![Methyl 4-{[2-(ethoxycarbonyl)-4,4,4-trifluoro-3-oxobut-1-enyl]amino}thiophene-3-carboxylate](data:image/png;base64,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)
| Product Number | 8H56-3-16 |
| CAS | 648859-32-9 |
| MDL Number | MFCD00816912 |
| Molecular Formula | C13H12F3NO5S |
| Molecular Weight | 351.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory