![6-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
| Product Number | 6H15-B-04 |
| CAS | 2166684-08-6 |
| MDL Number | MFCD29431297 |
| Molecular Formula | C10H4BrF3OS |
| Molecular Weight | 309.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory