![3-[3-(Trifluoromethyl)phenoxy]pyrazine-2-carboxamide](data:image/png;base64,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)
| Product Number | 4H48-3-9S |
| CAS | 874832-16-3 |
| MDL Number | MFCD00208856 |
| Molecular Formula | C12H8F3N3O2 |
| Molecular Weight | 283.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory