| Product Number | 8660-1-Q8 |
| CAS | 917111-46-7 |
| MDL Number | MFCD08458185 |
| Molecular Formula | C16H25BN2O4 |
| Molecular Weight | 320.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-Q8
CAS: 917111-46-7
Molecule Weight: 320.2
Formula: C16H25BN2O4
![4-[(tert-Butylcarbamoyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-87
CAS: 874297-78-6
Molecule Weight: 318.22
Formula: C17H27BN2O3
![4-[(Isopropylcarbamoyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-90
CAS: 874291-02-8
Molecule Weight: 304.2
Formula: C16H25BN2O3
![4-[(Ethylcarbamoyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8660-1-W9
CAS: 874291-00-6
Molecule Weight: 290.17
Formula: C15H23BN2O3
![4-[(Diethylcarbamoyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-91
CAS: 874290-94-5
Molecule Weight: 318.22
Formula: C17H27BN2O3
PN: 8660-1-Z8
CAS: 461699-81-0
Molecule Weight: 249.12
Formula: C13H20BNO3
![4-{[(4-Methoxybenzyl)carbamoyl]amino}benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-95
CAS: 874298-21-2
Molecule Weight: 382.27
Formula: C21H27BN2O4
PN: 8H60-1-7C
CAS: 1260088-68-3
Molecule Weight: 318.18
Formula: C16H23BN2O4
TSCA: Not listed on TSCA inventory