![2-Chloro-3-pyridyl benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H23-5-08 |
| CAS | 219928-57-1 |
| MDL Number | MFCD00113273 |
| Molecular Formula | C14H8ClNO2S |
| Molecular Weight | 289.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory