| Product Number | 8H60-5-55 |
| Synonyms | 2-[2-(Aminomethyl)phenyl]-4,4,5,5-tetramethyl-1,3,2-dioxaborolane hydrochloride; 2-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)benzylamine hydrochloride; [2-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methylamine hydrochloride |
| CAS | 248274-04-6 |
| MDL Number | MFCD24386342 |
| Molecular Formula | C13H21BClNO2 |
| Molecular Weight | 269.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-5-55
CAS: 248274-04-6
Molecule Weight: 269.58
Formula: C13H21BClNO2
PN: 8660-1-Q3
CAS: 1150271-47-8
Molecule Weight: 247.15
Formula: C14H22BNO2
PN: 6H60-1-0U
CAS: 195062-59-0
Molecule Weight: 218.1
Formula: C13H19BO2
![2-[(Benzylamino)methyl]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-3K
CAS: 1150271-53-6
Molecule Weight: 323.24
Formula: C20H26BNO2
![Diethyl({[2-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 8660-1-84
CAS: 1012785-46-4
Molecule Weight: 289.23
Formula: C17H28BNO2
PN: 8660-1-0D
CAS: 1011460-69-7
Molecule Weight: 247.15
Formula: C14H22BNO2
![Butyl({[2-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 8660-1-83
CAS: 1256359-08-6
Molecule Weight: 289.23
Formula: C17H28BNO2
![tert-Butyl({[2-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 8660-1-91
CAS:
Molecule Weight: 289.23
Formula: C17H28BNO2
TSCA: Not listed on TSCA inventory