![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]propionic acid](data:image/png;base64,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)
| Product Number | 4H58-7-28 |
| CAS | 1566079-39-7 |
| MDL Number | MFCD26912299 |
| Molecular Formula | C9H7ClF3NO2 |
| Molecular Weight | 253.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory