| Product Number | 8H60-1-9S |
| CAS | 914397-31-2 |
| MDL Number | MFCD06795659 |
| Molecular Formula | C16H22BNO3 |
| Molecular Weight | 287.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-9S
CAS: 914397-31-2
Molecule Weight: 287.17
Formula: C16H22BNO3
PN: 8H60-1-A3
CAS: 1197171-76-8
Molecule Weight: 261.13
Formula: C14H20BNO3
PN: 8660-1-Z9
CAS: 832114-07-5
Molecule Weight: 275.16
Formula: C15H22BNO3
![3-{[2-(Dimethylamino)ethyl]carbamoyl}benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8660-1-T1
CAS: 840521-76-8
Molecule Weight: 318.22
Formula: C17H27BN2O3
![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: 8H60-1-60
CAS: 850567-45-2
Molecule Weight: 301.19
Formula: C17H24BNO3
![3-[(Pyrrolidin-1-yl)methyl]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-72
CAS: 884507-45-3
Molecule Weight: 287.21
Formula: C17H26BNO2
PN: 8660-1-Q4
CAS: 188665-74-9
Molecule Weight: 247.1
Formula: C13H18BNO3
TSCA: Not listed on TSCA inventory