| Product Number | 4H21-1-FD |
| Purity | 95 % |
| CAS | 89960-36-1 |
| MDL Number | MFCD00139999 |
| Molecular Formula | C13H11NO3 |
| Molecular Weight | 229.235 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-FD
CAS: 89960-36-1
Molecule Weight: 229.235
Formula: C13H11NO3
PN: 4H21-1-FC
CAS: 4332-79-0
Molecule Weight: 229.235
Formula: C13H11NO3
![1-[4-(Trifluoromethyl)benzyl]pyridin-2-one-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-19
CAS: 66158-46-1
Molecule Weight: 297.233
Formula: C14H10F3NO3
![1-[(3-Chlorophenyl)methyl]-2-oxo-1,2-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1S
CAS: 338754-68-0
Molecule Weight: 263.68
Formula: C13H10ClNO3
![1-[(2-Chlorophenyl)methyl]-2-oxo-1,2-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1X
CAS: 66158-19-8
Molecule Weight: 263.68
Formula: C13H10ClNO3
![1-[(2,6-Dichlorophenyl)methyl]-2-oxo-1,2-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1Z
CAS: 338754-23-7
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
![1-[(3,4-Dichlorophenyl)methyl]-2-oxo-1,2-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1U
CAS: 64488-03-5
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
![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
TSCA: Not listed on TSCA inventory