/png;base64,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)
| Product Number | 4H48-3-1X |
| Purity | 97 % |
| CAS | 338392-13-5 |
| MDL Number | MFCD00974993 |
| Molecular Formula | C17H15F3N2O4 |
| Molecular Weight | 368.312 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 105-107 ℃
TSCA: Not listed on TSCA inventory