![Diethyl 3-amino-6-(trifluoromethyl)thieno[2,3-b]pyridine-2,5-dicarboxylate](data:image/png;base64,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)
| Product Number | 8H23-3-19 |
| CAS | 175277-75-5 |
| MDL Number | MFCD00221307 |
| Molecular Formula | C14H13F3N2O4S |
| Molecular Weight | 362.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory