![2-[4-Hydroxy-6-(trifluoromethyl)-2-pyrimidinylthio]acetic acid](data:image/png;base64,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)
| Product Number | 8H66-3-0W |
| CAS | 836-12-4 |
| MDL Number | MFCD00665841 |
| Molecular Formula | C7H5F3N2O3S |
| Molecular Weight | 254.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory