![Ethyl {2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]thio}acetate](data:image/png;base64,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)
| Product Number | 8866-7-01 |
| Purity | 97 % |
| CAS | 338422-70-1 |
| MDL Number | MFCD00664270 |
| Molecular Formula | C10H9ClF3NO2S |
| Molecular Weight | 299.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 40-43 ℃
TSCA: Not listed on TSCA inventory