![[4-(3-Chloro-5-trifluoromethyl-pyridin-2-yl)-pyrimidin-2-ylsulfanyl]-acetic acid](data:image/png;base64,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)
| Product Number | 8H66-7-0J |
| CAS | 1311278-94-0 |
| MDL Number | MFCD19981385 |
| Molecular Formula | C12H7ClF3N3O2S |
| Molecular Weight | 349.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory