![[4-(2,2-Difluorocyclopropyl)-6-methoxypyrimidin-5-yl]boronic acid](data:image/png;base64,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)
| Product Number | 8H60-3-1X |
| CAS | |
| MDL Number | |
| Molecular Formula | C8H9BF2N2O3 |
| Molecular Weight | 229.98 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory