![5-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 6H21-B-03 |
| CAS | 826995-52-2 |
| MDL Number | MFCD23115255 |
| Molecular Formula | C10H4BrF3O2S |
| Molecular Weight | 325.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory