![2-(Aminomethyl)thieno[2,3-b]pyridine](data:image/png;base64,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)
| Product Number | 7H66-1-74 |
| Synonyms | (Thieno[2,3-b]pyridin-2-yl)methylamine |
| CAS | 933751-19-0 |
| MDL Number | MFCD20727672 |
| Molecular Formula | C8H8N2S |
| Molecular Weight | 164.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory