![[(3,4-Difluorophenyl)methyl]boronic acid](data:image/png;base64,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)
| Product Number | 6660-3-2Z |
| Purity | 95 % |
| CAS | 2246751-44-8 |
| MDL Number | MFCD24332193 |
| Molecular Formula | C7H7BF2O2 |
| Molecular Weight | 171.94 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory