![2-[(Benzylamino)methyl]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
| Product Number | 8H60-1-3K |
| CAS | 1150271-53-6 |
| MDL Number | MFCD09998360 |
| Molecular Formula | C20H26BNO2 |
| Molecular Weight | 323.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory