![{[6-(Trifluoromethyl)quinolin-4-yl]thio}acetic acid](data:image/png;base64,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)
| Product Number | 8H21-3-32 |
| CAS | 874765-71-6 |
| MDL Number | MFCD01569322 |
| Molecular Formula | C12H8F3NO2S |
| Molecular Weight | 287.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory