![4-[(Cyclopropylcarbamoyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
| Product Number | 8H60-1-T4 |
| Synonyms | 4-(3-Cyclopropylureido)benzeneboronic acid, pinacol ester |
| Purity | 97 % |
| CAS | 874297-79-7 |
| MDL Number | MFCD08689493 |
| Molecular Formula | C16H23BN2O3 |
| Molecular Weight | 302.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 227-229 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900