![7-Bromo-2-(hydroxymethyl)-3-(trifluoromethyl)benzo[b]thiophene](data:image/png;base64,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)
| Product Number | 6H01-B-09 |
| CAS | 2090543-11-4 |
| MDL Number | MFCD29432935 |
| Molecular Formula | C10H6BrF3OS |
| Molecular Weight | 311.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory