![4-{[(4-Fluorophenyl)amino]methyl}benzeneboronic acid](data:image/png;base64,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)
| Product Number | 8760-3-02 |
| Synonyms | N-(4-Boronobenzyl)-4-fluoroaniline; 4-[(4-Fluoroanilino)methyl]benzeneboronic acid |
| CAS | 1310403-77-0 |
| MDL Number | MFCD08458055 |
| Molecular Formula | C13H13BFNO2 |
| Molecular Weight | 245.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8760-3-02
CAS: 1310403-77-0
Molecule Weight: 245.06
Formula: C13H13BFNO2
![4-[(4-Fluorophenyl)aminocarbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-X4
CAS: 850568-27-3
Molecule Weight: 259.04
Formula: C13H11BFNO3
PN: 8660-1-25
CAS: 330793-45-8
Molecule Weight: 241.05
Formula: C13H12BNO3
![4-[(2-Fluorophenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-P0
CAS: 874288-06-9
Molecule Weight: 259.04
Formula: C13H11BFNO3
![4-[(3-Fluorophenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-3-P1
CAS: 874288-05-8
Molecule Weight: 259.04
Formula: C13H11BFNO3
PN: 8660-3-Z0
CAS: 874288-40-1
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
TSCA: Not listed on TSCA inventory