![5-Chlorothieno[3,2-b]pyridine](data:image/png;base64,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)
| Product Number | 7H66-5-75 |
| Purity | 97.0 % |
| CAS | 65977-55-1 |
| MDL Number | MFCD09909817 |
| Molecular Formula | C7H4ClNS |
| Molecular Weight | 169.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory