| Product Number | 8H60-1-T1 |
| Purity | 98 % |
| CAS | 138500-87-5 |
| MDL Number | MFCD02179489 |
| Molecular Formula | C21H22BNO4 |
| Molecular Weight | 363.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-T1
CAS: 138500-87-5
Molecule Weight: 363.22
Formula: C21H22BNO4
PN: 8H60-1-2Q
CAS: 214360-75-5
Molecule Weight: 363.22
Formula: C21H22BNO4
![2-[(Phthalimid-1-yl)methyl]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-2D
CAS: 380430-66-0
Molecule Weight: 363.22
Formula: C21H22BNO4
PN: 8H60-1-11
CAS: 376584-62-2
Molecule Weight: 259.11
Formula: C14H18BNO3
![[4-(Diethylamine-1-carbonyl)phenyl]boronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-D9
CAS: 325142-99-2
Molecule Weight: 303.21
Formula: C17H26BNO3
PN: 8H60-1-08
CAS: 1004294-80-7
Molecule Weight: 259.11
Formula: C14H18BNO3
![N-{[4-(Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl}acetamide](data:image/png;base64,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)
PN: 8660-1-T7
CAS: 1235450-93-7
Molecule Weight: 275.16
Formula: C15H22BNO3
PN: 8H60-1-P4
CAS: 400727-57-3
Molecule Weight: 275.16
Formula: C15H22BNO3
Melting Point: 155-158 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900