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)
| Product Number | 4H17-3-32 |
| Synonyms | 2-Pyridin-4-yl-1-[4-(trifluoromethyl)phenyl]ethanone |
| Purity | 98 % |
| CAS | 125996-71-6 |
| MDL Number | MFCD04037172 |
| Molecular Formula | C14H10F3NO |
| Molecular Weight | 265.235 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory