![3-Amino-5,6,7,8,9,10-hexahydrocycloocta[b]thieno[3,2-e]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H57-1-08 |
| CAS | 166113-94-6 |
| MDL Number | MFCD03990520 |
| Molecular Formula | C14H16N2O2S |
| Molecular Weight | 276.35 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory