![4-[(Isobutylcarbamoyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
| Product Number | 8H60-1-96 |
| Synonyms | 4-(3-Isobutylureido)phenylboronic acid, pinacol ester |
| Purity | 95 % |
| CAS | 874291-03-9 |
| MDL Number | MFCD09027289 |
| Molecular Formula | C17H27BN2O3 |
| Molecular Weight | 318.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-96
CAS: 874291-03-9
Molecule Weight: 318.22
Formula: C17H27BN2O3
![4-[(Propylcarbamoyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-1F
CAS: 874291-01-7
Molecule Weight: 304.2
Formula: C16H25BN2O3
![4-[(But-1-ylcarbamoyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-P2
CAS: 850567-59-8
Molecule Weight: 318.22
Formula: C17H27BN2O3
![4-[(Cyclopropylcarbamoyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-T4
CAS: 874297-79-7
Molecule Weight: 302.18
Formula: C16H23BN2O3
![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-[(Pyrrolidin-1-ylcarbonyl)amino]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-88
CAS: 874290-95-6
Molecule Weight: 316.21
Formula: C17H25BN2O3
![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
TSCA: Not listed on TSCA inventory