![2-Chloro-5-[(pyridin-3-ylcarbonyl)amino]benzene boronic acid, pinacol ester](data:image/png;base64,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)
| Product Number | 8H60-5-69 |
| Synonyms | N-[4-Chloro-3-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]pyridine-3-carboxamide |
| Purity | 95.0 % |
| CAS | |
| MDL Number | MFCD30063140 |
| Molecular Formula | C18H20BClN2O3 |
| Molecular Weight | 358.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory