![3-Amino-5-(trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H30-3-0F |
| CAS | 1609255-54-0 |
| MDL Number | MFCD29169131 |
| 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