| Product Number | 8H60-5-Z7 |
| Synonyms | 4-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)benzylamine hydrochloride; [4-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methylamine hydrochloride |
| CAS | 850568-55-7 |
| MDL Number | MFCD02179455 |
| Molecular Formula | C13H21BClNO2 |
| Molecular Weight | 269.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-5-Z7
CAS: 850568-55-7
Molecule Weight: 269.58
Formula: C13H21BClNO2
![4-[(N,N-Dimethylamino)methyl]benzeneboronic acid, pinacol ester hydrochloride](data:image/png;base64,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)
PN: 8H60-5-21
CAS: 1073371-85-3
Molecule Weight: 297.63
Formula: C15H25BClNO2
PN: 8H60-1-B1
CAS: 878197-87-6
Molecule Weight: 261.17
Formula: C15H24BNO2
PN: 6H60-1-Z8
CAS: 195062-57-8
Molecule Weight: 218.1
Formula: C13H19BO2
PN: 8660-1-T8
CAS: 179117-44-3
Molecule Weight: 247.1
Formula: C13H18BNO3
PN: 6660-1-75
CAS: 302348-51-2
Molecule Weight: 234.1
Formula: C13H19BO3
![Diethyl({[4-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 8660-1-94
CAS: 1012785-44-2
Molecule Weight: 289.23
Formula: C17H28BNO2
PN: 6760-1-47
CAS: 1075719-87-7
Molecule Weight: 232.13
Formula: C14H21BO2
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900