![Methyl 3-(4-{[3-chloro-5-(trifluoromethyl)pyridin-2-yl]oxy}phenyl)-2-acetamidopropanoate](data:image/png;base64,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)
| Product Number | 4H58-7-68 |
| CAS | |
| MDL Number | MFCD28127037 |
| Molecular Formula | C18H16ClF3N2O4 |
| Molecular Weight | 416.78 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 114-115 ℃
TSCA: Not listed on TSCA inventory