![4-{[2-(Diethylamino)ethyl]carbamoyl}benzeneboronic acid hydrochloride](data:image/png;base64,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)
| Product Number | 8660-5-16 |
| Synonyms | 4-[2-(N,N-Diethylaminoethyl)aminocarbonyl]benzeneboronic acid hydrochloride |
| Purity | 98 % |
| CAS | 913835-46-8 |
| MDL Number | MFCD09027220 |
| Molecular Formula | C13H22BClN2O3 |
| Molecular Weight | 300.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 65-67 ℃
TSCA: Not listed on TSCA inventory