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acid](data:image/png;base64,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)
| Product Number | 6H21-9-10 |
| Synonyms | 7-Bromo-2-carboxybenzo[b]thiophene; 7-Bromo-1-benzothiophene-2-carboxylic acid |
| Purity | 95.0 % |
| CAS | 19075-59-3 |
| MDL Number | MFCD12032270 |
| Molecular Formula | C9H5BrO2S |
| Molecular Weight | 257.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: >275 ℃
TSCA: Not listed on TSCA inventory