![3-(Trifluoromethyl)benzo[b]thiophene-6-carboxylic acid](data:image/png;base64,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)
| Product Number | 6H21-3-0H |
| CAS | |
| MDL Number | MFCD31561209 |
| Molecular Formula | C10H5F3O2S |
| Molecular Weight | 246.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory