![3-[(4-Cyanophenyl)aminocarbonyl]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 8660-1-Y6 |
| Purity | 95 % |
| CAS | 850567-36-1 |
| MDL Number | MFCD06659886 |
| Molecular Formula | C14H11BN2O3 |
| Molecular Weight | 266.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 232-238 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000