![Ethyl 2-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]-2,2-difluoroacetate](data:image/png;base64,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)
| Product Number | 4H23-7-0L |
| CAS | 1431842-79-3 |
| MDL Number | MFCD12546142 |
| Molecular Formula | C10H7ClF5NO2 |
| Molecular Weight | 303.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory