![6-Fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 6H21-3-X4 |
| Synonyms | 6-Fluoro-1-benzothiophene-2-carboxylic acid; 2-Carboxy-6-fluorobenzo[b]thiophene |
| Purity | 95 % |
| CAS | 142329-23-5 |
| MDL Number | MFCD06655861 |
| Molecular Formula | C9H5FO2S |
| Molecular Weight | 196.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900