| Product Number | 4H29-B-01 |
| CAS | 886360-92-5 |
| MDL Number | MFCD05663804 |
| Molecular Formula | C13H9BrFNO3 |
| Molecular Weight | 326.121 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H29-B-01
CAS: 886360-92-5
Molecule Weight: 326.121
Formula: C13H9BrFNO3
![5-Bromo-2-oxo-1-[3-(trifluoromethyl)benzyl]-1,2-dihydro-3-pyridinecarboxylic acid](data:image/png;base64,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)
PN: 4H29-B-02
CAS: 338982-36-8
Molecule Weight: 376.129
Formula: C14H9BrF3NO3
PN: 4H29-9-07
CAS: 886361-76-8
Molecule Weight: 308.131
Formula: C13H10BrNO3
![1-[(3,4-Difluorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-5F
CAS: 242797-29-1
Molecule Weight: 265.216
Formula: C13H9F2NO3
PN: 4H21-1-FD
CAS: 89960-36-1
Molecule Weight: 229.235
Formula: C13H11NO3
PN: 4H17-9-23
CAS: 952183-73-2
Molecule Weight: 306.159
Formula: C14H12BrNO2
![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-[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
Melting Point: 166-169 ℃
TSCA: Not listed on TSCA inventory