| Product Number | 4H21-5-1P |
| Purity | 95 % |
| CAS | 338982-47-1 |
| MDL Number | MFCD00232709 |
| Molecular Formula | C13H10ClNO3 |
| Molecular Weight | 263.68 |
| Units | Price (USD) | Availability |
|---|
PN: 4H21-5-1P
CAS: 338982-47-1
Molecule Weight: 263.68
Formula: C13H10ClNO3
![5-Chloro-1-[(4-chlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1J
CAS: 339024-38-3
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
![5-Chloro-1-[(3-chlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1L
CAS: 339024-74-7
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
![3-Chloro-1-[4-(trifluoromethyl)benzyl]pyridin-2-one-5-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-08
CAS: 886761-94-0
Molecule Weight: 331.68
Formula: C14H9ClF3NO3
PN: 4H21-5-1Q
CAS: 101384-62-7
Molecule Weight: 263.68
Formula: C13H10ClNO3
![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
![5-Chloro-1-[(4-chlorophenyl)methyl]-2-oxo-1,2-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1K
CAS: 339024-25-8
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
![5-Chloro-1-[(3-chlorophenyl)methyl]-2-oxo-1,2-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1M
CAS: 222414-95-1
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
TSCA: Not listed on TSCA inventory