![4-[(4-Methylpiperazin-1-yl)carbonyl]benzeneboronic acid hydrochloride](data:image/png;base64,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)
| Product Number | 8H60-5-Z8 |
| Synonyms | 1-(4-Boronobenzoyl)-4-methylpiperazine hydrochloride; (4-Boronophenyl)(4-methylpiperazin-1-yl)methanone hydrochloride |
| Purity | 95 % |
| CAS | 913835-43-5 |
| MDL Number | MFCD09027217 |
| Molecular Formula | C12H18BClN2O3 |
| Molecular Weight | 284.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 187-189 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090