![2-[2-(3-Chloro-5-trifluoromethyl-pyridin-2-yl)-ethyl]-isoindole-1,3-dione](data:image/png;base64,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)
| Product Number | 4H48-7-2K |
| CAS | 326816-36-8 |
| MDL Number | MFCD31714301 |
| Molecular Formula | C16H10ClF3N2O2 |
| Molecular Weight | 354.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory