![2-Oxo-6-[3-(trifluoromethyl)phenyl]-1,2-dihydropyridine-3-carbonitrile](data:image/png;base64,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)
| Product Number | 4H37-3-0V |
| CAS | 140692-40-6 |
| MDL Number | MFCD00215071 |
| Molecular Formula | C13H7F3N2O |
| Molecular Weight | 264.207 |
| Units | Price (USD) | Availability |
|---|
PN: 4H37-3-X0
CAS: 3335-44-2
Molecule Weight: 264.207
Formula: C13H7F3N2O
PN: 4H37-3-0V
CAS: 140692-40-6
Molecule Weight: 264.207
Formula: C13H7F3N2O
PN: 4H37-5-0N
CAS: 339109-70-5
Molecule Weight: 244.68
Formula: C13H9ClN2O
PN: 4H37-1-4D
CAS: 339109-41-0
Molecule Weight: 224.263
Formula: C14H12N2O
TSCA: Not listed on TSCA inventory