![2,3,5,6-Tetrafluoro-4-{[2-oxo-2-(2,3,4-trifluoroanilino)ethyl]thio}benzoic acid](data:image/png;base64,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)
| Product Number | 8666-3-00 |
| CAS | 244125-86-8 |
| MDL Number | MFCD00177874 |
| Molecular Formula | C15H6F7NO3S |
| Molecular Weight | 413.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory