| Product Number | 8H60-1-07 |
| Purity | 98 % |
| CAS | 765948-78-5 |
| MDL Number | MFCD11617913 |
| Molecular Formula | C14H18BNO3 |
| Molecular Weight | 259.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-07
CAS: 765948-78-5
Molecule Weight: 259.11
Formula: C14H18BNO3
PN: 8H60-1-08
CAS: 1004294-80-7
Molecule Weight: 259.11
Formula: C14H18BNO3
![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
![5-[(But-1-yl)carbamoyl]-2-methylbenzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-5G
CAS:
Molecule Weight: 317.24
Formula: C18H28BNO3
PN: 8H60-1-2Q
CAS: 214360-75-5
Molecule Weight: 363.22
Formula: C21H22BNO4
![5-{[(Fur-2-yl)methyl]carbamoyl}-2-methylbenzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-5H
CAS:
Molecule Weight: 341.21
Formula: C19H24BNO4
PN: 8H60-1-A3
CAS: 1197171-76-8
Molecule Weight: 261.13
Formula: C14H20BNO3
Melting Point: 189-191 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900