![2-Bromo-4-chlorothieno[3,2-c]pyridine](data:image/png;base64,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)
| Product Number | 7H70-D-X2 |
| CAS | 28948-61-0 |
| MDL Number | MFCD08273916 |
| Molecular Formula | C7H3BrClNS |
| Molecular Weight | 248.52 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 119 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090