![Methyl 3-{[2-(ethoxycarbonyl)-4,4,4-trifluoro-3-oxobut-1-enyl]amino}thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H56-3-23 |
| CAS | 648409-92-1 |
| MDL Number | MFCD00122255 |
| 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