![1-[3-(Trifluoromethyl)benzyl]pyridin-2-one-5-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H29-3-59 |
| Purity | 97 % |
| CAS | 338783-19-0 |
| MDL Number | MFCD00139896 |
| Molecular Formula | C14H10F3NO3 |
| Molecular Weight | 297.233 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H29-3-59
CAS: 338783-19-0
Molecule Weight: 297.233
Formula: C14H10F3NO3
![1-[3-(Trifluoromethyl)benzyl]pyridin-2-one-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-16
CAS: 338754-66-8
Molecule Weight: 297.233
Formula: C14H10F3NO3
![1-[3,5-Bis(trifluoromethyl)benzyl]pyrid-2-one-3-carboxylic acid](data:image/png;base64,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)
PN: 4H29-3-50
CAS: 338781-55-8
Molecule Weight: 365.231
Formula: C15H9F6NO3
![1-[4-(Trifluoromethyl)benzyl]pyridin-2-one-5-carboxylic acid](data:image/png;base64,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)
PN: 4H29-3-58
CAS: 338783-75-8
Molecule Weight: 297.233
Formula: C14H10F3NO3
![1,6-Dihydro-6-oxo-1-[3-(trifluoromethyl)benzyl]pyridine-3-carboxaldehyde](data:image/png;base64,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)
PN: 4H17-3-97
CAS: 952183-57-2
Molecule Weight: 281.234
Formula: C14H10F3NO2
PN: 4H21-1-FC
CAS: 4332-79-0
Molecule Weight: 229.235
Formula: C13H11NO3
![Methyl 6-oxo-1-{[4-(trifluoromethyl)phenyl]methyl}-1,6-dihydropyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-3-91
CAS: 1582770-08-8
Molecule Weight: 311.26
Formula: C15H12F3NO3
![5-Chloro-6-oxo-1-[3-(trifluoromethyl)benzyl]-1,6-dihydro-3-pyridinecarboxylic acid](data:image/png;base64,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)
PN: 4H56-7-06
CAS: 339024-06-5
Molecule Weight: 331.68
Formula: C14H9ClF3NO3
Melting Point: 204 ℃
TSCA: Not listed on TSCA inventory