| Product Number | 4H17-7-45 |
| CAS | 952183-37-8 |
| MDL Number | MFCD09817431 |
| Molecular Formula | C13H9ClFNO2 |
| Molecular Weight | 265.67 |
| Units | Price (USD) | Availability |
|---|
PN: 4H17-7-45
CAS: 952183-37-8
Molecule Weight: 265.67
Formula: C13H9ClFNO2
![1-[(2-Chloro-6-fluorophenyl)methyl]-2-oxo-1,2-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-0W
CAS: 339008-79-6
Molecule Weight: 281.67
Formula: C13H9ClFNO3
PN: 4H17-F-04
CAS: 952183-68-5
Molecule Weight: 344.56
Formula: C13H8BrClFNO2
![Methyl 1-[(2-chloro-6-fluorophenyl)methyl]-2-oxo-1,2-dihydropyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-7-0F
CAS: 400086-05-7
Molecule Weight: 295.69
Formula: C14H11ClFNO3
PN: 4H17-F-02
CAS: 647825-28-3
Molecule Weight: 330.58
Formula: C13H10BrClFNO
![1-[(2-Chlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1V
CAS: 4399-77-3
Molecule Weight: 263.68
Formula: C13H10ClNO3
![1-[(2,6-Dichlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1Y
CAS: 338783-23-6
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
![1-[(2,4-Dichlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-23
CAS: 242797-28-0
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
TSCA: Not listed on TSCA inventory