![3-Aminothieno[2,3-b]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H57-1-19 |
| CAS | 58327-75-6 |
| MDL Number | MFCD03783349 |
| Molecular Formula | C8H6N2O2S |
| Molecular Weight | 194.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 278-279 ℃
TSCA: Not listed on TSCA inventory