![Methyl 3-amino-6-methyl-4-(trifluoromethyl)thieno[2,3-b]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H70-3-0W |
| CAS | 313379-68-9 |
| MDL Number | MFCD00486826 |
| Molecular Formula | C11H9F3N2O2S |
| Molecular Weight | 290.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory