![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 | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-5-16
CAS: 913835-46-8
Molecule Weight: 300.59
Formula: C13H22BClN2O3
![4-{[2-(Dimethylamino)ethyl]carbamoyl}benzeneboronic acid hydrochloride](data:image/png;base64,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)
PN: 8660-5-03
CAS: 850568-22-8
Molecule Weight: 272.54
Formula: C11H18BClN2O3
![4-[(4-Methylpiperazin-1-yl)carbonyl]benzeneboronic acid hydrochloride](data:image/png;base64,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)
PN: 8H60-5-Z8
CAS: 913835-43-5
Molecule Weight: 284.55
Formula: C12H18BClN2O3
![4-[(2-Pyrrolidin-1-ylethyl)carbamoyl]benzeneboronic acid hydrochloride](data:image/png;base64,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)
PN: 8H60-5-32
CAS: 957060-70-7
Molecule Weight: 298.57
Formula: C13H20BClN2O3
![4-{[4-(2-Hydroxyethyl)piperazin-1-yl]carbonyl}benzeneboronic acid hydrochloride](data:image/png;base64,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)
PN: 8H60-5-38
CAS: 913835-44-6
Molecule Weight: 314.57
Formula: C13H20BClN2O4
![4-{[2-(Piperidin-1-yl)ethyl]carbamoyl}benzeneboronic acid hydrochloride](data:image/png;base64,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)
PN: 8660-5-09
CAS: 957060-72-9
Molecule Weight: 312.6
Formula: C14H22BClN2O3
![4-[(2-Morpholin-4-ylethyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8H60-1-K7
CAS: 913835-45-7
Molecule Weight: 278.12
Formula: C13H19BN2O4
PN: 8660-1-60
CAS: 850568-12-6
Molecule Weight: 193.01
Formula: C9H12BNO3
Melting Point: 65-67 ℃
TSCA: Not listed on TSCA inventory