![O-{2-[3,5-Bis(trifluoromethyl)phenyl]-6-methylpyrimidin-4-yl} O,O-diethyl phosphothioate](data:image/png;base64,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)
| Product Number | 8H75-3-05 |
| CAS | 284664-37-5 |
| MDL Number | MFCD01764485 |
| Molecular Formula | C17H17F6N2O3PS |
| Molecular Weight | 474.36 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory