![3-Amino-6-(trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H30-3-0E |
| CAS | 2379918-55-3 |
| MDL Number | MFCD29169135 |
| Molecular Formula | C10H6F3NO2S |
| Molecular Weight | 261.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory