![3-Chlorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 6H21-5-02 |
| Synonyms | 2-Carboxy-3-chlorobenzo[b]thiophene; 2-Carboxy-3-chloro-1-benzothiophene; 2-Carboxy-3-chlorothianaphthene |
| CAS | 21211-22-3 |
| MDL Number | MFCD00014579 |
| Molecular Formula | C9H5ClO2S |
| Molecular Weight | 212.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory