![Ethyl 2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]acetate](data:image/png;base64,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)
| Product Number | 4H58-7-71 |
| CAS | 1053656-47-5 |
| MDL Number | MFCD10568306 |
| Molecular Formula | C10H9ClF3NO2 |
| Molecular Weight | 267.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory