| Product Number | 8660-3-T4 |
| Purity | 98 % |
| CAS | 874289-41-5 |
| MDL Number | MFCD08235095 |
| Molecular Formula | C13H11BFNO3 |
| Molecular Weight | 259.04 |
| Units | Price (USD) | Availability |
|---|
PN: 8660-3-T4
CAS: 874289-41-5
Molecule Weight: 259.04
Formula: C13H11BFNO3
![3-[(4-Fluorophenyl)aminocarbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-X3
CAS: 850567-35-0
Molecule Weight: 259.04
Formula: C13H11BFNO3
PN: 8H60-1-H2
CAS: 397843-71-9
Molecule Weight: 241.05
Formula: C13H12BNO3
PN: 8660-3-W0
CAS: 874219-33-7
Molecule Weight: 259.04
Formula: C13H11BFNO3
![3-[(3-Fluorophenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-P2
CAS: 874288-34-3
Molecule Weight: 259.04
Formula: C13H11BFNO3
![3-[(2-Fluorophenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-P3
CAS: 874288-35-4
Molecule Weight: 259.04
Formula: C13H11BFNO3
PN: 8660-3-Y7
CAS: 874289-40-4
Molecule Weight: 196.97
Formula: C8H9BFNO3
![3-[(4-Chlorophenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-5-25
CAS: 874288-31-0
Molecule Weight: 275.5
Formula: C13H11BClNO3
Melting Point: 252-256 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000