![2-[(Phthalimid-1-yl)methyl]benzeneboronic acid, pinacol 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)
| Product Number | 8H60-1-2D |
| Synonyms | 2-[(1,3-Dihydro-1,3-dioxo-2H-isoindol-2-yl)methyl]benzeneboronic acid, pinacol ester |
| CAS | 380430-66-0 |
| MDL Number | MFCD02179492 |
| Molecular Formula | C21H22BNO4 |
| Molecular Weight | 363.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-2D
CAS: 380430-66-0
Molecule Weight: 363.22
Formula: C21H22BNO4
PN: 8H60-1-T1
CAS: 138500-87-5
Molecule Weight: 363.22
Formula: C21H22BNO4
PN: 8H60-1-07
CAS: 765948-78-5
Molecule Weight: 259.11
Formula: C14H18BNO3
PN: 8H60-1-2Q
CAS: 214360-75-5
Molecule Weight: 363.22
Formula: C21H22BNO4
![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: 8H60-1-81
CAS: 956229-73-5
Molecule Weight: 275.16
Formula: C15H22BNO3
![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
![Dipropyl({[2-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 8660-1-85
CAS: 2030297-18-6
Molecule Weight: 317.28
Formula: C19H32BNO2
Melting Point: 113-115 ℃
TSCA: Not listed on TSCA inventory