![2-[4,6-Bis(2,2,2-trifluoroethoxy)pyrimidin-2-yl)methylthio]acetic acid](data:image/png;base64,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)
| Product Number | 8H66-3-60 |
| CAS | 886762-32-9 |
| MDL Number | MFCD04039219 |
| Molecular Formula | C11H10F6N2O4S |
| Molecular Weight | 380.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory