| Product Number | 8H60-1-A3 |
| Synonyms | N-Methyl-3-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)benzamide |
| CAS | 1197171-76-8 |
| MDL Number | MFCD17015821 |
| Molecular Formula | C14H20BNO3 |
| Molecular Weight | 261.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
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
PN: 8660-1-Q4
CAS: 188665-74-9
Molecule Weight: 247.1
Formula: C13H18BNO3
![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
PN: 8H60-1-9S
CAS: 914397-31-2
Molecule Weight: 287.17
Formula: C16H22BNO3
PN: 8H60-1-D3
CAS: 1191063-60-1
Molecule Weight: 262.12
Formula: C13H19BN2O3
![3-[Methoxy(methyl)carbamoyl]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-1U
CAS: 957061-17-5
Molecule Weight: 291.15
Formula: C15H22BNO4
![Dimethyl({[3-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 8H60-1-B2
CAS: 909391-56-6
Molecule Weight: 261.17
Formula: C15H24BNO2
TSCA: Not listed on TSCA inventory