![3-Cyano-5-[(trifluoromethyl)phenyl]-2(1H)-pyridone](data:image/png;base64,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)
| Product Number | 4H37-3-03 |
| Purity | 97 % |
| CAS | 76053-36-6 |
| MDL Number | MFCD00232370 |
| Molecular Formula | C13H7F3N2O |
| Molecular Weight | 264.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 234-237 ℃
TSCA: Not listed on TSCA inventory