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)
| Product Number | 8660-1-0N |
| Purity | 97 % |
| CAS | 70799-12-1 |
| MDL Number | MFCD01319001 |
| Molecular Formula | C9H14BNO2 |
| Molecular Weight | 179.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-0N
CAS: 70799-12-1
Molecule Weight: 179.03
Formula: C9H14BNO2
![{4-[(Dimethylamino)methyl]phenyl}boronic acid hydrochloride](data:image/png;base64,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)
PN: 8760-5-02
CAS: 938465-64-6
Molecule Weight: 215.48
Formula: C9H15BClNO2
PN: 8760-9-01
CAS: 373384-20-4
Molecule Weight: 273.97
Formula: C10H17BBrNO2
![4-[(N,N-Diethylamino)methyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-15
CAS: 220999-48-4
Molecule Weight: 207.08
Formula: C11H18BNO2
PN: 8760-1-14
CAS: 51239-46-4
Molecule Weight: 150.97
Formula: C7H10BNO2
PN: 8660-5-X5
CAS: 75705-21-4
Molecule Weight: 187.43
Formula: C7H11BClNO2
PN: 8660-1-V0
CAS: 405520-68-5
Molecule Weight: 193.01
Formula: C9H12BNO3
PN: 8H60-1-JC
CAS: 1036991-20-4
Molecule Weight: 205.06
Formula: C11H16BNO2
TSCA: Not listed on TSCA inventory