![{[2-(Trifluoromethyl)quinolin-4-yl]thio}acetic acid](data:image/png;base64,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)
| Product Number | 8H66-3-59 |
| CAS | 874783-75-2 |
| MDL Number | MFCD00209244 |
| 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