![4-[(Benzylcarbamoyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
| Product Number | 8H60-1-T5 |
| Synonyms | 4-(3-Benzylureido)benzeneboronic acid, pinacol ester |
| Purity | 98 % |
| CAS | 874290-98-9 |
| MDL Number | MFCD08689513 |
| Molecular Formula | C20H25BN2O3 |
| Molecular Weight | 352.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 204-207 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900