![3-Amino-5,6,7,8,9,10-hexahydrocycloocta[b]thieno[3,2-e]pyridine-2-carboxamide](data:image/png;base64,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)
| Product Number | 8H58-1-26 |
| CAS | 165066-43-3 |
| MDL Number | MFCD00712400 |
| Molecular Formula | C14H17N3OS |
| Molecular Weight | 275.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory