![Methyl 2-{[3-chloro-5-(trifluoromethyl)pyridin-2-yl]oxy}benzoate](data:image/png;base64,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)
| Product Number | 4H58-7-85 |
| CAS | 852952-21-7 |
| MDL Number | MFCD03644664 |
| Molecular Formula | C14H9ClF3NO3 |
| Molecular Weight | 331.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory